{"notebook_content":"<!DOCTYPE html>\n\n<html lang=\"en\">\n<head><meta charset=\"utf-8\"/>\n<meta content=\"width=device-width, initial-scale=1.0\" name=\"viewport\"/>\n<title>Notebook</title><script src=\"https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js\"></script>\n<style type=\"text/css\">\n    pre { line-height: 125%; }\ntd.linenos .normal { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }\nspan.linenos { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }\ntd.linenos .special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }\nspan.linenos.special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }\n.highlight .hll { background-color: var(--jp-cell-editor-active-background) }\n.highlight { background: var(--jp-cell-editor-background); color: var(--jp-mirror-editor-variable-color) }\n.highlight .c { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment */\n.highlight .err { color: var(--jp-mirror-editor-error-color) } /* Error */\n.highlight .k { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword */\n.highlight .o { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator */\n.highlight .p { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation */\n.highlight .ch { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Hashbang */\n.highlight .cm { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Multiline */\n.highlight .cp { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Preproc */\n.highlight .cpf { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.PreprocFile */\n.highlight .c1 { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Single */\n.highlight .cs { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Special */\n.highlight .kc { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Constant */\n.highlight .kd { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Declaration */\n.highlight .kn { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Namespace */\n.highlight .kp { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Pseudo */\n.highlight .kr { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Reserved */\n.highlight .kt { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Type */\n.highlight .m { color: var(--jp-mirror-editor-number-color) } /* Literal.Number */\n.highlight .s { color: var(--jp-mirror-editor-string-color) } /* Literal.String */\n.highlight .ow { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator.Word */\n.highlight .pm { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation.Marker */\n.highlight .w { color: var(--jp-mirror-editor-variable-color) } /* Text.Whitespace */\n.highlight .mb { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Bin */\n.highlight .mf { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Float */\n.highlight .mh { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Hex */\n.highlight .mi { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer */\n.highlight .mo { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Oct */\n.highlight .sa { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Affix */\n.highlight .sb { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Backtick */\n.highlight .sc { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Char */\n.highlight .dl { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Delimiter */\n.highlight .sd { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Doc */\n.highlight .s2 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Double */\n.highlight .se { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Escape */\n.highlight .sh { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Heredoc */\n.highlight .si { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Interpol */\n.highlight .sx { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Other */\n.highlight .sr { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Regex */\n.highlight .s1 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Single */\n.highlight .ss { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Symbol */\n.highlight .il { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer.Long */\n  </style>\n<style type=\"text/css\">\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*\n * Mozilla scrollbar styling\n */\n\n/* use standard opaque scrollbars for most nodes */\n[data-jp-theme-scrollbars='true'] {\n  scrollbar-color: rgb(var(--jp-scrollbar-thumb-color))\n    var(--jp-scrollbar-background-color);\n}\n\n/* for code nodes, use a transparent style of scrollbar. These selectors\n * will match lower in the tree, and so will override the above */\n[data-jp-theme-scrollbars='true'] .CodeMirror-hscrollbar,\n[data-jp-theme-scrollbars='true'] .CodeMirror-vscrollbar {\n  scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;\n}\n\n/* tiny scrollbar */\n\n.jp-scrollbar-tiny {\n  scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;\n  scrollbar-width: thin;\n}\n\n/* tiny scrollbar */\n\n.jp-scrollbar-tiny::-webkit-scrollbar,\n.jp-scrollbar-tiny::-webkit-scrollbar-corner {\n  background-color: transparent;\n  height: 4px;\n  width: 4px;\n}\n\n.jp-scrollbar-tiny::-webkit-scrollbar-thumb {\n  background: rgba(var(--jp-scrollbar-thumb-color), 0.5);\n}\n\n.jp-scrollbar-tiny::-webkit-scrollbar-track:horizontal {\n  border-left: 0 solid transparent;\n  border-right: 0 solid transparent;\n}\n\n.jp-scrollbar-tiny::-webkit-scrollbar-track:vertical {\n  border-top: 0 solid transparent;\n  border-bottom: 0 solid transparent;\n}\n\n/*\n * Lumino\n */\n\n.lm-ScrollBar[data-orientation='horizontal'] {\n  min-height: 16px;\n  max-height: 16px;\n  min-width: 45px;\n  border-top: 1px solid #a0a0a0;\n}\n\n.lm-ScrollBar[data-orientation='vertical'] {\n  min-width: 16px;\n  max-width: 16px;\n  min-height: 45px;\n  border-left: 1px solid #a0a0a0;\n}\n\n.lm-ScrollBar-button {\n  background-color: #f0f0f0;\n  background-position: center center;\n  min-height: 15px;\n  max-height: 15px;\n  min-width: 15px;\n  max-width: 15px;\n}\n\n.lm-ScrollBar-button:hover {\n  background-color: #dadada;\n}\n\n.lm-ScrollBar-button.lm-mod-active {\n  background-color: #cdcdcd;\n}\n\n.lm-ScrollBar-track {\n  background: #f0f0f0;\n}\n\n.lm-ScrollBar-thumb {\n  background: #cdcdcd;\n}\n\n.lm-ScrollBar-thumb:hover {\n  background: #bababa;\n}\n\n.lm-ScrollBar-thumb.lm-mod-active {\n  background: #a0a0a0;\n}\n\n.lm-ScrollBar[data-orientation='horizontal'] .lm-ScrollBar-thumb {\n  height: 100%;\n  min-width: 15px;\n  border-left: 1px solid #a0a0a0;\n  border-right: 1px solid #a0a0a0;\n}\n\n.lm-ScrollBar[data-orientation='vertical'] .lm-ScrollBar-thumb {\n  width: 100%;\n  min-height: 15px;\n  border-top: 1px solid #a0a0a0;\n  border-bottom: 1px solid #a0a0a0;\n}\n\n.lm-ScrollBar[data-orientation='horizontal']\n  .lm-ScrollBar-button[data-action='decrement'] {\n  background-image: var(--jp-icon-caret-left);\n  background-size: 17px;\n}\n\n.lm-ScrollBar[data-orientation='horizontal']\n  .lm-ScrollBar-button[data-action='increment'] {\n  background-image: var(--jp-icon-caret-right);\n  background-size: 17px;\n}\n\n.lm-ScrollBar[data-orientation='vertical']\n  .lm-ScrollBar-button[data-action='decrement'] {\n  background-image: var(--jp-icon-caret-up);\n  background-size: 17px;\n}\n\n.lm-ScrollBar[data-orientation='vertical']\n  .lm-ScrollBar-button[data-action='increment'] {\n  background-image: var(--jp-icon-caret-down);\n  background-size: 17px;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-Widget {\n  box-sizing: border-box;\n  position: relative;\n  overflow: hidden;\n}\n\n.lm-Widget.lm-mod-hidden {\n  display: none !important;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.lm-AccordionPanel[data-orientation='horizontal'] > .lm-AccordionPanel-title {\n  /* Title is rotated for horizontal accordion panel using CSS */\n  display: block;\n  transform-origin: top left;\n  transform: rotate(-90deg) translate(-100%);\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-CommandPalette {\n  display: flex;\n  flex-direction: column;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.lm-CommandPalette-search {\n  flex: 0 0 auto;\n}\n\n.lm-CommandPalette-content {\n  flex: 1 1 auto;\n  margin: 0;\n  padding: 0;\n  min-height: 0;\n  overflow: auto;\n  list-style-type: none;\n}\n\n.lm-CommandPalette-header {\n  overflow: hidden;\n  white-space: nowrap;\n  text-overflow: ellipsis;\n}\n\n.lm-CommandPalette-item {\n  display: flex;\n  flex-direction: row;\n}\n\n.lm-CommandPalette-itemIcon {\n  flex: 0 0 auto;\n}\n\n.lm-CommandPalette-itemContent {\n  flex: 1 1 auto;\n  overflow: hidden;\n}\n\n.lm-CommandPalette-itemShortcut {\n  flex: 0 0 auto;\n}\n\n.lm-CommandPalette-itemLabel {\n  overflow: hidden;\n  white-space: nowrap;\n  text-overflow: ellipsis;\n}\n\n.lm-close-icon {\n  border: 1px solid transparent;\n  background-color: transparent;\n  position: absolute;\n  z-index: 1;\n  right: 3%;\n  top: 0;\n  bottom: 0;\n  margin: auto;\n  padding: 7px 0;\n  display: none;\n  vertical-align: middle;\n  outline: 0;\n  cursor: pointer;\n}\n.lm-close-icon:after {\n  content: 'X';\n  display: block;\n  width: 15px;\n  height: 15px;\n  text-align: center;\n  color: #000;\n  font-weight: normal;\n  font-size: 12px;\n  cursor: pointer;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-DockPanel {\n  z-index: 0;\n}\n\n.lm-DockPanel-widget {\n  z-index: 0;\n}\n\n.lm-DockPanel-tabBar {\n  z-index: 1;\n}\n\n.lm-DockPanel-handle {\n  z-index: 2;\n}\n\n.lm-DockPanel-handle.lm-mod-hidden {\n  display: none !important;\n}\n\n.lm-DockPanel-handle:after {\n  position: absolute;\n  top: 0;\n  left: 0;\n  width: 100%;\n  height: 100%;\n  content: '';\n}\n\n.lm-DockPanel-handle[data-orientation='horizontal'] {\n  cursor: ew-resize;\n}\n\n.lm-DockPanel-handle[data-orientation='vertical'] {\n  cursor: ns-resize;\n}\n\n.lm-DockPanel-handle[data-orientation='horizontal']:after {\n  left: 50%;\n  min-width: 8px;\n  transform: translateX(-50%);\n}\n\n.lm-DockPanel-handle[data-orientation='vertical']:after {\n  top: 50%;\n  min-height: 8px;\n  transform: translateY(-50%);\n}\n\n.lm-DockPanel-overlay {\n  z-index: 3;\n  box-sizing: border-box;\n  pointer-events: none;\n}\n\n.lm-DockPanel-overlay.lm-mod-hidden {\n  display: none !important;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-Menu {\n  z-index: 10000;\n  position: absolute;\n  white-space: nowrap;\n  overflow-x: hidden;\n  overflow-y: auto;\n  outline: none;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.lm-Menu-content {\n  margin: 0;\n  padding: 0;\n  display: table;\n  list-style-type: none;\n}\n\n.lm-Menu-item {\n  display: table-row;\n}\n\n.lm-Menu-item.lm-mod-hidden,\n.lm-Menu-item.lm-mod-collapsed {\n  display: none !important;\n}\n\n.lm-Menu-itemIcon,\n.lm-Menu-itemSubmenuIcon {\n  display: table-cell;\n  text-align: center;\n}\n\n.lm-Menu-itemLabel {\n  display: table-cell;\n  text-align: left;\n}\n\n.lm-Menu-itemShortcut {\n  display: table-cell;\n  text-align: right;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-MenuBar {\n  outline: none;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.lm-MenuBar-content {\n  margin: 0;\n  padding: 0;\n  display: flex;\n  flex-direction: row;\n  list-style-type: none;\n}\n\n.lm-MenuBar-item {\n  box-sizing: border-box;\n}\n\n.lm-MenuBar-itemIcon,\n.lm-MenuBar-itemLabel {\n  display: inline-block;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-ScrollBar {\n  display: flex;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.lm-ScrollBar[data-orientation='horizontal'] {\n  flex-direction: row;\n}\n\n.lm-ScrollBar[data-orientation='vertical'] {\n  flex-direction: column;\n}\n\n.lm-ScrollBar-button {\n  box-sizing: border-box;\n  flex: 0 0 auto;\n}\n\n.lm-ScrollBar-track {\n  box-sizing: border-box;\n  position: relative;\n  overflow: hidden;\n  flex: 1 1 auto;\n}\n\n.lm-ScrollBar-thumb {\n  box-sizing: border-box;\n  position: absolute;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-SplitPanel-child {\n  z-index: 0;\n}\n\n.lm-SplitPanel-handle {\n  z-index: 1;\n}\n\n.lm-SplitPanel-handle.lm-mod-hidden {\n  display: none !important;\n}\n\n.lm-SplitPanel-handle:after {\n  position: absolute;\n  top: 0;\n  left: 0;\n  width: 100%;\n  height: 100%;\n  content: '';\n}\n\n.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle {\n  cursor: ew-resize;\n}\n\n.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle {\n  cursor: ns-resize;\n}\n\n.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle:after {\n  left: 50%;\n  min-width: 8px;\n  transform: translateX(-50%);\n}\n\n.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle:after {\n  top: 50%;\n  min-height: 8px;\n  transform: translateY(-50%);\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-TabBar {\n  display: flex;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.lm-TabBar[data-orientation='horizontal'] {\n  flex-direction: row;\n  align-items: flex-end;\n}\n\n.lm-TabBar[data-orientation='vertical'] {\n  flex-direction: column;\n  align-items: flex-end;\n}\n\n.lm-TabBar-content {\n  margin: 0;\n  padding: 0;\n  display: flex;\n  flex: 1 1 auto;\n  list-style-type: none;\n}\n\n.lm-TabBar[data-orientation='horizontal'] > .lm-TabBar-content {\n  flex-direction: row;\n}\n\n.lm-TabBar[data-orientation='vertical'] > .lm-TabBar-content {\n  flex-direction: column;\n}\n\n.lm-TabBar-tab {\n  display: flex;\n  flex-direction: row;\n  box-sizing: border-box;\n  overflow: hidden;\n  touch-action: none; /* Disable native Drag/Drop */\n}\n\n.lm-TabBar-tabIcon,\n.lm-TabBar-tabCloseIcon {\n  flex: 0 0 auto;\n}\n\n.lm-TabBar-tabLabel {\n  flex: 1 1 auto;\n  overflow: hidden;\n  white-space: nowrap;\n}\n\n.lm-TabBar-tabInput {\n  user-select: all;\n  width: 100%;\n  box-sizing: border-box;\n}\n\n.lm-TabBar-tab.lm-mod-hidden {\n  display: none !important;\n}\n\n.lm-TabBar-addButton.lm-mod-hidden {\n  display: none !important;\n}\n\n.lm-TabBar.lm-mod-dragging .lm-TabBar-tab {\n  position: relative;\n}\n\n.lm-TabBar.lm-mod-dragging[data-orientation='horizontal'] .lm-TabBar-tab {\n  left: 0;\n  transition: left 150ms ease;\n}\n\n.lm-TabBar.lm-mod-dragging[data-orientation='vertical'] .lm-TabBar-tab {\n  top: 0;\n  transition: top 150ms ease;\n}\n\n.lm-TabBar.lm-mod-dragging .lm-TabBar-tab.lm-mod-dragging {\n  transition: none;\n}\n\n.lm-TabBar-tabLabel .lm-TabBar-tabInput {\n  user-select: all;\n  width: 100%;\n  box-sizing: border-box;\n  background: inherit;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-TabPanel-tabBar {\n  z-index: 1;\n}\n\n.lm-TabPanel-stackedPanel {\n  z-index: 0;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-Collapse {\n  display: flex;\n  flex-direction: column;\n  align-items: stretch;\n}\n\n.jp-Collapse-header {\n  padding: 1px 12px;\n  background-color: var(--jp-layout-color1);\n  border-bottom: solid var(--jp-border-width) var(--jp-border-color2);\n  color: var(--jp-ui-font-color1);\n  cursor: pointer;\n  display: flex;\n  align-items: center;\n  font-size: var(--jp-ui-font-size0);\n  font-weight: 600;\n  text-transform: uppercase;\n  user-select: none;\n}\n\n.jp-Collapser-icon {\n  height: 16px;\n}\n\n.jp-Collapse-header-collapsed .jp-Collapser-icon {\n  transform: rotate(-90deg);\n  margin: auto 0;\n}\n\n.jp-Collapser-title {\n  line-height: 25px;\n}\n\n.jp-Collapse-contents {\n  padding: 0 12px;\n  background-color: var(--jp-layout-color1);\n  color: var(--jp-ui-font-color1);\n  overflow: auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/* This file was auto-generated by ensureUiComponents() in @jupyterlab/buildutils */\n\n/**\n * (DEPRECATED) Support for consuming icons as CSS background images\n */\n\n/* Icons urls */\n\n:root {\n  --jp-icon-add-above: url(data:image/svg+xml;base64,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);\n  --jp-icon-add-below: url(data:image/svg+xml;base64,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);\n  --jp-icon-add: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDEzaC02djZoLTJ2LTZINXYtMmg2VjVoMnY2aDZ2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);\n  --jp-icon-bell: url(data:image/svg+xml;base64,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);\n  --jp-icon-bug-dot: url(data:image/svg+xml;base64,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);\n  --jp-icon-bug: url(data:image/svg+xml;base64,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);\n  --jp-icon-build: 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url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPgogICAgICAgIDxwYXRoIGQ9Ik0yMiAxMVYzaC03djNIOVYzSDJ2OGg3VjhoMnYxMGg0djNoN3YtOGgtN3YzaC0yVjhoMnYzeiIvPgogICAgPC9nPgo8L3N2Zz4K);\n  --jp-icon-trusted: url(data:image/svg+xml;base64,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);\n  --jp-icon-undo: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyLjUgOGMtMi42NSAwLTUuMDUuOTktNi45IDIuNkwyIDd2OWg5bC0zLjYyLTMuNjJjMS4zOS0xLjE2IDMuMTYtMS44OCA1LjEyLTEuODggMy41NCAwIDYuNTUgMi4zMSA3LjYgNS41bDIuMzctLjc4QzIxLjA4IDExLjAzIDE3LjE1IDggMTIuNSA4eiIvPgogIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-user: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMTYiIHZpZXdCb3g9IjAgMCAyNCAyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE2IDdhNCA0IDAgMTEtOCAwIDQgNCAwIDAxOCAwek0xMiAxNGE3IDcgMCAwMC03IDdoMTRhNyA3IDAgMDAtNy03eiIvPgogIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-users: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjQiIGhlaWdodD0iMjQiIHZlcnNpb249IjEuMSIgdmlld0JveD0iMCAwIDM2IDI0IiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciPgogPGcgY2xhc3M9ImpwLWljb24zIiB0cmFuc2Zvcm09Im1hdHJpeCgxLjczMjcgMCAwIDEuNzMyNyAtMy42MjgyIC4wOTk1NzcpIiBmaWxsPSIjNjE2MTYxIj4KICA8cGF0aCB0cmFuc2Zvcm09Im1hdHJpeCgxLjUsMCwwLDEuNSwwLC02KSIgZD0ibTEyLjE4NiA3LjUwOThjLTEuMDUzNSAwLTEuOTc1NyAwLjU2NjUtMi40Nzg1IDEuNDEwMiAwLjc1MDYxIDAuMzEyNzcgMS4zOTc0IDAuODI2NDggMS44NzMgMS40NzI3aDMuNDg2M2MwLTEuNTkyLTEuMjg4OS0yLjg4MjgtMi44ODA5LTIuODgyOHoiLz4KICA8cGF0aCBkPSJtMjAuNDY1IDIuMzg5NWEyLjE4ODUgMi4xODg1IDAgMCAxLTIuMTg4NCAyLjE4ODUgMi4xODg1IDIuMTg4NSAwIDAgMS0yLjE4ODUtMi4xODg1IDIuMTg4NSAyLjE4ODUgMCAwIDEgMi4xODg1LTIuMTg4NSAyLjE4ODUgMi4xODg1IDAgMCAxIDIuMTg4NCAyLjE4ODV6Ii8+CiAgPHBhdGggdHJhbnNmb3JtPSJtYXRyaXgoMS41LDAsMCwxLjUsMCwtNikiIGQ9Im0zLjU4OTggOC40MjE5Yy0xLjExMjYgMC0yLjAxMzcgMC45MDExMS0yLjAxMzcgMi4wMTM3aDIuODE0NWMwLjI2Nzk3LTAuMzczMDkgMC41OTA3LTAuNzA0MzUgMC45NTg5OC0wLjk3ODUyLTAuMzQ0MzMtMC42MTY4OC0xLjAwMzEtMS4wMzUyLTEuNzU5OC0xLjAzNTJ6Ii8+CiAgPHBhdGggZD0ibTYuOTE1NCA0LjYyM2ExLjUyOTQgMS41Mjk0IDAgMCAxLTEuNTI5NCAxLjUyOTQgMS41Mjk0IDEuNTI5NCAwIDAgMS0xLjUyOTQtMS41Mjk0IDEuNTI5NCAxLjUyOTQgMCAwIDEgMS41Mjk0LTEuNTI5NCAxLjUyOTQgMS41Mjk0IDAgMCAxIDEuNTI5NCAxLjUyOTR6Ii8+CiAgPHBhdGggZD0ibTYuMTM1IDEzLjUzNWMwLTMuMjM5MiAyLjYyNTktNS44NjUgNS44NjUtNS44NjUgMy4yMzkyIDAgNS44NjUgMi42MjU5IDUuODY1IDUuODY1eiIvPgogIDxjaXJjbGUgY3g9IjEyIiBjeT0iMy43Njg1IiByPSIyLjk2ODUiLz4KIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-word: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIwIDIwIj4KIDxnIGNsYXNzPSJqcC1pY29uMiIgZmlsbD0iIzQxNDE0MSI+CiAgPHJlY3QgeD0iMiIgeT0iMiIgd2lkdGg9IjE2IiBoZWlnaHQ9IjE2Ii8+CiA8L2c+CiA8ZyBjbGFzcz0ianAtaWNvbi1hY2NlbnQyIiB0cmFuc2Zvcm09InRyYW5zbGF0ZSguNDMgLjA0MDEpIiBmaWxsPSIjZmZmIj4KICA8cGF0aCBkPSJtNC4xNCA4Ljc2cTAuMDY4Mi0xLjg5IDIuNDItMS44OSAxLjE2IDAgMS42OCAwLjQyIDAuNTY3IDAuNDEgMC41NjcgMS4xNnYzLjQ3cTAgMC40NjIgMC41MTQgMC40NjIgMC4xMDMgMCAwLjItMC4wMjMxdjAuNzE0cS0wLjM5OSAwLjEwMy0wLjY1MSAwLjEwMy0wLjQ1MiAwLTAuNjkzLTAuMjItMC4yMzEtMC4yLTAuMjg0LTAuNjYyLTAuOTU2IDAuODcyLTIgMC44NzItMC45MDMgMC0xLjQ3LTAuNDcyLTAuNTI1LTAuNDcyLTAuNTI1LTEuMjYgMC0wLjI2MiAwLjA0NTItMC40NzIgMC4wNTY3LTAuMjIgMC4xMTYtMC4zNzggMC4wNjgyLTAuMTY4IDAuMjMxLTAuMzA0IDAuMTU4LTAuMTQ3IDAuMjYyLTAuMjQyIDAuMTE2LTAuMDkxNCAwLjM2OC0wLjE2OCAwLjI2Mi0wLjA5MTQgMC4zOTktMC4xMjYgMC4xMzYtMC4wNDUyIDAuNDcyLTAuMTAzIDAuMzM2LTAuMDU3OCAwLjUwNC0wLjA3OTggMC4xNTgtMC4wMjMxIDAuNTY3LTAuMDc5OCAwLjU1Ni0wLjA2ODIgMC43NzctMC4yMjEgMC4yMi0wLjE1MiAwLjIyLTAuNDQxdi0wLjI1MnEwLTAuNDMtMC4zNTctMC42NjItMC4zMzYtMC4yMzEtMC45NzYtMC4yMzEtMC42NjIgMC0wLjk5OCAwLjI2Mi0wLjMzNiAwLjI1Mi0wLjM5OSAwLjc5OHptMS44OSAzLjY4cTAuNzg4IDAgMS4yNi0wLjQxIDAuNTA0LTAuNDIgMC41MDQtMC45MDN2LTEuMDVxLTAuMjg0IDAuMTM2LTAuODYxIDAuMjMxLTAuNTY3IDAuMDkxNC0wLjk4NyAwLjE1OC0wLjQyIDAuMDY4Mi0wLjc2NiAwLjMyNi0wLjMzNiAwLjI1Mi0wLjMzNiAwLjcwNHQwLjMwNCAwLjcwNCAwLjg2MSAwLjI1MnoiIHN0cm9rZS13aWR0aD0iMS4wNSIvPgogIDxwYXRoIGQ9Im0xMCA0LjU2aDAuOTQ1djMuMTVxMC42NTEtMC45NzYgMS44OS0wLjk3NiAxLjE2IDAgMS44OSAwLjg0IDAuNjgyIDAuODQgMC42ODIgMi4zMSAwIDEuNDctMC43MDQgMi40Mi0wLjcwNCAwLjg4Mi0xLjg5IDAuODgyLTEuMjYgMC0xLjg5LTEuMDJ2MC43NjZoLTAuODV6bTIuNjIgMy4wNHEtMC43NDYgMC0xLjE2IDAuNjQtMC40NTIgMC42My0wLjQ1MiAxLjY4IDAgMS4wNSAwLjQ1MiAxLjY4dDEuMTYgMC42M3EwLjc3NyAwIDEuMjYtMC42MyAwLjQ5NC0wLjY0IDAuNDk0LTEuNjggMC0xLjA1LTAuNDcyLTEuNjgtMC40NjItMC42NC0xLjI2LTAuNjR6IiBzdHJva2Utd2lkdGg9IjEuMDUiLz4KICA8cGF0aCBkPSJtMi43MyAxNS44IDEzLjYgMC4wMDgxYzAuMDA2OSAwIDAtMi42IDAtMi42IDAtMC4wMDc4LTEuMTUgMC0xLjE1IDAtMC4wMDY5IDAtMC4wMDgzIDEuNS0wLjAwODMgMS41LTJlLTMgLTAuMDAxNC0xMS4zLTAuMDAxNC0xMS4zLTAuMDAxNGwtMC4wMDU5Mi0xLjVjMC0wLjAwNzgtMS4xNyAwLjAwMTMtMS4xNyAwLjAwMTN6IiBzdHJva2Utd2lkdGg9Ii45NzUiLz4KIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-yaml: url(data:image/svg+xml;base64,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);\n}\n\n/* Icon CSS class declarations */\n\n.jp-AddAboveIcon {\n  background-image: var(--jp-icon-add-above);\n}\n\n.jp-AddBelowIcon {\n  background-image: var(--jp-icon-add-below);\n}\n\n.jp-AddIcon {\n  background-image: var(--jp-icon-add);\n}\n\n.jp-BellIcon {\n  background-image: var(--jp-icon-bell);\n}\n\n.jp-BugDotIcon {\n  background-image: var(--jp-icon-bug-dot);\n}\n\n.jp-BugIcon {\n  background-image: var(--jp-icon-bug);\n}\n\n.jp-BuildIcon {\n  background-image: var(--jp-icon-build);\n}\n\n.jp-CaretDownEmptyIcon {\n  background-image: var(--jp-icon-caret-down-empty);\n}\n\n.jp-CaretDownEmptyThinIcon {\n  background-image: var(--jp-icon-caret-down-empty-thin);\n}\n\n.jp-CaretDownIcon {\n  background-image: var(--jp-icon-caret-down);\n}\n\n.jp-CaretLeftIcon {\n  background-image: var(--jp-icon-caret-left);\n}\n\n.jp-CaretRightIcon {\n  background-image: var(--jp-icon-caret-right);\n}\n\n.jp-CaretUpEmptyThinIcon {\n  background-image: var(--jp-icon-caret-up-empty-thin);\n}\n\n.jp-CaretUpIcon {\n  background-image: var(--jp-icon-caret-up);\n}\n\n.jp-CaseSensitiveIcon {\n  background-image: var(--jp-icon-case-sensitive);\n}\n\n.jp-CheckIcon {\n  background-image: var(--jp-icon-check);\n}\n\n.jp-CircleEmptyIcon {\n  background-image: var(--jp-icon-circle-empty);\n}\n\n.jp-CircleIcon {\n  background-image: var(--jp-icon-circle);\n}\n\n.jp-ClearIcon {\n  background-image: var(--jp-icon-clear);\n}\n\n.jp-CloseIcon {\n  background-image: var(--jp-icon-close);\n}\n\n.jp-CodeCheckIcon {\n  background-image: var(--jp-icon-code-check);\n}\n\n.jp-CodeIcon {\n  background-image: var(--jp-icon-code);\n}\n\n.jp-CollapseAllIcon {\n  background-image: var(--jp-icon-collapse-all);\n}\n\n.jp-ConsoleIcon {\n  background-image: var(--jp-icon-console);\n}\n\n.jp-CopyIcon {\n  background-image: var(--jp-icon-copy);\n}\n\n.jp-CopyrightIcon {\n  background-image: var(--jp-icon-copyright);\n}\n\n.jp-CutIcon {\n  background-image: var(--jp-icon-cut);\n}\n\n.jp-DeleteIcon {\n  background-image: var(--jp-icon-delete);\n}\n\n.jp-DownloadIcon {\n  background-image: var(--jp-icon-download);\n}\n\n.jp-DuplicateIcon {\n  background-image: var(--jp-icon-duplicate);\n}\n\n.jp-EditIcon {\n  background-image: var(--jp-icon-edit);\n}\n\n.jp-EllipsesIcon {\n  background-image: var(--jp-icon-ellipses);\n}\n\n.jp-ErrorIcon {\n  background-image: var(--jp-icon-error);\n}\n\n.jp-ExpandAllIcon {\n  background-image: var(--jp-icon-expand-all);\n}\n\n.jp-ExtensionIcon {\n  background-image: var(--jp-icon-extension);\n}\n\n.jp-FastForwardIcon {\n  background-image: var(--jp-icon-fast-forward);\n}\n\n.jp-FileIcon {\n  background-image: var(--jp-icon-file);\n}\n\n.jp-FileUploadIcon {\n  background-image: var(--jp-icon-file-upload);\n}\n\n.jp-FilterDotIcon {\n  background-image: var(--jp-icon-filter-dot);\n}\n\n.jp-FilterIcon {\n  background-image: var(--jp-icon-filter);\n}\n\n.jp-FilterListIcon {\n  background-image: var(--jp-icon-filter-list);\n}\n\n.jp-FolderFavoriteIcon {\n  background-image: var(--jp-icon-folder-favorite);\n}\n\n.jp-FolderIcon {\n  background-image: var(--jp-icon-folder);\n}\n\n.jp-HomeIcon {\n  background-image: var(--jp-icon-home);\n}\n\n.jp-Html5Icon {\n  background-image: var(--jp-icon-html5);\n}\n\n.jp-ImageIcon {\n  background-image: var(--jp-icon-image);\n}\n\n.jp-InfoIcon {\n  background-image: var(--jp-icon-info);\n}\n\n.jp-InspectorIcon {\n  background-image: var(--jp-icon-inspector);\n}\n\n.jp-JsonIcon {\n  background-image: var(--jp-icon-json);\n}\n\n.jp-JuliaIcon {\n  background-image: var(--jp-icon-julia);\n}\n\n.jp-JupyterFaviconIcon {\n  background-image: var(--jp-icon-jupyter-favicon);\n}\n\n.jp-JupyterIcon {\n  background-image: var(--jp-icon-jupyter);\n}\n\n.jp-JupyterlabWordmarkIcon {\n  background-image: var(--jp-icon-jupyterlab-wordmark);\n}\n\n.jp-KernelIcon {\n  background-image: var(--jp-icon-kernel);\n}\n\n.jp-KeyboardIcon {\n  background-image: var(--jp-icon-keyboard);\n}\n\n.jp-LaunchIcon {\n  background-image: var(--jp-icon-launch);\n}\n\n.jp-LauncherIcon {\n  background-image: var(--jp-icon-launcher);\n}\n\n.jp-LineFormIcon {\n  background-image: var(--jp-icon-line-form);\n}\n\n.jp-LinkIcon {\n  background-image: var(--jp-icon-link);\n}\n\n.jp-ListIcon {\n  background-image: var(--jp-icon-list);\n}\n\n.jp-MarkdownIcon {\n  background-image: var(--jp-icon-markdown);\n}\n\n.jp-MoveDownIcon {\n  background-image: var(--jp-icon-move-down);\n}\n\n.jp-MoveUpIcon {\n  background-image: var(--jp-icon-move-up);\n}\n\n.jp-NewFolderIcon {\n  background-image: var(--jp-icon-new-folder);\n}\n\n.jp-NotTrustedIcon {\n  background-image: var(--jp-icon-not-trusted);\n}\n\n.jp-NotebookIcon {\n  background-image: var(--jp-icon-notebook);\n}\n\n.jp-NumberingIcon {\n  background-image: var(--jp-icon-numbering);\n}\n\n.jp-OfflineBoltIcon {\n  background-image: var(--jp-icon-offline-bolt);\n}\n\n.jp-PaletteIcon {\n  background-image: var(--jp-icon-palette);\n}\n\n.jp-PasteIcon {\n  background-image: var(--jp-icon-paste);\n}\n\n.jp-PdfIcon {\n  background-image: var(--jp-icon-pdf);\n}\n\n.jp-PythonIcon {\n  background-image: var(--jp-icon-python);\n}\n\n.jp-RKernelIcon {\n  background-image: var(--jp-icon-r-kernel);\n}\n\n.jp-ReactIcon {\n  background-image: var(--jp-icon-react);\n}\n\n.jp-RedoIcon {\n  background-image: var(--jp-icon-redo);\n}\n\n.jp-RefreshIcon {\n  background-image: var(--jp-icon-refresh);\n}\n\n.jp-RegexIcon {\n  background-image: var(--jp-icon-regex);\n}\n\n.jp-RunIcon {\n  background-image: var(--jp-icon-run);\n}\n\n.jp-RunningIcon {\n  background-image: var(--jp-icon-running);\n}\n\n.jp-SaveIcon {\n  background-image: var(--jp-icon-save);\n}\n\n.jp-SearchIcon {\n  background-image: var(--jp-icon-search);\n}\n\n.jp-SettingsIcon {\n  background-image: var(--jp-icon-settings);\n}\n\n.jp-ShareIcon {\n  background-image: var(--jp-icon-share);\n}\n\n.jp-SpreadsheetIcon {\n  background-image: var(--jp-icon-spreadsheet);\n}\n\n.jp-StopIcon {\n  background-image: var(--jp-icon-stop);\n}\n\n.jp-TabIcon {\n  background-image: var(--jp-icon-tab);\n}\n\n.jp-TableRowsIcon {\n  background-image: var(--jp-icon-table-rows);\n}\n\n.jp-TagIcon {\n  background-image: var(--jp-icon-tag);\n}\n\n.jp-TerminalIcon {\n  background-image: var(--jp-icon-terminal);\n}\n\n.jp-TextEditorIcon {\n  background-image: var(--jp-icon-text-editor);\n}\n\n.jp-TocIcon {\n  background-image: var(--jp-icon-toc);\n}\n\n.jp-TreeViewIcon {\n  background-image: var(--jp-icon-tree-view);\n}\n\n.jp-TrustedIcon {\n  background-image: var(--jp-icon-trusted);\n}\n\n.jp-UndoIcon {\n  background-image: var(--jp-icon-undo);\n}\n\n.jp-UserIcon {\n  background-image: var(--jp-icon-user);\n}\n\n.jp-UsersIcon {\n  background-image: var(--jp-icon-users);\n}\n\n.jp-VegaIcon {\n  background-image: var(--jp-icon-vega);\n}\n\n.jp-WordIcon {\n  background-image: var(--jp-icon-word);\n}\n\n.jp-YamlIcon {\n  background-image: var(--jp-icon-yaml);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/**\n * (DEPRECATED) Support for consuming icons as CSS background images\n */\n\n.jp-Icon,\n.jp-MaterialIcon {\n  background-position: center;\n  background-repeat: no-repeat;\n  background-size: 16px;\n  min-width: 16px;\n  min-height: 16px;\n}\n\n.jp-Icon-cover {\n  background-position: center;\n  background-repeat: no-repeat;\n  background-size: cover;\n}\n\n/**\n * (DEPRECATED) Support for specific CSS icon sizes\n */\n\n.jp-Icon-16 {\n  background-size: 16px;\n  min-width: 16px;\n  min-height: 16px;\n}\n\n.jp-Icon-18 {\n  background-size: 18px;\n  min-width: 18px;\n  min-height: 18px;\n}\n\n.jp-Icon-20 {\n  background-size: 20px;\n  min-width: 20px;\n  min-height: 20px;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.lm-TabBar .lm-TabBar-addButton {\n  align-items: center;\n  display: flex;\n  padding: 4px;\n  padding-bottom: 5px;\n  margin-right: 1px;\n  background-color: var(--jp-layout-color2);\n}\n\n.lm-TabBar .lm-TabBar-addButton:hover {\n  background-color: var(--jp-layout-color1);\n}\n\n.lm-DockPanel-tabBar .lm-TabBar-tab {\n  width: var(--jp-private-horizontal-tab-width);\n}\n\n.lm-DockPanel-tabBar .lm-TabBar-content {\n  flex: unset;\n}\n\n.lm-DockPanel-tabBar[data-orientation='horizontal'] {\n  flex: 1 1 auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/**\n * Support for icons as inline SVG HTMLElements\n */\n\n/* recolor the primary elements of an icon */\n.jp-icon0[fill] {\n  fill: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon1[fill] {\n  fill: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon2[fill] {\n  fill: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon3[fill] {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon4[fill] {\n  fill: var(--jp-inverse-layout-color4);\n}\n\n.jp-icon0[stroke] {\n  stroke: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon1[stroke] {\n  stroke: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon2[stroke] {\n  stroke: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon3[stroke] {\n  stroke: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon4[stroke] {\n  stroke: var(--jp-inverse-layout-color4);\n}\n\n/* recolor the accent elements of an icon */\n.jp-icon-accent0[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.jp-icon-accent1[fill] {\n  fill: var(--jp-layout-color1);\n}\n\n.jp-icon-accent2[fill] {\n  fill: var(--jp-layout-color2);\n}\n\n.jp-icon-accent3[fill] {\n  fill: var(--jp-layout-color3);\n}\n\n.jp-icon-accent4[fill] {\n  fill: var(--jp-layout-color4);\n}\n\n.jp-icon-accent0[stroke] {\n  stroke: var(--jp-layout-color0);\n}\n\n.jp-icon-accent1[stroke] {\n  stroke: var(--jp-layout-color1);\n}\n\n.jp-icon-accent2[stroke] {\n  stroke: var(--jp-layout-color2);\n}\n\n.jp-icon-accent3[stroke] {\n  stroke: var(--jp-layout-color3);\n}\n\n.jp-icon-accent4[stroke] {\n  stroke: var(--jp-layout-color4);\n}\n\n/* set the color of an icon to transparent */\n.jp-icon-none[fill] {\n  fill: none;\n}\n\n.jp-icon-none[stroke] {\n  stroke: none;\n}\n\n/* brand icon colors. Same for light and dark */\n.jp-icon-brand0[fill] {\n  fill: var(--jp-brand-color0);\n}\n\n.jp-icon-brand1[fill] {\n  fill: var(--jp-brand-color1);\n}\n\n.jp-icon-brand2[fill] {\n  fill: var(--jp-brand-color2);\n}\n\n.jp-icon-brand3[fill] {\n  fill: var(--jp-brand-color3);\n}\n\n.jp-icon-brand4[fill] {\n  fill: var(--jp-brand-color4);\n}\n\n.jp-icon-brand0[stroke] {\n  stroke: var(--jp-brand-color0);\n}\n\n.jp-icon-brand1[stroke] {\n  stroke: var(--jp-brand-color1);\n}\n\n.jp-icon-brand2[stroke] {\n  stroke: var(--jp-brand-color2);\n}\n\n.jp-icon-brand3[stroke] {\n  stroke: var(--jp-brand-color3);\n}\n\n.jp-icon-brand4[stroke] {\n  stroke: var(--jp-brand-color4);\n}\n\n/* warn icon colors. Same for light and dark */\n.jp-icon-warn0[fill] {\n  fill: var(--jp-warn-color0);\n}\n\n.jp-icon-warn1[fill] {\n  fill: var(--jp-warn-color1);\n}\n\n.jp-icon-warn2[fill] {\n  fill: var(--jp-warn-color2);\n}\n\n.jp-icon-warn3[fill] {\n  fill: var(--jp-warn-color3);\n}\n\n.jp-icon-warn0[stroke] {\n  stroke: var(--jp-warn-color0);\n}\n\n.jp-icon-warn1[stroke] {\n  stroke: var(--jp-warn-color1);\n}\n\n.jp-icon-warn2[stroke] {\n  stroke: var(--jp-warn-color2);\n}\n\n.jp-icon-warn3[stroke] {\n  stroke: var(--jp-warn-color3);\n}\n\n/* icon colors that contrast well with each other and most backgrounds */\n.jp-icon-contrast0[fill] {\n  fill: var(--jp-icon-contrast-color0);\n}\n\n.jp-icon-contrast1[fill] {\n  fill: var(--jp-icon-contrast-color1);\n}\n\n.jp-icon-contrast2[fill] {\n  fill: var(--jp-icon-contrast-color2);\n}\n\n.jp-icon-contrast3[fill] {\n  fill: var(--jp-icon-contrast-color3);\n}\n\n.jp-icon-contrast0[stroke] {\n  stroke: var(--jp-icon-contrast-color0);\n}\n\n.jp-icon-contrast1[stroke] {\n  stroke: var(--jp-icon-contrast-color1);\n}\n\n.jp-icon-contrast2[stroke] {\n  stroke: var(--jp-icon-contrast-color2);\n}\n\n.jp-icon-contrast3[stroke] {\n  stroke: var(--jp-icon-contrast-color3);\n}\n\n.jp-icon-dot[fill] {\n  fill: var(--jp-warn-color0);\n}\n\n.jp-jupyter-icon-color[fill] {\n  fill: var(--jp-jupyter-icon-color, var(--jp-warn-color0));\n}\n\n.jp-notebook-icon-color[fill] {\n  fill: var(--jp-notebook-icon-color, var(--jp-warn-color0));\n}\n\n.jp-json-icon-color[fill] {\n  fill: var(--jp-json-icon-color, var(--jp-warn-color1));\n}\n\n.jp-console-icon-color[fill] {\n  fill: var(--jp-console-icon-color, white);\n}\n\n.jp-console-icon-background-color[fill] {\n  fill: var(--jp-console-icon-background-color, var(--jp-brand-color1));\n}\n\n.jp-terminal-icon-color[fill] {\n  fill: var(--jp-terminal-icon-color, var(--jp-layout-color2));\n}\n\n.jp-terminal-icon-background-color[fill] {\n  fill: var(\n    --jp-terminal-icon-background-color,\n    var(--jp-inverse-layout-color2)\n  );\n}\n\n.jp-text-editor-icon-color[fill] {\n  fill: var(--jp-text-editor-icon-color, var(--jp-inverse-layout-color3));\n}\n\n.jp-inspector-icon-color[fill] {\n  fill: var(--jp-inspector-icon-color, var(--jp-inverse-layout-color3));\n}\n\n/* CSS for icons in selected filebrowser listing items */\n.jp-DirListing-item.jp-mod-selected .jp-icon-selectable[fill] {\n  fill: #fff;\n}\n\n.jp-DirListing-item.jp-mod-selected .jp-icon-selectable-inverse[fill] {\n  fill: var(--jp-brand-color1);\n}\n\n/* stylelint-disable selector-max-class, selector-max-compound-selectors */\n\n/**\n* TODO: come up with non css-hack solution for showing the busy icon on top\n*  of the close icon\n* CSS for complex behavior of close icon of tabs in the main area tabbar\n*/\n.lm-DockPanel-tabBar\n  .lm-TabBar-tab.lm-mod-closable.jp-mod-dirty\n  > .lm-TabBar-tabCloseIcon\n  > :not(:hover)\n  > .jp-icon3[fill] {\n  fill: none;\n}\n\n.lm-DockPanel-tabBar\n  .lm-TabBar-tab.lm-mod-closable.jp-mod-dirty\n  > .lm-TabBar-tabCloseIcon\n  > :not(:hover)\n  > .jp-icon-busy[fill] {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n/* stylelint-enable selector-max-class, selector-max-compound-selectors */\n\n/* CSS for icons in status bar */\n#jp-main-statusbar .jp-mod-selected .jp-icon-selectable[fill] {\n  fill: #fff;\n}\n\n#jp-main-statusbar .jp-mod-selected .jp-icon-selectable-inverse[fill] {\n  fill: var(--jp-brand-color1);\n}\n\n/* special handling for splash icon CSS. While the theme CSS reloads during\n   splash, the splash icon can loose theming. To prevent that, we set a\n   default for its color variable */\n:root {\n  --jp-warn-color0: var(--md-orange-700);\n}\n\n/* not sure what to do with this one, used in filebrowser listing */\n.jp-DragIcon {\n  margin-right: 4px;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/**\n * Support for alt colors for icons as inline SVG HTMLElements\n */\n\n/* alt recolor the primary elements of an icon */\n.jp-icon-alt .jp-icon0[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.jp-icon-alt .jp-icon1[fill] {\n  fill: var(--jp-layout-color1);\n}\n\n.jp-icon-alt .jp-icon2[fill] {\n  fill: var(--jp-layout-color2);\n}\n\n.jp-icon-alt .jp-icon3[fill] {\n  fill: var(--jp-layout-color3);\n}\n\n.jp-icon-alt .jp-icon4[fill] {\n  fill: var(--jp-layout-color4);\n}\n\n.jp-icon-alt .jp-icon0[stroke] {\n  stroke: var(--jp-layout-color0);\n}\n\n.jp-icon-alt .jp-icon1[stroke] {\n  stroke: var(--jp-layout-color1);\n}\n\n.jp-icon-alt .jp-icon2[stroke] {\n  stroke: var(--jp-layout-color2);\n}\n\n.jp-icon-alt .jp-icon3[stroke] {\n  stroke: var(--jp-layout-color3);\n}\n\n.jp-icon-alt .jp-icon4[stroke] {\n  stroke: var(--jp-layout-color4);\n}\n\n/* alt recolor the accent elements of an icon */\n.jp-icon-alt .jp-icon-accent0[fill] {\n  fill: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-alt .jp-icon-accent1[fill] {\n  fill: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-alt .jp-icon-accent2[fill] {\n  fill: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-alt .jp-icon-accent3[fill] {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-alt .jp-icon-accent4[fill] {\n  fill: var(--jp-inverse-layout-color4);\n}\n\n.jp-icon-alt .jp-icon-accent0[stroke] {\n  stroke: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-alt .jp-icon-accent1[stroke] {\n  stroke: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-alt .jp-icon-accent2[stroke] {\n  stroke: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-alt .jp-icon-accent3[stroke] {\n  stroke: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-alt .jp-icon-accent4[stroke] {\n  stroke: var(--jp-inverse-layout-color4);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-icon-hoverShow:not(:hover) .jp-icon-hoverShow-content {\n  display: none !important;\n}\n\n/**\n * Support for hover colors for icons as inline SVG HTMLElements\n */\n\n/**\n * regular colors\n */\n\n/* recolor the primary elements of an icon */\n.jp-icon-hover :hover .jp-icon0-hover[fill] {\n  fill: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-hover :hover .jp-icon1-hover[fill] {\n  fill: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-hover :hover .jp-icon2-hover[fill] {\n  fill: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-hover :hover .jp-icon3-hover[fill] {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-hover :hover .jp-icon4-hover[fill] {\n  fill: var(--jp-inverse-layout-color4);\n}\n\n.jp-icon-hover :hover .jp-icon0-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-hover :hover .jp-icon1-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-hover :hover .jp-icon2-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-hover :hover .jp-icon3-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-hover :hover .jp-icon4-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color4);\n}\n\n/* recolor the accent elements of an icon */\n.jp-icon-hover :hover .jp-icon-accent0-hover[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.jp-icon-hover :hover .jp-icon-accent1-hover[fill] {\n  fill: var(--jp-layout-color1);\n}\n\n.jp-icon-hover :hover .jp-icon-accent2-hover[fill] {\n  fill: var(--jp-layout-color2);\n}\n\n.jp-icon-hover :hover .jp-icon-accent3-hover[fill] {\n  fill: var(--jp-layout-color3);\n}\n\n.jp-icon-hover :hover .jp-icon-accent4-hover[fill] {\n  fill: var(--jp-layout-color4);\n}\n\n.jp-icon-hover :hover .jp-icon-accent0-hover[stroke] {\n  stroke: var(--jp-layout-color0);\n}\n\n.jp-icon-hover :hover .jp-icon-accent1-hover[stroke] {\n  stroke: var(--jp-layout-color1);\n}\n\n.jp-icon-hover :hover .jp-icon-accent2-hover[stroke] {\n  stroke: var(--jp-layout-color2);\n}\n\n.jp-icon-hover :hover .jp-icon-accent3-hover[stroke] {\n  stroke: var(--jp-layout-color3);\n}\n\n.jp-icon-hover :hover .jp-icon-accent4-hover[stroke] {\n  stroke: var(--jp-layout-color4);\n}\n\n/* set the color of an icon to transparent */\n.jp-icon-hover :hover .jp-icon-none-hover[fill] {\n  fill: none;\n}\n\n.jp-icon-hover :hover .jp-icon-none-hover[stroke] {\n  stroke: none;\n}\n\n/**\n * inverse colors\n */\n\n/* inverse recolor the primary elements of an icon */\n.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[fill] {\n  fill: var(--jp-layout-color1);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[fill] {\n  fill: var(--jp-layout-color2);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[fill] {\n  fill: var(--jp-layout-color3);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[fill] {\n  fill: var(--jp-layout-color4);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[stroke] {\n  stroke: var(--jp-layout-color0);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[stroke] {\n  stroke: var(--jp-layout-color1);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[stroke] {\n  stroke: var(--jp-layout-color2);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[stroke] {\n  stroke: var(--jp-layout-color3);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[stroke] {\n  stroke: var(--jp-layout-color4);\n}\n\n/* inverse recolor the accent elements of an icon */\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[fill] {\n  fill: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[fill] {\n  fill: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[fill] {\n  fill: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[fill] {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[fill] {\n  fill: var(--jp-inverse-layout-color4);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color0);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color1);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color2);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color3);\n}\n\n.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[stroke] {\n  stroke: var(--jp-inverse-layout-color4);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-IFrame {\n  width: 100%;\n  height: 100%;\n}\n\n.jp-IFrame > iframe {\n  border: none;\n}\n\n/*\nWhen drag events occur, `lm-mod-override-cursor` is added to the body.\nBecause iframes steal all cursor events, the following two rules are necessary\nto suppress pointer events while resize drags are occurring. There may be a\nbetter solution to this problem.\n*/\nbody.lm-mod-override-cursor .jp-IFrame {\n  position: relative;\n}\n\nbody.lm-mod-override-cursor .jp-IFrame::before {\n  content: '';\n  position: absolute;\n  top: 0;\n  left: 0;\n  right: 0;\n  bottom: 0;\n  background: transparent;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2016, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-HoverBox {\n  position: fixed;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-FormGroup-content fieldset {\n  border: none;\n  padding: 0;\n  min-width: 0;\n  width: 100%;\n}\n\n/* stylelint-disable selector-max-type */\n\n.jp-FormGroup-content fieldset .jp-inputFieldWrapper input,\n.jp-FormGroup-content fieldset .jp-inputFieldWrapper select,\n.jp-FormGroup-content fieldset .jp-inputFieldWrapper textarea {\n  font-size: var(--jp-content-font-size2);\n  border-color: var(--jp-input-border-color);\n  border-style: solid;\n  border-radius: var(--jp-border-radius);\n  border-width: 1px;\n  padding: 6px 8px;\n  background: none;\n  color: var(--jp-ui-font-color0);\n  height: inherit;\n}\n\n.jp-FormGroup-content fieldset input[type='checkbox'] {\n  position: relative;\n  top: 2px;\n  margin-left: 0;\n}\n\n.jp-FormGroup-content button.jp-mod-styled {\n  cursor: pointer;\n}\n\n.jp-FormGroup-content .checkbox label {\n  cursor: pointer;\n  font-size: var(--jp-content-font-size1);\n}\n\n.jp-FormGroup-content .jp-root > fieldset > legend {\n  display: none;\n}\n\n.jp-FormGroup-content .jp-root > fieldset > p {\n  display: none;\n}\n\n/** copy of `input.jp-mod-styled:focus` style */\n.jp-FormGroup-content fieldset input:focus,\n.jp-FormGroup-content fieldset select:focus {\n  -moz-outline-radius: unset;\n  outline: var(--jp-border-width) solid var(--md-blue-500);\n  outline-offset: -1px;\n  box-shadow: inset 0 0 4px var(--md-blue-300);\n}\n\n.jp-FormGroup-content fieldset input:hover:not(:focus),\n.jp-FormGroup-content fieldset select:hover:not(:focus) {\n  background-color: var(--jp-border-color2);\n}\n\n/* stylelint-enable selector-max-type */\n\n.jp-FormGroup-content .checkbox .field-description {\n  /* Disable default description field for checkbox:\n   because other widgets do not have description fields,\n   we add descriptions to each widget on the field level.\n  */\n  display: none;\n}\n\n.jp-FormGroup-content #root__description {\n  display: none;\n}\n\n.jp-FormGroup-content .jp-modifiedIndicator {\n  width: 5px;\n  background-color: var(--jp-brand-color2);\n  margin-top: 0;\n  margin-left: calc(var(--jp-private-settingeditor-modifier-indent) * -1);\n  flex-shrink: 0;\n}\n\n.jp-FormGroup-content .jp-modifiedIndicator.jp-errorIndicator {\n  background-color: var(--jp-error-color0);\n  margin-right: 0.5em;\n}\n\n/* RJSF ARRAY style */\n\n.jp-arrayFieldWrapper legend {\n  font-size: var(--jp-content-font-size2);\n  color: var(--jp-ui-font-color0);\n  flex-basis: 100%;\n  padding: 4px 0;\n  font-weight: var(--jp-content-heading-font-weight);\n  border-bottom: 1px solid var(--jp-border-color2);\n}\n\n.jp-arrayFieldWrapper .field-description {\n  padding: 4px 0;\n  white-space: pre-wrap;\n}\n\n.jp-arrayFieldWrapper .array-item {\n  width: 100%;\n  border: 1px solid var(--jp-border-color2);\n  border-radius: 4px;\n  margin: 4px;\n}\n\n.jp-ArrayOperations {\n  display: flex;\n  margin-left: 8px;\n}\n\n.jp-ArrayOperationsButton {\n  margin: 2px;\n}\n\n.jp-ArrayOperationsButton .jp-icon3[fill] {\n  fill: var(--jp-ui-font-color0);\n}\n\nbutton.jp-ArrayOperationsButton.jp-mod-styled:disabled {\n  cursor: not-allowed;\n  opacity: 0.5;\n}\n\n/* RJSF form validation error */\n\n.jp-FormGroup-content .validationErrors {\n  color: var(--jp-error-color0);\n}\n\n/* Hide panel level error as duplicated the field level error */\n.jp-FormGroup-content .panel.errors {\n  display: none;\n}\n\n/* RJSF normal content (settings-editor) */\n\n.jp-FormGroup-contentNormal {\n  display: flex;\n  align-items: center;\n  flex-wrap: wrap;\n}\n\n.jp-FormGroup-contentNormal .jp-FormGroup-contentItem {\n  margin-left: 7px;\n  color: var(--jp-ui-font-color0);\n}\n\n.jp-FormGroup-contentNormal .jp-FormGroup-description {\n  flex-basis: 100%;\n  padding: 4px 7px;\n}\n\n.jp-FormGroup-contentNormal .jp-FormGroup-default {\n  flex-basis: 100%;\n  padding: 4px 7px;\n}\n\n.jp-FormGroup-contentNormal .jp-FormGroup-fieldLabel {\n  font-size: var(--jp-content-font-size1);\n  font-weight: normal;\n  min-width: 120px;\n}\n\n.jp-FormGroup-contentNormal fieldset:not(:first-child) {\n  margin-left: 7px;\n}\n\n.jp-FormGroup-contentNormal .field-array-of-string .array-item {\n  /* Display `jp-ArrayOperations` buttons side-by-side with content except\n    for small screens where flex-wrap will place them one below the other.\n  */\n  display: flex;\n  align-items: center;\n  flex-wrap: wrap;\n}\n\n.jp-FormGroup-contentNormal .jp-objectFieldWrapper .form-group {\n  padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);\n  margin-top: 2px;\n}\n\n/* RJSF compact content (metadata-form) */\n\n.jp-FormGroup-content.jp-FormGroup-contentCompact {\n  width: 100%;\n}\n\n.jp-FormGroup-contentCompact .form-group {\n  display: flex;\n  padding: 0.5em 0.2em 0.5em 0;\n}\n\n.jp-FormGroup-contentCompact\n  .jp-FormGroup-compactTitle\n  .jp-FormGroup-description {\n  font-size: var(--jp-ui-font-size1);\n  color: var(--jp-ui-font-color2);\n}\n\n.jp-FormGroup-contentCompact .jp-FormGroup-fieldLabel {\n  padding-bottom: 0.3em;\n}\n\n.jp-FormGroup-contentCompact .jp-inputFieldWrapper .form-control {\n  width: 100%;\n  box-sizing: border-box;\n}\n\n.jp-FormGroup-contentCompact .jp-arrayFieldWrapper .jp-FormGroup-compactTitle {\n  padding-bottom: 7px;\n}\n\n.jp-FormGroup-contentCompact\n  .jp-objectFieldWrapper\n  .jp-objectFieldWrapper\n  .form-group {\n  padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);\n  margin-top: 2px;\n}\n\n.jp-FormGroup-contentCompact ul.error-detail {\n  margin-block-start: 0.5em;\n  margin-block-end: 0.5em;\n  padding-inline-start: 1em;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.jp-SidePanel {\n  display: flex;\n  flex-direction: column;\n  min-width: var(--jp-sidebar-min-width);\n  overflow-y: auto;\n  color: var(--jp-ui-font-color1);\n  background: var(--jp-layout-color1);\n  font-size: var(--jp-ui-font-size1);\n}\n\n.jp-SidePanel-header {\n  flex: 0 0 auto;\n  display: flex;\n  border-bottom: var(--jp-border-width) solid var(--jp-border-color2);\n  font-size: var(--jp-ui-font-size0);\n  font-weight: 600;\n  letter-spacing: 1px;\n  margin: 0;\n  padding: 2px;\n  text-transform: uppercase;\n}\n\n.jp-SidePanel-toolbar {\n  flex: 0 0 auto;\n}\n\n.jp-SidePanel-content {\n  flex: 1 1 auto;\n}\n\n.jp-SidePanel-toolbar,\n.jp-AccordionPanel-toolbar {\n  height: var(--jp-private-toolbar-height);\n}\n\n.jp-SidePanel-toolbar.jp-Toolbar-micro {\n  display: none;\n}\n\n.lm-AccordionPanel .jp-AccordionPanel-title {\n  box-sizing: border-box;\n  line-height: 25px;\n  margin: 0;\n  display: flex;\n  align-items: center;\n  background: var(--jp-layout-color1);\n  color: var(--jp-ui-font-color1);\n  border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);\n  box-shadow: var(--jp-toolbar-box-shadow);\n  font-size: var(--jp-ui-font-size0);\n}\n\n.jp-AccordionPanel-title {\n  cursor: pointer;\n  user-select: none;\n  -moz-user-select: none;\n  -webkit-user-select: none;\n  text-transform: uppercase;\n}\n\n.lm-AccordionPanel[data-orientation='horizontal'] > .jp-AccordionPanel-title {\n  /* Title is rotated for horizontal accordion panel using CSS */\n  display: block;\n  transform-origin: top left;\n  transform: rotate(-90deg) translate(-100%);\n}\n\n.jp-AccordionPanel-title .lm-AccordionPanel-titleLabel {\n  user-select: none;\n  text-overflow: ellipsis;\n  white-space: nowrap;\n  overflow: hidden;\n}\n\n.jp-AccordionPanel-title .lm-AccordionPanel-titleCollapser {\n  transform: rotate(-90deg);\n  margin: auto 0;\n  height: 16px;\n}\n\n.jp-AccordionPanel-title.lm-mod-expanded .lm-AccordionPanel-titleCollapser {\n  transform: rotate(0deg);\n}\n\n.lm-AccordionPanel .jp-AccordionPanel-toolbar {\n  background: none;\n  box-shadow: none;\n  border: none;\n  margin-left: auto;\n}\n\n.lm-AccordionPanel .lm-SplitPanel-handle:hover {\n  background: var(--jp-layout-color3);\n}\n\n.jp-text-truncated {\n  overflow: hidden;\n  text-overflow: ellipsis;\n  white-space: nowrap;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2017, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-Spinner {\n  position: absolute;\n  display: flex;\n  justify-content: center;\n  align-items: center;\n  z-index: 10;\n  left: 0;\n  top: 0;\n  width: 100%;\n  height: 100%;\n  background: var(--jp-layout-color0);\n  outline: none;\n}\n\n.jp-SpinnerContent {\n  font-size: 10px;\n  margin: 50px auto;\n  text-indent: -9999em;\n  width: 3em;\n  height: 3em;\n  border-radius: 50%;\n  background: var(--jp-brand-color3);\n  background: linear-gradient(\n    to right,\n    #f37626 10%,\n    rgba(255, 255, 255, 0) 42%\n  );\n  position: relative;\n  animation: load3 1s infinite linear, fadeIn 1s;\n}\n\n.jp-SpinnerContent::before {\n  width: 50%;\n  height: 50%;\n  background: #f37626;\n  border-radius: 100% 0 0;\n  position: absolute;\n  top: 0;\n  left: 0;\n  content: '';\n}\n\n.jp-SpinnerContent::after {\n  background: var(--jp-layout-color0);\n  width: 75%;\n  height: 75%;\n  border-radius: 50%;\n  content: '';\n  margin: auto;\n  position: absolute;\n  top: 0;\n  left: 0;\n  bottom: 0;\n  right: 0;\n}\n\n@keyframes fadeIn {\n  0% {\n    opacity: 0;\n  }\n\n  100% {\n    opacity: 1;\n  }\n}\n\n@keyframes load3 {\n  0% {\n    transform: rotate(0deg);\n  }\n\n  100% {\n    transform: rotate(360deg);\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2017, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\nbutton.jp-mod-styled {\n  font-size: var(--jp-ui-font-size1);\n  color: var(--jp-ui-font-color0);\n  border: none;\n  box-sizing: border-box;\n  text-align: center;\n  line-height: 32px;\n  height: 32px;\n  padding: 0 12px;\n  letter-spacing: 0.8px;\n  outline: none;\n  appearance: none;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n}\n\ninput.jp-mod-styled {\n  background: var(--jp-input-background);\n  height: 28px;\n  box-sizing: border-box;\n  border: var(--jp-border-width) solid var(--jp-border-color1);\n  padding-left: 7px;\n  padding-right: 7px;\n  font-size: var(--jp-ui-font-size2);\n  color: var(--jp-ui-font-color0);\n  outline: none;\n  appearance: none;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n}\n\ninput[type='checkbox'].jp-mod-styled {\n  appearance: checkbox;\n  -webkit-appearance: checkbox;\n  -moz-appearance: checkbox;\n  height: auto;\n}\n\ninput.jp-mod-styled:focus {\n  border: var(--jp-border-width) solid var(--md-blue-500);\n  box-shadow: inset 0 0 4px var(--md-blue-300);\n}\n\n.jp-select-wrapper {\n  display: flex;\n  position: relative;\n  flex-direction: column;\n  padding: 1px;\n  background-color: var(--jp-layout-color1);\n  box-sizing: border-box;\n  margin-bottom: 12px;\n}\n\n.jp-select-wrapper:not(.multiple) {\n  height: 28px;\n}\n\n.jp-select-wrapper.jp-mod-focused select.jp-mod-styled {\n  border: var(--jp-border-width) solid var(--jp-input-active-border-color);\n  box-shadow: var(--jp-input-box-shadow);\n  background-color: var(--jp-input-active-background);\n}\n\nselect.jp-mod-styled:hover {\n  cursor: pointer;\n  color: var(--jp-ui-font-color0);\n  background-color: var(--jp-input-hover-background);\n  box-shadow: inset 0 0 1px rgba(0, 0, 0, 0.5);\n}\n\nselect.jp-mod-styled {\n  flex: 1 1 auto;\n  width: 100%;\n  font-size: var(--jp-ui-font-size2);\n  background: var(--jp-input-background);\n  color: var(--jp-ui-font-color0);\n  padding: 0 25px 0 8px;\n  border: var(--jp-border-width) solid var(--jp-input-border-color);\n  border-radius: 0;\n  outline: none;\n  appearance: none;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n}\n\nselect.jp-mod-styled:not([multiple]) {\n  height: 32px;\n}\n\nselect.jp-mod-styled[multiple] {\n  max-height: 200px;\n  overflow-y: auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-switch {\n  display: flex;\n  align-items: center;\n  padding-left: 4px;\n  padding-right: 4px;\n  font-size: var(--jp-ui-font-size1);\n  background-color: transparent;\n  color: var(--jp-ui-font-color1);\n  border: none;\n  height: 20px;\n}\n\n.jp-switch:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-switch-label {\n  margin-right: 5px;\n  font-family: var(--jp-ui-font-family);\n}\n\n.jp-switch-track {\n  cursor: pointer;\n  background-color: var(--jp-switch-color, var(--jp-border-color1));\n  -webkit-transition: 0.4s;\n  transition: 0.4s;\n  border-radius: 34px;\n  height: 16px;\n  width: 35px;\n  position: relative;\n}\n\n.jp-switch-track::before {\n  content: '';\n  position: absolute;\n  height: 10px;\n  width: 10px;\n  margin: 3px;\n  left: 0;\n  background-color: var(--jp-ui-inverse-font-color1);\n  -webkit-transition: 0.4s;\n  transition: 0.4s;\n  border-radius: 50%;\n}\n\n.jp-switch[aria-checked='true'] .jp-switch-track {\n  background-color: var(--jp-switch-true-position-color, var(--jp-warn-color0));\n}\n\n.jp-switch[aria-checked='true'] .jp-switch-track::before {\n  /* track width (35) - margins (3 + 3) - thumb width (10) */\n  left: 19px;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2016, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-private-toolbar-height: calc(\n    28px + var(--jp-border-width)\n  ); /* leave 28px for content */\n}\n\n.jp-Toolbar {\n  color: var(--jp-ui-font-color1);\n  flex: 0 0 auto;\n  display: flex;\n  flex-direction: row;\n  border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);\n  box-shadow: var(--jp-toolbar-box-shadow);\n  background: var(--jp-toolbar-background);\n  min-height: var(--jp-toolbar-micro-height);\n  padding: 2px;\n  z-index: 8;\n  overflow-x: hidden;\n}\n\n/* Toolbar items */\n\n.jp-Toolbar > .jp-Toolbar-item.jp-Toolbar-spacer {\n  flex-grow: 1;\n  flex-shrink: 1;\n}\n\n.jp-Toolbar-item.jp-Toolbar-kernelStatus {\n  display: inline-block;\n  width: 32px;\n  background-repeat: no-repeat;\n  background-position: center;\n  background-size: 16px;\n}\n\n.jp-Toolbar > .jp-Toolbar-item {\n  flex: 0 0 auto;\n  display: flex;\n  padding-left: 1px;\n  padding-right: 1px;\n  font-size: var(--jp-ui-font-size1);\n  line-height: var(--jp-private-toolbar-height);\n  height: 100%;\n}\n\n/* Toolbar buttons */\n\n/* This is the div we use to wrap the react component into a Widget */\ndiv.jp-ToolbarButton {\n  color: transparent;\n  border: none;\n  box-sizing: border-box;\n  outline: none;\n  appearance: none;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n  padding: 0;\n  margin: 0;\n}\n\nbutton.jp-ToolbarButtonComponent {\n  background: var(--jp-layout-color1);\n  border: none;\n  box-sizing: border-box;\n  outline: none;\n  appearance: none;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n  padding: 0 6px;\n  margin: 0;\n  height: 24px;\n  border-radius: var(--jp-border-radius);\n  display: flex;\n  align-items: center;\n  text-align: center;\n  font-size: 14px;\n  min-width: unset;\n  min-height: unset;\n}\n\nbutton.jp-ToolbarButtonComponent:disabled {\n  opacity: 0.4;\n}\n\nbutton.jp-ToolbarButtonComponent > span {\n  padding: 0;\n  flex: 0 0 auto;\n}\n\nbutton.jp-ToolbarButtonComponent .jp-ToolbarButtonComponent-label {\n  font-size: var(--jp-ui-font-size1);\n  line-height: 100%;\n  padding-left: 2px;\n  color: var(--jp-ui-font-color1);\n  font-family: var(--jp-ui-font-family);\n}\n\n#jp-main-dock-panel[data-mode='single-document']\n  .jp-MainAreaWidget\n  > .jp-Toolbar.jp-Toolbar-micro {\n  padding: 0;\n  min-height: 0;\n}\n\n#jp-main-dock-panel[data-mode='single-document']\n  .jp-MainAreaWidget\n  > .jp-Toolbar {\n  border: none;\n  box-shadow: none;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.jp-WindowedPanel-outer {\n  position: relative;\n  overflow-y: auto;\n}\n\n.jp-WindowedPanel-inner {\n  position: relative;\n}\n\n.jp-WindowedPanel-window {\n  position: absolute;\n  left: 0;\n  right: 0;\n  overflow: visible;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/* Sibling imports */\n\nbody {\n  color: var(--jp-ui-font-color1);\n  font-size: var(--jp-ui-font-size1);\n}\n\n/* Disable native link decoration styles everywhere outside of dialog boxes */\na {\n  text-decoration: unset;\n  color: unset;\n}\n\na:hover {\n  text-decoration: unset;\n  color: unset;\n}\n\n/* Accessibility for links inside dialog box text */\n.jp-Dialog-content a {\n  text-decoration: revert;\n  color: var(--jp-content-link-color);\n}\n\n.jp-Dialog-content a:hover {\n  text-decoration: revert;\n}\n\n/* Styles for ui-components */\n.jp-Button {\n  color: var(--jp-ui-font-color2);\n  border-radius: var(--jp-border-radius);\n  padding: 0 12px;\n  font-size: var(--jp-ui-font-size1);\n\n  /* Copy from blueprint 3 */\n  display: inline-flex;\n  flex-direction: row;\n  border: none;\n  cursor: pointer;\n  align-items: center;\n  justify-content: center;\n  text-align: left;\n  vertical-align: middle;\n  min-height: 30px;\n  min-width: 30px;\n}\n\n.jp-Button:disabled {\n  cursor: not-allowed;\n}\n\n.jp-Button:empty {\n  padding: 0 !important;\n}\n\n.jp-Button.jp-mod-small {\n  min-height: 24px;\n  min-width: 24px;\n  font-size: 12px;\n  padding: 0 7px;\n}\n\n/* Use our own theme for hover styles */\n.jp-Button.jp-mod-minimal:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-Button.jp-mod-minimal {\n  background: none;\n}\n\n.jp-InputGroup {\n  display: block;\n  position: relative;\n}\n\n.jp-InputGroup input {\n  box-sizing: border-box;\n  border: none;\n  border-radius: 0;\n  background-color: transparent;\n  color: var(--jp-ui-font-color0);\n  box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);\n  padding-bottom: 0;\n  padding-top: 0;\n  padding-left: 10px;\n  padding-right: 28px;\n  position: relative;\n  width: 100%;\n  -webkit-appearance: none;\n  -moz-appearance: none;\n  appearance: none;\n  font-size: 14px;\n  font-weight: 400;\n  height: 30px;\n  line-height: 30px;\n  outline: none;\n  vertical-align: middle;\n}\n\n.jp-InputGroup input:focus {\n  box-shadow: inset 0 0 0 var(--jp-border-width)\n      var(--jp-input-active-box-shadow-color),\n    inset 0 0 0 3px var(--jp-input-active-box-shadow-color);\n}\n\n.jp-InputGroup input:disabled {\n  cursor: not-allowed;\n  resize: block;\n  background-color: var(--jp-layout-color2);\n  color: var(--jp-ui-font-color2);\n}\n\n.jp-InputGroup input:disabled ~ span {\n  cursor: not-allowed;\n  color: var(--jp-ui-font-color2);\n}\n\n.jp-InputGroup input::placeholder,\ninput::placeholder {\n  color: var(--jp-ui-font-color2);\n}\n\n.jp-InputGroupAction {\n  position: absolute;\n  bottom: 1px;\n  right: 0;\n  padding: 6px;\n}\n\n.jp-HTMLSelect.jp-DefaultStyle select {\n  background-color: initial;\n  border: none;\n  border-radius: 0;\n  box-shadow: none;\n  color: var(--jp-ui-font-color0);\n  display: block;\n  font-size: var(--jp-ui-font-size1);\n  font-family: var(--jp-ui-font-family);\n  height: 24px;\n  line-height: 14px;\n  padding: 0 25px 0 10px;\n  text-align: left;\n  -moz-appearance: none;\n  -webkit-appearance: none;\n}\n\n.jp-HTMLSelect.jp-DefaultStyle select:disabled {\n  background-color: var(--jp-layout-color2);\n  color: var(--jp-ui-font-color2);\n  cursor: not-allowed;\n  resize: block;\n}\n\n.jp-HTMLSelect.jp-DefaultStyle select:disabled ~ span {\n  cursor: not-allowed;\n}\n\n/* Use our own theme for hover and option styles */\n/* stylelint-disable-next-line selector-max-type */\n.jp-HTMLSelect.jp-DefaultStyle select:hover,\n.jp-HTMLSelect.jp-DefaultStyle select > option {\n  background-color: var(--jp-layout-color2);\n  color: var(--jp-ui-font-color0);\n}\n\nselect {\n  box-sizing: border-box;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Styles\n|----------------------------------------------------------------------------*/\n\n.jp-StatusBar-Widget {\n  display: flex;\n  align-items: center;\n  background: var(--jp-layout-color2);\n  min-height: var(--jp-statusbar-height);\n  justify-content: space-between;\n  padding: 0 10px;\n}\n\n.jp-StatusBar-Left {\n  display: flex;\n  align-items: center;\n  flex-direction: row;\n}\n\n.jp-StatusBar-Middle {\n  display: flex;\n  align-items: center;\n}\n\n.jp-StatusBar-Right {\n  display: flex;\n  align-items: center;\n  flex-direction: row-reverse;\n}\n\n.jp-StatusBar-Item {\n  max-height: var(--jp-statusbar-height);\n  margin: 0 2px;\n  height: var(--jp-statusbar-height);\n  white-space: nowrap;\n  text-overflow: ellipsis;\n  color: var(--jp-ui-font-color1);\n  padding: 0 6px;\n}\n\n.jp-mod-highlighted:hover {\n  background-color: var(--jp-layout-color3);\n}\n\n.jp-mod-clicked {\n  background-color: var(--jp-brand-color1);\n}\n\n.jp-mod-clicked:hover {\n  background-color: var(--jp-brand-color0);\n}\n\n.jp-mod-clicked .jp-StatusBar-TextItem {\n  color: var(--jp-ui-inverse-font-color1);\n}\n\n.jp-StatusBar-HoverItem {\n  box-shadow: '0px 4px 4px rgba(0, 0, 0, 0.25)';\n}\n\n.jp-StatusBar-TextItem {\n  font-size: var(--jp-ui-font-size1);\n  font-family: var(--jp-ui-font-family);\n  line-height: 24px;\n  color: var(--jp-ui-font-color1);\n}\n\n.jp-StatusBar-GroupItem {\n  display: flex;\n  align-items: center;\n  flex-direction: row;\n}\n\n.jp-Statusbar-ProgressCircle svg {\n  display: block;\n  margin: 0 auto;\n  width: 16px;\n  height: 24px;\n  align-self: normal;\n}\n\n.jp-Statusbar-ProgressCircle path {\n  fill: var(--jp-inverse-layout-color3);\n}\n\n.jp-Statusbar-ProgressBar-progress-bar {\n  height: 10px;\n  width: 100px;\n  border: solid 0.25px var(--jp-brand-color2);\n  border-radius: 3px;\n  overflow: hidden;\n  align-self: center;\n}\n\n.jp-Statusbar-ProgressBar-progress-bar > div {\n  background-color: var(--jp-brand-color2);\n  background-image: linear-gradient(\n    -45deg,\n    rgba(255, 255, 255, 0.2) 25%,\n    transparent 25%,\n    transparent 50%,\n    rgba(255, 255, 255, 0.2) 50%,\n    rgba(255, 255, 255, 0.2) 75%,\n    transparent 75%,\n    transparent\n  );\n  background-size: 40px 40px;\n  float: left;\n  width: 0%;\n  height: 100%;\n  font-size: 12px;\n  line-height: 14px;\n  color: #fff;\n  text-align: center;\n  animation: jp-Statusbar-ExecutionTime-progress-bar 2s linear infinite;\n}\n\n.jp-Statusbar-ProgressBar-progress-bar p {\n  color: var(--jp-ui-font-color1);\n  font-family: var(--jp-ui-font-family);\n  font-size: var(--jp-ui-font-size1);\n  line-height: 10px;\n  width: 100px;\n}\n\n@keyframes jp-Statusbar-ExecutionTime-progress-bar {\n  0% {\n    background-position: 0 0;\n  }\n\n  100% {\n    background-position: 40px 40px;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Variables\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-private-commandpalette-search-height: 28px;\n}\n\n/*-----------------------------------------------------------------------------\n| Overall styles\n|----------------------------------------------------------------------------*/\n\n.lm-CommandPalette {\n  padding-bottom: 0;\n  color: var(--jp-ui-font-color1);\n  background: var(--jp-layout-color1);\n\n  /* This is needed so that all font sizing of children done in ems is\n   * relative to this base size */\n  font-size: var(--jp-ui-font-size1);\n}\n\n/*-----------------------------------------------------------------------------\n| Modal variant\n|----------------------------------------------------------------------------*/\n\n.jp-ModalCommandPalette {\n  position: absolute;\n  z-index: 10000;\n  top: 38px;\n  left: 30%;\n  margin: 0;\n  padding: 4px;\n  width: 40%;\n  box-shadow: var(--jp-elevation-z4);\n  border-radius: 4px;\n  background: var(--jp-layout-color0);\n}\n\n.jp-ModalCommandPalette .lm-CommandPalette {\n  max-height: 40vh;\n}\n\n.jp-ModalCommandPalette .lm-CommandPalette .lm-close-icon::after {\n  display: none;\n}\n\n.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-header {\n  display: none;\n}\n\n.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-item {\n  margin-left: 4px;\n  margin-right: 4px;\n}\n\n.jp-ModalCommandPalette\n  .lm-CommandPalette\n  .lm-CommandPalette-item.lm-mod-disabled {\n  display: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Search\n|----------------------------------------------------------------------------*/\n\n.lm-CommandPalette-search {\n  padding: 4px;\n  background-color: var(--jp-layout-color1);\n  z-index: 2;\n}\n\n.lm-CommandPalette-wrapper {\n  overflow: overlay;\n  padding: 0 9px;\n  background-color: var(--jp-input-active-background);\n  height: 30px;\n  box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);\n}\n\n.lm-CommandPalette.lm-mod-focused .lm-CommandPalette-wrapper {\n  box-shadow: inset 0 0 0 1px var(--jp-input-active-box-shadow-color),\n    inset 0 0 0 3px var(--jp-input-active-box-shadow-color);\n}\n\n.jp-SearchIconGroup {\n  color: white;\n  background-color: var(--jp-brand-color1);\n  position: absolute;\n  top: 4px;\n  right: 4px;\n  padding: 5px 5px 1px;\n}\n\n.jp-SearchIconGroup svg {\n  height: 20px;\n  width: 20px;\n}\n\n.jp-SearchIconGroup .jp-icon3[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.lm-CommandPalette-input {\n  background: transparent;\n  width: calc(100% - 18px);\n  float: left;\n  border: none;\n  outline: none;\n  font-size: var(--jp-ui-font-size1);\n  color: var(--jp-ui-font-color0);\n  line-height: var(--jp-private-commandpalette-search-height);\n}\n\n.lm-CommandPalette-input::-webkit-input-placeholder,\n.lm-CommandPalette-input::-moz-placeholder,\n.lm-CommandPalette-input:-ms-input-placeholder {\n  color: var(--jp-ui-font-color2);\n  font-size: var(--jp-ui-font-size1);\n}\n\n/*-----------------------------------------------------------------------------\n| Results\n|----------------------------------------------------------------------------*/\n\n.lm-CommandPalette-header:first-child {\n  margin-top: 0;\n}\n\n.lm-CommandPalette-header {\n  border-bottom: solid var(--jp-border-width) var(--jp-border-color2);\n  color: var(--jp-ui-font-color1);\n  cursor: pointer;\n  display: flex;\n  font-size: var(--jp-ui-font-size0);\n  font-weight: 600;\n  letter-spacing: 1px;\n  margin-top: 8px;\n  padding: 8px 0 8px 12px;\n  text-transform: uppercase;\n}\n\n.lm-CommandPalette-header.lm-mod-active {\n  background: var(--jp-layout-color2);\n}\n\n.lm-CommandPalette-header > mark {\n  background-color: transparent;\n  font-weight: bold;\n  color: var(--jp-ui-font-color1);\n}\n\n.lm-CommandPalette-item {\n  padding: 4px 12px 4px 4px;\n  color: var(--jp-ui-font-color1);\n  font-size: var(--jp-ui-font-size1);\n  font-weight: 400;\n  display: flex;\n}\n\n.lm-CommandPalette-item.lm-mod-disabled {\n  color: var(--jp-ui-font-color2);\n}\n\n.lm-CommandPalette-item.lm-mod-active {\n  color: var(--jp-ui-inverse-font-color1);\n  background: var(--jp-brand-color1);\n}\n\n.lm-CommandPalette-item.lm-mod-active .lm-CommandPalette-itemLabel > mark {\n  color: var(--jp-ui-inverse-font-color0);\n}\n\n.lm-CommandPalette-item.lm-mod-active .jp-icon-selectable[fill] {\n  fill: var(--jp-layout-color0);\n}\n\n.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {\n  color: var(--jp-ui-inverse-font-color1);\n  background: var(--jp-brand-color1);\n}\n\n.lm-CommandPalette-item:hover:not(.lm-mod-active):not(.lm-mod-disabled) {\n  background: var(--jp-layout-color2);\n}\n\n.lm-CommandPalette-itemContent {\n  overflow: hidden;\n}\n\n.lm-CommandPalette-itemLabel > mark {\n  color: var(--jp-ui-font-color0);\n  background-color: transparent;\n  font-weight: bold;\n}\n\n.lm-CommandPalette-item.lm-mod-disabled mark {\n  color: var(--jp-ui-font-color2);\n}\n\n.lm-CommandPalette-item .lm-CommandPalette-itemIcon {\n  margin: 0 4px 0 0;\n  position: relative;\n  width: 16px;\n  top: 2px;\n  flex: 0 0 auto;\n}\n\n.lm-CommandPalette-item.lm-mod-disabled .lm-CommandPalette-itemIcon {\n  opacity: 0.6;\n}\n\n.lm-CommandPalette-item .lm-CommandPalette-itemShortcut {\n  flex: 0 0 auto;\n}\n\n.lm-CommandPalette-itemCaption {\n  display: none;\n}\n\n.lm-CommandPalette-content {\n  background-color: var(--jp-layout-color1);\n}\n\n.lm-CommandPalette-content:empty::after {\n  content: 'No results';\n  margin: auto;\n  margin-top: 20px;\n  width: 100px;\n  display: block;\n  font-size: var(--jp-ui-font-size2);\n  font-family: var(--jp-ui-font-family);\n  font-weight: lighter;\n}\n\n.lm-CommandPalette-emptyMessage {\n  text-align: center;\n  margin-top: 24px;\n  line-height: 1.32;\n  padding: 0 8px;\n  color: var(--jp-content-font-color3);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2017, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-Dialog {\n  position: absolute;\n  z-index: 10000;\n  display: flex;\n  flex-direction: column;\n  align-items: center;\n  justify-content: center;\n  top: 0;\n  left: 0;\n  margin: 0;\n  padding: 0;\n  width: 100%;\n  height: 100%;\n  background: var(--jp-dialog-background);\n}\n\n.jp-Dialog-content {\n  display: flex;\n  flex-direction: column;\n  margin-left: auto;\n  margin-right: auto;\n  background: var(--jp-layout-color1);\n  padding: 24px 24px 12px;\n  min-width: 300px;\n  min-height: 150px;\n  max-width: 1000px;\n  max-height: 500px;\n  box-sizing: border-box;\n  box-shadow: var(--jp-elevation-z20);\n  word-wrap: break-word;\n  border-radius: var(--jp-border-radius);\n\n  /* This is needed so that all font sizing of children done in ems is\n   * relative to this base size */\n  font-size: var(--jp-ui-font-size1);\n  color: var(--jp-ui-font-color1);\n  resize: both;\n}\n\n.jp-Dialog-content.jp-Dialog-content-small {\n  max-width: 500px;\n}\n\n.jp-Dialog-button {\n  overflow: visible;\n}\n\nbutton.jp-Dialog-button:focus {\n  outline: 1px solid var(--jp-brand-color1);\n  outline-offset: 4px;\n  -moz-outline-radius: 0;\n}\n\nbutton.jp-Dialog-button:focus::-moz-focus-inner {\n  border: 0;\n}\n\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus,\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus,\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {\n  outline-offset: 4px;\n  -moz-outline-radius: 0;\n}\n\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus {\n  outline: 1px solid var(--jp-accept-color-normal, var(--jp-brand-color1));\n}\n\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus {\n  outline: 1px solid var(--jp-warn-color-normal, var(--jp-error-color1));\n}\n\nbutton.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {\n  outline: 1px solid var(--jp-reject-color-normal, var(--md-grey-600));\n}\n\nbutton.jp-Dialog-close-button {\n  padding: 0;\n  height: 100%;\n  min-width: unset;\n  min-height: unset;\n}\n\n.jp-Dialog-header {\n  display: flex;\n  justify-content: space-between;\n  flex: 0 0 auto;\n  padding-bottom: 12px;\n  font-size: var(--jp-ui-font-size3);\n  font-weight: 400;\n  color: var(--jp-ui-font-color1);\n}\n\n.jp-Dialog-body {\n  display: flex;\n  flex-direction: column;\n  flex: 1 1 auto;\n  font-size: var(--jp-ui-font-size1);\n  background: var(--jp-layout-color1);\n  color: var(--jp-ui-font-color1);\n  overflow: auto;\n}\n\n.jp-Dialog-footer {\n  display: flex;\n  flex-direction: row;\n  justify-content: flex-end;\n  align-items: center;\n  flex: 0 0 auto;\n  margin-left: -12px;\n  margin-right: -12px;\n  padding: 12px;\n}\n\n.jp-Dialog-checkbox {\n  padding-right: 5px;\n}\n\n.jp-Dialog-checkbox > input:focus-visible {\n  outline: 1px solid var(--jp-input-active-border-color);\n  outline-offset: 1px;\n}\n\n.jp-Dialog-spacer {\n  flex: 1 1 auto;\n}\n\n.jp-Dialog-title {\n  overflow: hidden;\n  white-space: nowrap;\n  text-overflow: ellipsis;\n}\n\n.jp-Dialog-body > .jp-select-wrapper {\n  width: 100%;\n}\n\n.jp-Dialog-body > button {\n  padding: 0 16px;\n}\n\n.jp-Dialog-body > label {\n  line-height: 1.4;\n  color: var(--jp-ui-font-color0);\n}\n\n.jp-Dialog-button.jp-mod-styled:not(:last-child) {\n  margin-right: 12px;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.jp-Input-Boolean-Dialog {\n  flex-direction: row-reverse;\n  align-items: end;\n  width: 100%;\n}\n\n.jp-Input-Boolean-Dialog > label {\n  flex: 1 1 auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2016, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-MainAreaWidget > :focus {\n  outline: none;\n}\n\n.jp-MainAreaWidget .jp-MainAreaWidget-error {\n  padding: 6px;\n}\n\n.jp-MainAreaWidget .jp-MainAreaWidget-error > pre {\n  width: auto;\n  padding: 10px;\n  background: var(--jp-error-color3);\n  border: var(--jp-border-width) solid var(--jp-error-color1);\n  border-radius: var(--jp-border-radius);\n  color: var(--jp-ui-font-color1);\n  font-size: var(--jp-ui-font-size1);\n  white-space: pre-wrap;\n  word-wrap: break-word;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/**\n * google-material-color v1.2.6\n * https://github.com/danlevan/google-material-color\n */\n:root {\n  --md-red-50: #ffebee;\n  --md-red-100: #ffcdd2;\n  --md-red-200: #ef9a9a;\n  --md-red-300: #e57373;\n  --md-red-400: #ef5350;\n  --md-red-500: #f44336;\n  --md-red-600: #e53935;\n  --md-red-700: #d32f2f;\n  --md-red-800: #c62828;\n  --md-red-900: #b71c1c;\n  --md-red-A100: #ff8a80;\n  --md-red-A200: #ff5252;\n  --md-red-A400: #ff1744;\n  --md-red-A700: #d50000;\n  --md-pink-50: #fce4ec;\n  --md-pink-100: #f8bbd0;\n  --md-pink-200: #f48fb1;\n  --md-pink-300: #f06292;\n  --md-pink-400: #ec407a;\n  --md-pink-500: #e91e63;\n  --md-pink-600: #d81b60;\n  --md-pink-700: #c2185b;\n  --md-pink-800: #ad1457;\n  --md-pink-900: #880e4f;\n  --md-pink-A100: #ff80ab;\n  --md-pink-A200: #ff4081;\n  --md-pink-A400: #f50057;\n  --md-pink-A700: #c51162;\n  --md-purple-50: #f3e5f5;\n  --md-purple-100: #e1bee7;\n  --md-purple-200: #ce93d8;\n  --md-purple-300: #ba68c8;\n  --md-purple-400: #ab47bc;\n  --md-purple-500: #9c27b0;\n  --md-purple-600: #8e24aa;\n  --md-purple-700: #7b1fa2;\n  --md-purple-800: #6a1b9a;\n  --md-purple-900: #4a148c;\n  --md-purple-A100: #ea80fc;\n  --md-purple-A200: #e040fb;\n  --md-purple-A400: #d500f9;\n  --md-purple-A700: #a0f;\n  --md-deep-purple-50: #ede7f6;\n  --md-deep-purple-100: #d1c4e9;\n  --md-deep-purple-200: #b39ddb;\n  --md-deep-purple-300: #9575cd;\n  --md-deep-purple-400: #7e57c2;\n  --md-deep-purple-500: #673ab7;\n  --md-deep-purple-600: #5e35b1;\n  --md-deep-purple-700: #512da8;\n  --md-deep-purple-800: #4527a0;\n  --md-deep-purple-900: #311b92;\n  --md-deep-purple-A100: #b388ff;\n  --md-deep-purple-A200: #7c4dff;\n  --md-deep-purple-A400: #651fff;\n  --md-deep-purple-A700: #6200ea;\n  --md-indigo-50: #e8eaf6;\n  --md-indigo-100: #c5cae9;\n  --md-indigo-200: #9fa8da;\n  --md-indigo-300: #7986cb;\n  --md-indigo-400: #5c6bc0;\n  --md-indigo-500: #3f51b5;\n  --md-indigo-600: #3949ab;\n  --md-indigo-700: #303f9f;\n  --md-indigo-800: #283593;\n  --md-indigo-900: #1a237e;\n  --md-indigo-A100: #8c9eff;\n  --md-indigo-A200: #536dfe;\n  --md-indigo-A400: #3d5afe;\n  --md-indigo-A700: #304ffe;\n  --md-blue-50: #e3f2fd;\n  --md-blue-100: #bbdefb;\n  --md-blue-200: #90caf9;\n  --md-blue-300: #64b5f6;\n  --md-blue-400: #42a5f5;\n  --md-blue-500: #2196f3;\n  --md-blue-600: #1e88e5;\n  --md-blue-700: #1976d2;\n  --md-blue-800: #1565c0;\n  --md-blue-900: #0d47a1;\n  --md-blue-A100: #82b1ff;\n  --md-blue-A200: #448aff;\n  --md-blue-A400: #2979ff;\n  --md-blue-A700: #2962ff;\n  --md-light-blue-50: #e1f5fe;\n  --md-light-blue-100: #b3e5fc;\n  --md-light-blue-200: #81d4fa;\n  --md-light-blue-300: #4fc3f7;\n  --md-light-blue-400: #29b6f6;\n  --md-light-blue-500: #03a9f4;\n  --md-light-blue-600: #039be5;\n  --md-light-blue-700: #0288d1;\n  --md-light-blue-800: #0277bd;\n  --md-light-blue-900: #01579b;\n  --md-light-blue-A100: #80d8ff;\n  --md-light-blue-A200: #40c4ff;\n  --md-light-blue-A400: #00b0ff;\n  --md-light-blue-A700: #0091ea;\n  --md-cyan-50: #e0f7fa;\n  --md-cyan-100: #b2ebf2;\n  --md-cyan-200: #80deea;\n  --md-cyan-300: #4dd0e1;\n  --md-cyan-400: #26c6da;\n  --md-cyan-500: #00bcd4;\n  --md-cyan-600: #00acc1;\n  --md-cyan-700: #0097a7;\n  --md-cyan-800: #00838f;\n  --md-cyan-900: #006064;\n  --md-cyan-A100: #84ffff;\n  --md-cyan-A200: #18ffff;\n  --md-cyan-A400: #00e5ff;\n  --md-cyan-A700: #00b8d4;\n  --md-teal-50: #e0f2f1;\n  --md-teal-100: #b2dfdb;\n  --md-teal-200: #80cbc4;\n  --md-teal-300: #4db6ac;\n  --md-teal-400: #26a69a;\n  --md-teal-500: #009688;\n  --md-teal-600: #00897b;\n  --md-teal-700: #00796b;\n  --md-teal-800: #00695c;\n  --md-teal-900: #004d40;\n  --md-teal-A100: #a7ffeb;\n  --md-teal-A200: #64ffda;\n  --md-teal-A400: #1de9b6;\n  --md-teal-A700: #00bfa5;\n  --md-green-50: #e8f5e9;\n  --md-green-100: #c8e6c9;\n  --md-green-200: #a5d6a7;\n  --md-green-300: #81c784;\n  --md-green-400: #66bb6a;\n  --md-green-500: #4caf50;\n  --md-green-600: #43a047;\n  --md-green-700: #388e3c;\n  --md-green-800: #2e7d32;\n  --md-green-900: #1b5e20;\n  --md-green-A100: #b9f6ca;\n  --md-green-A200: #69f0ae;\n  --md-green-A400: #00e676;\n  --md-green-A700: #00c853;\n  --md-light-green-50: #f1f8e9;\n  --md-light-green-100: #dcedc8;\n  --md-light-green-200: #c5e1a5;\n  --md-light-green-300: #aed581;\n  --md-light-green-400: #9ccc65;\n  --md-light-green-500: #8bc34a;\n  --md-light-green-600: #7cb342;\n  --md-light-green-700: #689f38;\n  --md-light-green-800: #558b2f;\n  --md-light-green-900: #33691e;\n  --md-light-green-A100: #ccff90;\n  --md-light-green-A200: #b2ff59;\n  --md-light-green-A400: #76ff03;\n  --md-light-green-A700: #64dd17;\n  --md-lime-50: #f9fbe7;\n  --md-lime-100: #f0f4c3;\n  --md-lime-200: #e6ee9c;\n  --md-lime-300: #dce775;\n  --md-lime-400: #d4e157;\n  --md-lime-500: #cddc39;\n  --md-lime-600: #c0ca33;\n  --md-lime-700: #afb42b;\n  --md-lime-800: #9e9d24;\n  --md-lime-900: #827717;\n  --md-lime-A100: #f4ff81;\n  --md-lime-A200: #eeff41;\n  --md-lime-A400: #c6ff00;\n  --md-lime-A700: #aeea00;\n  --md-yellow-50: #fffde7;\n  --md-yellow-100: #fff9c4;\n  --md-yellow-200: #fff59d;\n  --md-yellow-300: #fff176;\n  --md-yellow-400: #ffee58;\n  --md-yellow-500: #ffeb3b;\n  --md-yellow-600: #fdd835;\n  --md-yellow-700: #fbc02d;\n  --md-yellow-800: #f9a825;\n  --md-yellow-900: #f57f17;\n  --md-yellow-A100: #ffff8d;\n  --md-yellow-A200: #ff0;\n  --md-yellow-A400: #ffea00;\n  --md-yellow-A700: #ffd600;\n  --md-amber-50: #fff8e1;\n  --md-amber-100: #ffecb3;\n  --md-amber-200: #ffe082;\n  --md-amber-300: #ffd54f;\n  --md-amber-400: #ffca28;\n  --md-amber-500: #ffc107;\n  --md-amber-600: #ffb300;\n  --md-amber-700: #ffa000;\n  --md-amber-800: #ff8f00;\n  --md-amber-900: #ff6f00;\n  --md-amber-A100: #ffe57f;\n  --md-amber-A200: #ffd740;\n  --md-amber-A400: #ffc400;\n  --md-amber-A700: #ffab00;\n  --md-orange-50: #fff3e0;\n  --md-orange-100: #ffe0b2;\n  --md-orange-200: #ffcc80;\n  --md-orange-300: #ffb74d;\n  --md-orange-400: #ffa726;\n  --md-orange-500: #ff9800;\n  --md-orange-600: #fb8c00;\n  --md-orange-700: #f57c00;\n  --md-orange-800: #ef6c00;\n  --md-orange-900: #e65100;\n  --md-orange-A100: #ffd180;\n  --md-orange-A200: #ffab40;\n  --md-orange-A400: #ff9100;\n  --md-orange-A700: #ff6d00;\n  --md-deep-orange-50: #fbe9e7;\n  --md-deep-orange-100: #ffccbc;\n  --md-deep-orange-200: #ffab91;\n  --md-deep-orange-300: #ff8a65;\n  --md-deep-orange-400: #ff7043;\n  --md-deep-orange-500: #ff5722;\n  --md-deep-orange-600: #f4511e;\n  --md-deep-orange-700: #e64a19;\n  --md-deep-orange-800: #d84315;\n  --md-deep-orange-900: #bf360c;\n  --md-deep-orange-A100: #ff9e80;\n  --md-deep-orange-A200: #ff6e40;\n  --md-deep-orange-A400: #ff3d00;\n  --md-deep-orange-A700: #dd2c00;\n  --md-brown-50: #efebe9;\n  --md-brown-100: #d7ccc8;\n  --md-brown-200: #bcaaa4;\n  --md-brown-300: #a1887f;\n  --md-brown-400: #8d6e63;\n  --md-brown-500: #795548;\n  --md-brown-600: #6d4c41;\n  --md-brown-700: #5d4037;\n  --md-brown-800: #4e342e;\n  --md-brown-900: #3e2723;\n  --md-grey-50: #fafafa;\n  --md-grey-100: #f5f5f5;\n  --md-grey-200: #eee;\n  --md-grey-300: #e0e0e0;\n  --md-grey-400: #bdbdbd;\n  --md-grey-500: #9e9e9e;\n  --md-grey-600: #757575;\n  --md-grey-700: #616161;\n  --md-grey-800: #424242;\n  --md-grey-900: #212121;\n  --md-blue-grey-50: #eceff1;\n  --md-blue-grey-100: #cfd8dc;\n  --md-blue-grey-200: #b0bec5;\n  --md-blue-grey-300: #90a4ae;\n  --md-blue-grey-400: #78909c;\n  --md-blue-grey-500: #607d8b;\n  --md-blue-grey-600: #546e7a;\n  --md-blue-grey-700: #455a64;\n  --md-blue-grey-800: #37474f;\n  --md-blue-grey-900: #263238;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2017, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| RenderedText\n|----------------------------------------------------------------------------*/\n\n:root {\n  /* This is the padding value to fill the gaps between lines containing spans with background color. */\n  --jp-private-code-span-padding: calc(\n    (var(--jp-code-line-height) - 1) * var(--jp-code-font-size) / 2\n  );\n}\n\n.jp-RenderedText {\n  text-align: left;\n  padding-left: var(--jp-code-padding);\n  line-height: var(--jp-code-line-height);\n  font-family: var(--jp-code-font-family);\n}\n\n.jp-RenderedText pre,\n.jp-RenderedJavaScript pre,\n.jp-RenderedHTMLCommon pre {\n  color: var(--jp-content-font-color1);\n  font-size: var(--jp-code-font-size);\n  border: none;\n  margin: 0;\n  padding: 0;\n}\n\n.jp-RenderedText pre a:link {\n  text-decoration: none;\n  color: var(--jp-content-link-color);\n}\n\n.jp-RenderedText pre a:hover {\n  text-decoration: underline;\n  color: var(--jp-content-link-color);\n}\n\n.jp-RenderedText pre a:visited {\n  text-decoration: none;\n  color: var(--jp-content-link-color);\n}\n\n/* console foregrounds and backgrounds */\n.jp-RenderedText pre .ansi-black-fg {\n  color: #3e424d;\n}\n\n.jp-RenderedText pre .ansi-red-fg {\n  color: #e75c58;\n}\n\n.jp-RenderedText pre .ansi-green-fg {\n  color: #00a250;\n}\n\n.jp-RenderedText pre .ansi-yellow-fg {\n  color: #ddb62b;\n}\n\n.jp-RenderedText pre .ansi-blue-fg {\n  color: #208ffb;\n}\n\n.jp-RenderedText pre .ansi-magenta-fg {\n  color: #d160c4;\n}\n\n.jp-RenderedText pre .ansi-cyan-fg {\n  color: #60c6c8;\n}\n\n.jp-RenderedText pre .ansi-white-fg {\n  color: #c5c1b4;\n}\n\n.jp-RenderedText pre .ansi-black-bg {\n  background-color: #3e424d;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-red-bg {\n  background-color: #e75c58;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-green-bg {\n  background-color: #00a250;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-yellow-bg {\n  background-color: #ddb62b;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-blue-bg {\n  background-color: #208ffb;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-magenta-bg {\n  background-color: #d160c4;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-cyan-bg {\n  background-color: #60c6c8;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-white-bg {\n  background-color: #c5c1b4;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-black-intense-fg {\n  color: #282c36;\n}\n\n.jp-RenderedText pre .ansi-red-intense-fg {\n  color: #b22b31;\n}\n\n.jp-RenderedText pre .ansi-green-intense-fg {\n  color: #007427;\n}\n\n.jp-RenderedText pre .ansi-yellow-intense-fg {\n  color: #b27d12;\n}\n\n.jp-RenderedText pre .ansi-blue-intense-fg {\n  color: #0065ca;\n}\n\n.jp-RenderedText pre .ansi-magenta-intense-fg {\n  color: #a03196;\n}\n\n.jp-RenderedText pre .ansi-cyan-intense-fg {\n  color: #258f8f;\n}\n\n.jp-RenderedText pre .ansi-white-intense-fg {\n  color: #a1a6b2;\n}\n\n.jp-RenderedText pre .ansi-black-intense-bg {\n  background-color: #282c36;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-red-intense-bg {\n  background-color: #b22b31;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-green-intense-bg {\n  background-color: #007427;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-yellow-intense-bg {\n  background-color: #b27d12;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-blue-intense-bg {\n  background-color: #0065ca;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-magenta-intense-bg {\n  background-color: #a03196;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-cyan-intense-bg {\n  background-color: #258f8f;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-white-intense-bg {\n  background-color: #a1a6b2;\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-default-inverse-fg {\n  color: var(--jp-ui-inverse-font-color0);\n}\n\n.jp-RenderedText pre .ansi-default-inverse-bg {\n  background-color: var(--jp-inverse-layout-color0);\n  padding: var(--jp-private-code-span-padding) 0;\n}\n\n.jp-RenderedText pre .ansi-bold {\n  font-weight: bold;\n}\n\n.jp-RenderedText pre .ansi-underline {\n  text-decoration: underline;\n}\n\n.jp-RenderedText[data-mime-type='application/vnd.jupyter.stderr'] {\n  background: var(--jp-rendermime-error-background);\n  padding-top: var(--jp-code-padding);\n}\n\n/*-----------------------------------------------------------------------------\n| RenderedLatex\n|----------------------------------------------------------------------------*/\n\n.jp-RenderedLatex {\n  color: var(--jp-content-font-color1);\n  font-size: var(--jp-content-font-size1);\n  line-height: var(--jp-content-line-height);\n}\n\n/* Left-justify outputs.*/\n.jp-OutputArea-output.jp-RenderedLatex {\n  padding: var(--jp-code-padding);\n  text-align: left;\n}\n\n/*-----------------------------------------------------------------------------\n| RenderedHTML\n|----------------------------------------------------------------------------*/\n\n.jp-RenderedHTMLCommon {\n  color: var(--jp-content-font-color1);\n  font-family: var(--jp-content-font-family);\n  font-size: var(--jp-content-font-size1);\n  line-height: var(--jp-content-line-height);\n\n  /* Give a bit more R padding on Markdown text to keep line lengths reasonable */\n  padding-right: 20px;\n}\n\n.jp-RenderedHTMLCommon em {\n  font-style: italic;\n}\n\n.jp-RenderedHTMLCommon strong {\n  font-weight: bold;\n}\n\n.jp-RenderedHTMLCommon u {\n  text-decoration: underline;\n}\n\n.jp-RenderedHTMLCommon a:link {\n  text-decoration: none;\n  color: var(--jp-content-link-color);\n}\n\n.jp-RenderedHTMLCommon a:hover {\n  text-decoration: underline;\n  color: var(--jp-content-link-color);\n}\n\n.jp-RenderedHTMLCommon a:visited {\n  text-decoration: none;\n  color: var(--jp-content-link-color);\n}\n\n/* Headings */\n\n.jp-RenderedHTMLCommon h1,\n.jp-RenderedHTMLCommon h2,\n.jp-RenderedHTMLCommon h3,\n.jp-RenderedHTMLCommon h4,\n.jp-RenderedHTMLCommon h5,\n.jp-RenderedHTMLCommon h6 {\n  line-height: var(--jp-content-heading-line-height);\n  font-weight: var(--jp-content-heading-font-weight);\n  font-style: normal;\n  margin: var(--jp-content-heading-margin-top) 0\n    var(--jp-content-heading-margin-bottom) 0;\n}\n\n.jp-RenderedHTMLCommon h1:first-child,\n.jp-RenderedHTMLCommon h2:first-child,\n.jp-RenderedHTMLCommon h3:first-child,\n.jp-RenderedHTMLCommon h4:first-child,\n.jp-RenderedHTMLCommon h5:first-child,\n.jp-RenderedHTMLCommon h6:first-child {\n  margin-top: calc(0.5 * var(--jp-content-heading-margin-top));\n}\n\n.jp-RenderedHTMLCommon h1:last-child,\n.jp-RenderedHTMLCommon h2:last-child,\n.jp-RenderedHTMLCommon h3:last-child,\n.jp-RenderedHTMLCommon h4:last-child,\n.jp-RenderedHTMLCommon h5:last-child,\n.jp-RenderedHTMLCommon h6:last-child {\n  margin-bottom: calc(0.5 * var(--jp-content-heading-margin-bottom));\n}\n\n.jp-RenderedHTMLCommon h1 {\n  font-size: var(--jp-content-font-size5);\n}\n\n.jp-RenderedHTMLCommon h2 {\n  font-size: var(--jp-content-font-size4);\n}\n\n.jp-RenderedHTMLCommon h3 {\n  font-size: var(--jp-content-font-size3);\n}\n\n.jp-RenderedHTMLCommon h4 {\n  font-size: var(--jp-content-font-size2);\n}\n\n.jp-RenderedHTMLCommon h5 {\n  font-size: var(--jp-content-font-size1);\n}\n\n.jp-RenderedHTMLCommon h6 {\n  font-size: var(--jp-content-font-size0);\n}\n\n/* Lists */\n\n/* stylelint-disable selector-max-type, selector-max-compound-selectors */\n\n.jp-RenderedHTMLCommon ul:not(.list-inline),\n.jp-RenderedHTMLCommon ol:not(.list-inline) {\n  padding-left: 2em;\n}\n\n.jp-RenderedHTMLCommon ul {\n  list-style: disc;\n}\n\n.jp-RenderedHTMLCommon ul ul {\n  list-style: square;\n}\n\n.jp-RenderedHTMLCommon ul ul ul {\n  list-style: circle;\n}\n\n.jp-RenderedHTMLCommon ol {\n  list-style: decimal;\n}\n\n.jp-RenderedHTMLCommon ol ol {\n  list-style: upper-alpha;\n}\n\n.jp-RenderedHTMLCommon ol ol ol {\n  list-style: lower-alpha;\n}\n\n.jp-RenderedHTMLCommon ol ol ol ol {\n  list-style: lower-roman;\n}\n\n.jp-RenderedHTMLCommon ol ol ol ol ol {\n  list-style: decimal;\n}\n\n.jp-RenderedHTMLCommon ol,\n.jp-RenderedHTMLCommon ul {\n  margin-bottom: 1em;\n}\n\n.jp-RenderedHTMLCommon ul ul,\n.jp-RenderedHTMLCommon ul ol,\n.jp-RenderedHTMLCommon ol ul,\n.jp-RenderedHTMLCommon ol ol {\n  margin-bottom: 0;\n}\n\n/* stylelint-enable selector-max-type, selector-max-compound-selectors */\n\n.jp-RenderedHTMLCommon hr {\n  color: var(--jp-border-color2);\n  background-color: var(--jp-border-color1);\n  margin-top: 1em;\n  margin-bottom: 1em;\n}\n\n.jp-RenderedHTMLCommon > pre {\n  margin: 1.5em 2em;\n}\n\n.jp-RenderedHTMLCommon pre,\n.jp-RenderedHTMLCommon code {\n  border: 0;\n  background-color: var(--jp-layout-color0);\n  color: var(--jp-content-font-color1);\n  font-family: var(--jp-code-font-family);\n  font-size: inherit;\n  line-height: var(--jp-code-line-height);\n  padding: 0;\n  white-space: pre-wrap;\n}\n\n.jp-RenderedHTMLCommon :not(pre) > code {\n  background-color: var(--jp-layout-color2);\n  padding: 1px 5px;\n}\n\n/* Tables */\n\n.jp-RenderedHTMLCommon table {\n  border-collapse: collapse;\n  border-spacing: 0;\n  border: none;\n  color: var(--jp-ui-font-color1);\n  font-size: var(--jp-ui-font-size1);\n  table-layout: fixed;\n  margin-left: auto;\n  margin-bottom: 1em;\n  margin-right: auto;\n}\n\n.jp-RenderedHTMLCommon thead {\n  border-bottom: var(--jp-border-width) solid var(--jp-border-color1);\n  vertical-align: bottom;\n}\n\n.jp-RenderedHTMLCommon td,\n.jp-RenderedHTMLCommon th,\n.jp-RenderedHTMLCommon tr {\n  vertical-align: middle;\n  padding: 0.5em;\n  line-height: normal;\n  white-space: normal;\n  max-width: none;\n  border: none;\n}\n\n.jp-RenderedMarkdown.jp-RenderedHTMLCommon td,\n.jp-RenderedMarkdown.jp-RenderedHTMLCommon th {\n  max-width: none;\n}\n\n:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon td,\n:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon th,\n:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon tr {\n  text-align: right;\n}\n\n.jp-RenderedHTMLCommon th {\n  font-weight: bold;\n}\n\n.jp-RenderedHTMLCommon tbody tr:nth-child(odd) {\n  background: var(--jp-layout-color0);\n}\n\n.jp-RenderedHTMLCommon tbody tr:nth-child(even) {\n  background: var(--jp-rendermime-table-row-background);\n}\n\n.jp-RenderedHTMLCommon tbody tr:hover {\n  background: var(--jp-rendermime-table-row-hover-background);\n}\n\n.jp-RenderedHTMLCommon p {\n  text-align: left;\n  margin: 0;\n  margin-bottom: 1em;\n}\n\n.jp-RenderedHTMLCommon img {\n  -moz-force-broken-image-icon: 1;\n}\n\n/* Restrict to direct children as other images could be nested in other content. */\n.jp-RenderedHTMLCommon > img {\n  display: block;\n  margin-left: 0;\n  margin-right: 0;\n  margin-bottom: 1em;\n}\n\n/* Change color behind transparent images if they need it... */\n[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-light-background {\n  background-color: var(--jp-inverse-layout-color1);\n}\n\n[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-dark-background {\n  background-color: var(--jp-inverse-layout-color1);\n}\n\n.jp-RenderedHTMLCommon img,\n.jp-RenderedImage img,\n.jp-RenderedHTMLCommon svg,\n.jp-RenderedSVG svg {\n  max-width: 100%;\n  height: auto;\n}\n\n.jp-RenderedHTMLCommon img.jp-mod-unconfined,\n.jp-RenderedImage img.jp-mod-unconfined,\n.jp-RenderedHTMLCommon svg.jp-mod-unconfined,\n.jp-RenderedSVG svg.jp-mod-unconfined {\n  max-width: none;\n}\n\n.jp-RenderedHTMLCommon .alert {\n  padding: var(--jp-notebook-padding);\n  border: var(--jp-border-width) solid transparent;\n  border-radius: var(--jp-border-radius);\n  margin-bottom: 1em;\n}\n\n.jp-RenderedHTMLCommon .alert-info {\n  color: var(--jp-info-color0);\n  background-color: var(--jp-info-color3);\n  border-color: var(--jp-info-color2);\n}\n\n.jp-RenderedHTMLCommon .alert-info hr {\n  border-color: var(--jp-info-color3);\n}\n\n.jp-RenderedHTMLCommon .alert-info > p:last-child,\n.jp-RenderedHTMLCommon .alert-info > ul:last-child {\n  margin-bottom: 0;\n}\n\n.jp-RenderedHTMLCommon .alert-warning {\n  color: var(--jp-warn-color0);\n  background-color: var(--jp-warn-color3);\n  border-color: var(--jp-warn-color2);\n}\n\n.jp-RenderedHTMLCommon .alert-warning hr {\n  border-color: var(--jp-warn-color3);\n}\n\n.jp-RenderedHTMLCommon .alert-warning > p:last-child,\n.jp-RenderedHTMLCommon .alert-warning > ul:last-child {\n  margin-bottom: 0;\n}\n\n.jp-RenderedHTMLCommon .alert-success {\n  color: var(--jp-success-color0);\n  background-color: var(--jp-success-color3);\n  border-color: var(--jp-success-color2);\n}\n\n.jp-RenderedHTMLCommon .alert-success hr {\n  border-color: var(--jp-success-color3);\n}\n\n.jp-RenderedHTMLCommon .alert-success > p:last-child,\n.jp-RenderedHTMLCommon .alert-success > ul:last-child {\n  margin-bottom: 0;\n}\n\n.jp-RenderedHTMLCommon .alert-danger {\n  color: var(--jp-error-color0);\n  background-color: var(--jp-error-color3);\n  border-color: var(--jp-error-color2);\n}\n\n.jp-RenderedHTMLCommon .alert-danger hr {\n  border-color: var(--jp-error-color3);\n}\n\n.jp-RenderedHTMLCommon .alert-danger > p:last-child,\n.jp-RenderedHTMLCommon .alert-danger > ul:last-child {\n  margin-bottom: 0;\n}\n\n.jp-RenderedHTMLCommon blockquote {\n  margin: 1em 2em;\n  padding: 0 1em;\n  border-left: 5px solid var(--jp-border-color2);\n}\n\na.jp-InternalAnchorLink {\n  visibility: hidden;\n  margin-left: 8px;\n  color: var(--md-blue-800);\n}\n\nh1:hover .jp-InternalAnchorLink,\nh2:hover .jp-InternalAnchorLink,\nh3:hover .jp-InternalAnchorLink,\nh4:hover .jp-InternalAnchorLink,\nh5:hover .jp-InternalAnchorLink,\nh6:hover .jp-InternalAnchorLink {\n  visibility: visible;\n}\n\n.jp-RenderedHTMLCommon kbd {\n  background-color: var(--jp-rendermime-table-row-background);\n  border: 1px solid var(--jp-border-color0);\n  border-bottom-color: var(--jp-border-color2);\n  border-radius: 3px;\n  box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);\n  display: inline-block;\n  font-size: var(--jp-ui-font-size0);\n  line-height: 1em;\n  padding: 0.2em 0.5em;\n}\n\n/* Most direct children of .jp-RenderedHTMLCommon have a margin-bottom of 1.0.\n * At the bottom of cells this is a bit too much as there is also spacing\n * between cells. Going all the way to 0 gets too tight between markdown and\n * code cells.\n */\n.jp-RenderedHTMLCommon > *:last-child {\n  margin-bottom: 0.5em;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Copyright (c) 2014-2017, PhosphorJS Contributors\n|\n| Distributed under the terms of the BSD 3-Clause License.\n|\n| The full license is in the file LICENSE, distributed with this software.\n|----------------------------------------------------------------------------*/\n\n.lm-cursor-backdrop {\n  position: fixed;\n  width: 200px;\n  height: 200px;\n  margin-top: -100px;\n  margin-left: -100px;\n  will-change: transform;\n  z-index: 100;\n}\n\n.lm-mod-drag-image {\n  will-change: transform;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.jp-lineFormSearch {\n  padding: 4px 12px;\n  background-color: var(--jp-layout-color2);\n  box-shadow: var(--jp-toolbar-box-shadow);\n  z-index: 2;\n  font-size: var(--jp-ui-font-size1);\n}\n\n.jp-lineFormCaption {\n  font-size: var(--jp-ui-font-size0);\n  line-height: var(--jp-ui-font-size1);\n  margin-top: 4px;\n  color: var(--jp-ui-font-color0);\n}\n\n.jp-baseLineForm {\n  border: none;\n  border-radius: 0;\n  position: absolute;\n  background-size: 16px;\n  background-repeat: no-repeat;\n  background-position: center;\n  outline: none;\n}\n\n.jp-lineFormButtonContainer {\n  top: 4px;\n  right: 8px;\n  height: 24px;\n  padding: 0 12px;\n  width: 12px;\n}\n\n.jp-lineFormButtonIcon {\n  top: 0;\n  right: 0;\n  background-color: var(--jp-brand-color1);\n  height: 100%;\n  width: 100%;\n  box-sizing: border-box;\n  padding: 4px 6px;\n}\n\n.jp-lineFormButton {\n  top: 0;\n  right: 0;\n  background-color: transparent;\n  height: 100%;\n  width: 100%;\n  box-sizing: border-box;\n}\n\n.jp-lineFormWrapper {\n  overflow: hidden;\n  padding: 0 8px;\n  border: 1px solid var(--jp-border-color0);\n  background-color: var(--jp-input-active-background);\n  height: 22px;\n}\n\n.jp-lineFormWrapperFocusWithin {\n  border: var(--jp-border-width) solid var(--md-blue-500);\n  box-shadow: inset 0 0 4px var(--md-blue-300);\n}\n\n.jp-lineFormInput {\n  background: transparent;\n  width: 200px;\n  height: 100%;\n  border: none;\n  outline: none;\n  color: var(--jp-ui-font-color0);\n  line-height: 28px;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) 2014-2016, Jupyter Development Team.\n|\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-JSONEditor {\n  display: flex;\n  flex-direction: column;\n  width: 100%;\n}\n\n.jp-JSONEditor-host {\n  flex: 1 1 auto;\n  border: var(--jp-border-width) solid var(--jp-input-border-color);\n  border-radius: 0;\n  background: var(--jp-layout-color0);\n  min-height: 50px;\n  padding: 1px;\n}\n\n.jp-JSONEditor.jp-mod-error .jp-JSONEditor-host {\n  border-color: red;\n  outline-color: red;\n}\n\n.jp-JSONEditor-header {\n  display: flex;\n  flex: 1 0 auto;\n  padding: 0 0 0 12px;\n}\n\n.jp-JSONEditor-header label {\n  flex: 0 0 auto;\n}\n\n.jp-JSONEditor-commitButton {\n  height: 16px;\n  width: 16px;\n  background-size: 18px;\n  background-repeat: no-repeat;\n  background-position: center;\n}\n\n.jp-JSONEditor-host.jp-mod-focused {\n  background-color: var(--jp-input-active-background);\n  border: 1px solid var(--jp-input-active-border-color);\n  box-shadow: var(--jp-input-box-shadow);\n}\n\n.jp-Editor.jp-mod-dropTarget {\n  border: var(--jp-border-width) solid var(--jp-input-active-border-color);\n  box-shadow: var(--jp-input-box-shadow);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n.jp-DocumentSearch-input {\n  border: none;\n  outline: none;\n  color: var(--jp-ui-font-color0);\n  font-size: var(--jp-ui-font-size1);\n  background-color: var(--jp-layout-color0);\n  font-family: var(--jp-ui-font-family);\n  padding: 2px 1px;\n  resize: none;\n}\n\n.jp-DocumentSearch-overlay {\n  position: absolute;\n  background-color: var(--jp-toolbar-background);\n  border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);\n  border-left: var(--jp-border-width) solid var(--jp-toolbar-border-color);\n  top: 0;\n  right: 0;\n  z-index: 7;\n  min-width: 405px;\n  padding: 2px;\n  font-size: var(--jp-ui-font-size1);\n\n  --jp-private-document-search-button-height: 20px;\n}\n\n.jp-DocumentSearch-overlay button {\n  background-color: var(--jp-toolbar-background);\n  outline: 0;\n}\n\n.jp-DocumentSearch-overlay button:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-DocumentSearch-overlay button:active {\n  background-color: var(--jp-layout-color3);\n}\n\n.jp-DocumentSearch-overlay-row {\n  display: flex;\n  align-items: center;\n  margin-bottom: 2px;\n}\n\n.jp-DocumentSearch-button-content {\n  display: inline-block;\n  cursor: pointer;\n  box-sizing: border-box;\n  width: 100%;\n  height: 100%;\n}\n\n.jp-DocumentSearch-button-content svg {\n  width: 100%;\n  height: 100%;\n}\n\n.jp-DocumentSearch-input-wrapper {\n  border: var(--jp-border-width) solid var(--jp-border-color0);\n  display: flex;\n  background-color: var(--jp-layout-color0);\n  margin: 2px;\n}\n\n.jp-DocumentSearch-input-wrapper:focus-within {\n  border-color: var(--jp-cell-editor-active-border-color);\n}\n\n.jp-DocumentSearch-toggle-wrapper,\n.jp-DocumentSearch-button-wrapper {\n  all: initial;\n  overflow: hidden;\n  display: inline-block;\n  border: none;\n  box-sizing: border-box;\n}\n\n.jp-DocumentSearch-toggle-wrapper {\n  width: 14px;\n  height: 14px;\n}\n\n.jp-DocumentSearch-button-wrapper {\n  width: var(--jp-private-document-search-button-height);\n  height: var(--jp-private-document-search-button-height);\n}\n\n.jp-DocumentSearch-toggle-wrapper:focus,\n.jp-DocumentSearch-button-wrapper:focus {\n  outline: var(--jp-border-width) solid\n    var(--jp-cell-editor-active-border-color);\n  outline-offset: -1px;\n}\n\n.jp-DocumentSearch-toggle-wrapper,\n.jp-DocumentSearch-button-wrapper,\n.jp-DocumentSearch-button-content:focus {\n  outline: none;\n}\n\n.jp-DocumentSearch-toggle-placeholder {\n  width: 5px;\n}\n\n.jp-DocumentSearch-input-button::before {\n  display: block;\n  padding-top: 100%;\n}\n\n.jp-DocumentSearch-input-button-off {\n  opacity: var(--jp-search-toggle-off-opacity);\n}\n\n.jp-DocumentSearch-input-button-off:hover {\n  opacity: var(--jp-search-toggle-hover-opacity);\n}\n\n.jp-DocumentSearch-input-button-on {\n  opacity: var(--jp-search-toggle-on-opacity);\n}\n\n.jp-DocumentSearch-index-counter {\n  padding-left: 10px;\n  padding-right: 10px;\n  user-select: none;\n  min-width: 35px;\n  display: inline-block;\n}\n\n.jp-DocumentSearch-up-down-wrapper {\n  display: inline-block;\n  padding-right: 2px;\n  margin-left: auto;\n  white-space: nowrap;\n}\n\n.jp-DocumentSearch-spacer {\n  margin-left: auto;\n}\n\n.jp-DocumentSearch-up-down-wrapper button {\n  outline: 0;\n  border: none;\n  width: var(--jp-private-document-search-button-height);\n  height: var(--jp-private-document-search-button-height);\n  vertical-align: middle;\n  margin: 1px 5px 2px;\n}\n\n.jp-DocumentSearch-up-down-button:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-DocumentSearch-up-down-button:active {\n  background-color: var(--jp-layout-color3);\n}\n\n.jp-DocumentSearch-filter-button {\n  border-radius: var(--jp-border-radius);\n}\n\n.jp-DocumentSearch-filter-button:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-DocumentSearch-filter-button-enabled {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-DocumentSearch-filter-button-enabled:hover {\n  background-color: var(--jp-layout-color3);\n}\n\n.jp-DocumentSearch-search-options {\n  padding: 0 8px;\n  margin-left: 3px;\n  width: 100%;\n  display: grid;\n  justify-content: start;\n  grid-template-columns: 1fr 1fr;\n  align-items: center;\n  justify-items: stretch;\n}\n\n.jp-DocumentSearch-search-filter-disabled {\n  color: var(--jp-ui-font-color2);\n}\n\n.jp-DocumentSearch-search-filter {\n  display: flex;\n  align-items: center;\n  user-select: none;\n}\n\n.jp-DocumentSearch-regex-error {\n  color: var(--jp-error-color0);\n}\n\n.jp-DocumentSearch-replace-button-wrapper {\n  overflow: hidden;\n  display: inline-block;\n  box-sizing: border-box;\n  border: var(--jp-border-width) solid var(--jp-border-color0);\n  margin: auto 2px;\n  padding: 1px 4px;\n  height: calc(var(--jp-private-document-search-button-height) + 2px);\n}\n\n.jp-DocumentSearch-replace-button-wrapper:focus {\n  border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);\n}\n\n.jp-DocumentSearch-replace-button {\n  display: inline-block;\n  text-align: center;\n  cursor: pointer;\n  box-sizing: border-box;\n  color: var(--jp-ui-font-color1);\n\n  /* height - 2 * (padding of wrapper) */\n  line-height: calc(var(--jp-private-document-search-button-height) - 2px);\n  width: 100%;\n  height: 100%;\n}\n\n.jp-DocumentSearch-replace-button:focus {\n  outline: none;\n}\n\n.jp-DocumentSearch-replace-wrapper-class {\n  margin-left: 14px;\n  display: flex;\n}\n\n.jp-DocumentSearch-replace-toggle {\n  border: none;\n  background-color: var(--jp-toolbar-background);\n  border-radius: var(--jp-border-radius);\n}\n\n.jp-DocumentSearch-replace-toggle:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.cm-editor {\n  line-height: var(--jp-code-line-height);\n  font-size: var(--jp-code-font-size);\n  font-family: var(--jp-code-font-family);\n  border: 0;\n  border-radius: 0;\n  height: auto;\n\n  /* Changed to auto to autogrow */\n}\n\n.cm-editor pre {\n  padding: 0 var(--jp-code-padding);\n}\n\n.jp-CodeMirrorEditor[data-type='inline'] .cm-dialog {\n  background-color: var(--jp-layout-color0);\n  color: var(--jp-content-font-color1);\n}\n\n.jp-CodeMirrorEditor {\n  cursor: text;\n}\n\n/* When zoomed out 67% and 33% on a screen of 1440 width x 900 height */\n@media screen and (min-width: 2138px) and (max-width: 4319px) {\n  .jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {\n    border-left: var(--jp-code-cursor-width1) solid\n      var(--jp-editor-cursor-color);\n  }\n}\n\n/* When zoomed out less than 33% */\n@media screen and (min-width: 4320px) {\n  .jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {\n    border-left: var(--jp-code-cursor-width2) solid\n      var(--jp-editor-cursor-color);\n  }\n}\n\n.cm-editor.jp-mod-readOnly .cm-cursor {\n  display: none;\n}\n\n.jp-CollaboratorCursor {\n  border-left: 5px solid transparent;\n  border-right: 5px solid transparent;\n  border-top: none;\n  border-bottom: 3px solid;\n  background-clip: content-box;\n  margin-left: -5px;\n  margin-right: -5px;\n}\n\n.cm-searching,\n.cm-searching span {\n  /* `.cm-searching span`: we need to override syntax highlighting */\n  background-color: var(--jp-search-unselected-match-background-color);\n  color: var(--jp-search-unselected-match-color);\n}\n\n.cm-searching::selection,\n.cm-searching span::selection {\n  background-color: var(--jp-search-unselected-match-background-color);\n  color: var(--jp-search-unselected-match-color);\n}\n\n.jp-current-match > .cm-searching,\n.jp-current-match > .cm-searching span,\n.cm-searching > .jp-current-match,\n.cm-searching > .jp-current-match span {\n  background-color: var(--jp-search-selected-match-background-color);\n  color: var(--jp-search-selected-match-color);\n}\n\n.jp-current-match > .cm-searching::selection,\n.cm-searching > .jp-current-match::selection,\n.jp-current-match > .cm-searching span::selection {\n  background-color: var(--jp-search-selected-match-background-color);\n  color: var(--jp-search-selected-match-color);\n}\n\n.cm-trailingspace {\n  background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAgAAAAFCAYAAAB4ka1VAAAAsElEQVQIHQGlAFr/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7+r3zKmT0/+pk9P/7+r3zAAAAAAAAAAABAAAAAAAAAAA6OPzM+/q9wAAAAAA6OPzMwAAAAAAAAAAAgAAAAAAAAAAGR8NiRQaCgAZIA0AGR8NiQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQyoYJ/SY80UAAAAASUVORK5CYII=);\n  background-position: center left;\n  background-repeat: repeat-x;\n}\n\n.jp-CollaboratorCursor-hover {\n  position: absolute;\n  z-index: 1;\n  transform: translateX(-50%);\n  color: white;\n  border-radius: 3px;\n  padding-left: 4px;\n  padding-right: 4px;\n  padding-top: 1px;\n  padding-bottom: 1px;\n  text-align: center;\n  font-size: var(--jp-ui-font-size1);\n  white-space: nowrap;\n}\n\n.jp-CodeMirror-ruler {\n  border-left: 1px dashed var(--jp-border-color2);\n}\n\n/* Styles for shared cursors (remote cursor locations and selected ranges) */\n.jp-CodeMirrorEditor .cm-ySelectionCaret {\n  position: relative;\n  border-left: 1px solid black;\n  margin-left: -1px;\n  margin-right: -1px;\n  box-sizing: border-box;\n}\n\n.jp-CodeMirrorEditor .cm-ySelectionCaret > .cm-ySelectionInfo {\n  white-space: nowrap;\n  position: absolute;\n  top: -1.15em;\n  padding-bottom: 0.05em;\n  left: -1px;\n  font-size: 0.95em;\n  font-family: var(--jp-ui-font-family);\n  font-weight: bold;\n  line-height: normal;\n  user-select: none;\n  color: white;\n  padding-left: 2px;\n  padding-right: 2px;\n  z-index: 101;\n  transition: opacity 0.3s ease-in-out;\n}\n\n.jp-CodeMirrorEditor .cm-ySelectionInfo {\n  transition-delay: 0.7s;\n  opacity: 0;\n}\n\n.jp-CodeMirrorEditor .cm-ySelectionCaret:hover > .cm-ySelectionInfo {\n  opacity: 1;\n  transition-delay: 0s;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-MimeDocument {\n  outline: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Variables\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-private-filebrowser-button-height: 28px;\n  --jp-private-filebrowser-button-width: 48px;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-FileBrowser .jp-SidePanel-content {\n  display: flex;\n  flex-direction: column;\n}\n\n.jp-FileBrowser-toolbar.jp-Toolbar {\n  flex-wrap: wrap;\n  row-gap: 12px;\n  border-bottom: none;\n  height: auto;\n  margin: 8px 12px 0;\n  box-shadow: none;\n  padding: 0;\n  justify-content: flex-start;\n}\n\n.jp-FileBrowser-Panel {\n  flex: 1 1 auto;\n  display: flex;\n  flex-direction: column;\n}\n\n.jp-BreadCrumbs {\n  flex: 0 0 auto;\n  margin: 8px 12px;\n}\n\n.jp-BreadCrumbs-item {\n  margin: 0 2px;\n  padding: 0 2px;\n  border-radius: var(--jp-border-radius);\n  cursor: pointer;\n}\n\n.jp-BreadCrumbs-item:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-BreadCrumbs-item:first-child {\n  margin-left: 0;\n}\n\n.jp-BreadCrumbs-item.jp-mod-dropTarget {\n  background-color: var(--jp-brand-color2);\n  opacity: 0.7;\n}\n\n/*-----------------------------------------------------------------------------\n| Buttons\n|----------------------------------------------------------------------------*/\n\n.jp-FileBrowser-toolbar > .jp-Toolbar-item {\n  flex: 0 0 auto;\n  padding-left: 0;\n  padding-right: 2px;\n  align-items: center;\n  height: unset;\n}\n\n.jp-FileBrowser-toolbar > .jp-Toolbar-item .jp-ToolbarButtonComponent {\n  width: 40px;\n}\n\n/*-----------------------------------------------------------------------------\n| Other styles\n|----------------------------------------------------------------------------*/\n\n.jp-FileDialog.jp-mod-conflict input {\n  color: var(--jp-error-color1);\n}\n\n.jp-FileDialog .jp-new-name-title {\n  margin-top: 12px;\n}\n\n.jp-LastModified-hidden {\n  display: none;\n}\n\n.jp-FileSize-hidden {\n  display: none;\n}\n\n.jp-FileBrowser .lm-AccordionPanel > h3:first-child {\n  display: none;\n}\n\n/*-----------------------------------------------------------------------------\n| DirListing\n|----------------------------------------------------------------------------*/\n\n.jp-DirListing {\n  flex: 1 1 auto;\n  display: flex;\n  flex-direction: column;\n  outline: 0;\n}\n\n.jp-DirListing-header {\n  flex: 0 0 auto;\n  display: flex;\n  flex-direction: row;\n  align-items: center;\n  overflow: hidden;\n  border-top: var(--jp-border-width) solid var(--jp-border-color2);\n  border-bottom: var(--jp-border-width) solid var(--jp-border-color1);\n  box-shadow: var(--jp-toolbar-box-shadow);\n  z-index: 2;\n}\n\n.jp-DirListing-headerItem {\n  padding: 4px 12px 2px;\n  font-weight: 500;\n}\n\n.jp-DirListing-headerItem:hover {\n  background: var(--jp-layout-color2);\n}\n\n.jp-DirListing-headerItem.jp-id-name {\n  flex: 1 0 84px;\n}\n\n.jp-DirListing-headerItem.jp-id-modified {\n  flex: 0 0 112px;\n  border-left: var(--jp-border-width) solid var(--jp-border-color2);\n  text-align: right;\n}\n\n.jp-DirListing-headerItem.jp-id-filesize {\n  flex: 0 0 75px;\n  border-left: var(--jp-border-width) solid var(--jp-border-color2);\n  text-align: right;\n}\n\n.jp-id-narrow {\n  display: none;\n  flex: 0 0 5px;\n  padding: 4px;\n  border-left: var(--jp-border-width) solid var(--jp-border-color2);\n  text-align: right;\n  color: var(--jp-border-color2);\n}\n\n.jp-DirListing-narrow .jp-id-narrow {\n  display: block;\n}\n\n.jp-DirListing-narrow .jp-id-modified,\n.jp-DirListing-narrow .jp-DirListing-itemModified {\n  display: none;\n}\n\n.jp-DirListing-headerItem.jp-mod-selected {\n  font-weight: 600;\n}\n\n/* increase specificity to override bundled default */\n.jp-DirListing-content {\n  flex: 1 1 auto;\n  margin: 0;\n  padding: 0;\n  list-style-type: none;\n  overflow: auto;\n  background-color: var(--jp-layout-color1);\n}\n\n.jp-DirListing-content mark {\n  color: var(--jp-ui-font-color0);\n  background-color: transparent;\n  font-weight: bold;\n}\n\n.jp-DirListing-content .jp-DirListing-item.jp-mod-selected mark {\n  color: var(--jp-ui-inverse-font-color0);\n}\n\n/* Style the directory listing content when a user drops a file to upload */\n.jp-DirListing.jp-mod-native-drop .jp-DirListing-content {\n  outline: 5px dashed rgba(128, 128, 128, 0.5);\n  outline-offset: -10px;\n  cursor: copy;\n}\n\n.jp-DirListing-item {\n  display: flex;\n  flex-direction: row;\n  align-items: center;\n  padding: 4px 12px;\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.jp-DirListing-checkboxWrapper {\n  /* Increases hit area of checkbox. */\n  padding: 4px;\n}\n\n.jp-DirListing-header\n  .jp-DirListing-checkboxWrapper\n  + .jp-DirListing-headerItem {\n  padding-left: 4px;\n}\n\n.jp-DirListing-content .jp-DirListing-checkboxWrapper {\n  position: relative;\n  left: -4px;\n  margin: -4px 0 -4px -8px;\n}\n\n.jp-DirListing-checkboxWrapper.jp-mod-visible {\n  visibility: visible;\n}\n\n/* For devices that support hovering, hide checkboxes until hovered, selected...\n*/\n@media (hover: hover) {\n  .jp-DirListing-checkboxWrapper {\n    visibility: hidden;\n  }\n\n  .jp-DirListing-item:hover .jp-DirListing-checkboxWrapper,\n  .jp-DirListing-item.jp-mod-selected .jp-DirListing-checkboxWrapper {\n    visibility: visible;\n  }\n}\n\n.jp-DirListing-item[data-is-dot] {\n  opacity: 75%;\n}\n\n.jp-DirListing-item.jp-mod-selected {\n  color: var(--jp-ui-inverse-font-color1);\n  background: var(--jp-brand-color1);\n}\n\n.jp-DirListing-item.jp-mod-dropTarget {\n  background: var(--jp-brand-color3);\n}\n\n.jp-DirListing-item:hover:not(.jp-mod-selected) {\n  background: var(--jp-layout-color2);\n}\n\n.jp-DirListing-itemIcon {\n  flex: 0 0 20px;\n  margin-right: 4px;\n}\n\n.jp-DirListing-itemText {\n  flex: 1 0 64px;\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n  user-select: none;\n}\n\n.jp-DirListing-itemText:focus {\n  outline-width: 2px;\n  outline-color: var(--jp-inverse-layout-color1);\n  outline-style: solid;\n  outline-offset: 1px;\n}\n\n.jp-DirListing-item.jp-mod-selected .jp-DirListing-itemText:focus {\n  outline-color: var(--jp-layout-color1);\n}\n\n.jp-DirListing-itemModified {\n  flex: 0 0 125px;\n  text-align: right;\n}\n\n.jp-DirListing-itemFileSize {\n  flex: 0 0 90px;\n  text-align: right;\n}\n\n.jp-DirListing-editor {\n  flex: 1 0 64px;\n  outline: none;\n  border: none;\n  color: var(--jp-ui-font-color1);\n  background-color: var(--jp-layout-color1);\n}\n\n.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon::before {\n  color: var(--jp-success-color1);\n  content: '\\25CF';\n  font-size: 8px;\n  position: absolute;\n  left: -8px;\n}\n\n.jp-DirListing-item.jp-mod-running.jp-mod-selected\n  .jp-DirListing-itemIcon::before {\n  color: var(--jp-ui-inverse-font-color1);\n}\n\n.jp-DirListing-item.lm-mod-drag-image,\n.jp-DirListing-item.jp-mod-selected.lm-mod-drag-image {\n  font-size: var(--jp-ui-font-size1);\n  padding-left: 4px;\n  margin-left: 4px;\n  width: 160px;\n  background-color: var(--jp-ui-inverse-font-color2);\n  box-shadow: var(--jp-elevation-z2);\n  border-radius: 0;\n  color: var(--jp-ui-font-color1);\n  transform: translateX(-40%) translateY(-58%);\n}\n\n.jp-Document {\n  min-width: 120px;\n  min-height: 120px;\n  outline: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Main OutputArea\n| OutputArea has a list of Outputs\n|----------------------------------------------------------------------------*/\n\n.jp-OutputArea {\n  overflow-y: auto;\n}\n\n.jp-OutputArea-child {\n  display: table;\n  table-layout: fixed;\n  width: 100%;\n  overflow: hidden;\n}\n\n.jp-OutputPrompt {\n  width: var(--jp-cell-prompt-width);\n  color: var(--jp-cell-outprompt-font-color);\n  font-family: var(--jp-cell-prompt-font-family);\n  padding: var(--jp-code-padding);\n  letter-spacing: var(--jp-cell-prompt-letter-spacing);\n  line-height: var(--jp-code-line-height);\n  font-size: var(--jp-code-font-size);\n  border: var(--jp-border-width) solid transparent;\n  opacity: var(--jp-cell-prompt-opacity);\n\n  /* Right align prompt text, don't wrap to handle large prompt numbers */\n  text-align: right;\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n\n  /* Disable text selection */\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.jp-OutputArea-prompt {\n  display: table-cell;\n  vertical-align: top;\n}\n\n.jp-OutputArea-output {\n  display: table-cell;\n  width: 100%;\n  height: auto;\n  overflow: auto;\n  user-select: text;\n  -moz-user-select: text;\n  -webkit-user-select: text;\n  -ms-user-select: text;\n}\n\n.jp-OutputArea .jp-RenderedText {\n  padding-left: 1ch;\n}\n\n/**\n * Prompt overlay.\n */\n\n.jp-OutputArea-promptOverlay {\n  position: absolute;\n  top: 0;\n  width: var(--jp-cell-prompt-width);\n  height: 100%;\n  opacity: 0.5;\n}\n\n.jp-OutputArea-promptOverlay:hover {\n  background: var(--jp-layout-color2);\n  box-shadow: inset 0 0 1px var(--jp-inverse-layout-color0);\n  cursor: zoom-out;\n}\n\n.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay:hover {\n  cursor: zoom-in;\n}\n\n/**\n * Isolated output.\n */\n.jp-OutputArea-output.jp-mod-isolated {\n  width: 100%;\n  display: block;\n}\n\n/*\nWhen drag events occur, `lm-mod-override-cursor` is added to the body.\nBecause iframes steal all cursor events, the following two rules are necessary\nto suppress pointer events while resize drags are occurring. There may be a\nbetter solution to this problem.\n*/\nbody.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated {\n  position: relative;\n}\n\nbody.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated::before {\n  content: '';\n  position: absolute;\n  top: 0;\n  left: 0;\n  right: 0;\n  bottom: 0;\n  background: transparent;\n}\n\n/* pre */\n\n.jp-OutputArea-output pre {\n  border: none;\n  margin: 0;\n  padding: 0;\n  overflow-x: auto;\n  overflow-y: auto;\n  word-break: break-all;\n  word-wrap: break-word;\n  white-space: pre-wrap;\n}\n\n/* tables */\n\n.jp-OutputArea-output.jp-RenderedHTMLCommon table {\n  margin-left: 0;\n  margin-right: 0;\n}\n\n/* description lists */\n\n.jp-OutputArea-output dl,\n.jp-OutputArea-output dt,\n.jp-OutputArea-output dd {\n  display: block;\n}\n\n.jp-OutputArea-output dl {\n  width: 100%;\n  overflow: hidden;\n  padding: 0;\n  margin: 0;\n}\n\n.jp-OutputArea-output dt {\n  font-weight: bold;\n  float: left;\n  width: 20%;\n  padding: 0;\n  margin: 0;\n}\n\n.jp-OutputArea-output dd {\n  float: left;\n  width: 80%;\n  padding: 0;\n  margin: 0;\n}\n\n.jp-TrimmedOutputs pre {\n  background: var(--jp-layout-color3);\n  font-size: calc(var(--jp-code-font-size) * 1.4);\n  text-align: center;\n  text-transform: uppercase;\n}\n\n/* Hide the gutter in case of\n *  - nested output areas (e.g. in the case of output widgets)\n *  - mirrored output areas\n */\n.jp-OutputArea .jp-OutputArea .jp-OutputArea-prompt {\n  display: none;\n}\n\n/* Hide empty lines in the output area, for instance due to cleared widgets */\n.jp-OutputArea-prompt:empty {\n  padding: 0;\n  border: 0;\n}\n\n/*-----------------------------------------------------------------------------\n| executeResult is added to any Output-result for the display of the object\n| returned by a cell\n|----------------------------------------------------------------------------*/\n\n.jp-OutputArea-output.jp-OutputArea-executeResult {\n  margin-left: 0;\n  width: 100%;\n}\n\n/* Text output with the Out[] prompt needs a top padding to match the\n * alignment of the Out[] prompt itself.\n */\n.jp-OutputArea-executeResult .jp-RenderedText.jp-OutputArea-output {\n  padding-top: var(--jp-code-padding);\n  border-top: var(--jp-border-width) solid transparent;\n}\n\n/*-----------------------------------------------------------------------------\n| The Stdin output\n|----------------------------------------------------------------------------*/\n\n.jp-Stdin-prompt {\n  color: var(--jp-content-font-color0);\n  padding-right: var(--jp-code-padding);\n  vertical-align: baseline;\n  flex: 0 0 auto;\n}\n\n.jp-Stdin-input {\n  font-family: var(--jp-code-font-family);\n  font-size: inherit;\n  color: inherit;\n  background-color: inherit;\n  width: 42%;\n  min-width: 200px;\n\n  /* make sure input baseline aligns with prompt */\n  vertical-align: baseline;\n\n  /* padding + margin = 0.5em between prompt and cursor */\n  padding: 0 0.25em;\n  margin: 0 0.25em;\n  flex: 0 0 70%;\n}\n\n.jp-Stdin-input::placeholder {\n  opacity: 0;\n}\n\n.jp-Stdin-input:focus {\n  box-shadow: none;\n}\n\n.jp-Stdin-input:focus::placeholder {\n  opacity: 1;\n}\n\n/*-----------------------------------------------------------------------------\n| Output Area View\n|----------------------------------------------------------------------------*/\n\n.jp-LinkedOutputView .jp-OutputArea {\n  height: 100%;\n  display: block;\n}\n\n.jp-LinkedOutputView .jp-OutputArea-output:only-child {\n  height: 100%;\n}\n\n/*-----------------------------------------------------------------------------\n| Printing\n|----------------------------------------------------------------------------*/\n\n@media print {\n  .jp-OutputArea-child {\n    break-inside: avoid-page;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Mobile\n|----------------------------------------------------------------------------*/\n@media only screen and (max-width: 760px) {\n  .jp-OutputPrompt {\n    display: table-row;\n    text-align: left;\n  }\n\n  .jp-OutputArea-child .jp-OutputArea-output {\n    display: table-row;\n    margin-left: var(--jp-notebook-padding);\n  }\n}\n\n/* Trimmed outputs warning */\n.jp-TrimmedOutputs > a {\n  margin: 10px;\n  text-decoration: none;\n  cursor: pointer;\n}\n\n.jp-TrimmedOutputs > a:hover {\n  text-decoration: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Table of Contents\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-private-toc-active-width: 4px;\n}\n\n.jp-TableOfContents {\n  display: flex;\n  flex-direction: column;\n  background: var(--jp-layout-color1);\n  color: var(--jp-ui-font-color1);\n  font-size: var(--jp-ui-font-size1);\n  height: 100%;\n}\n\n.jp-TableOfContents-placeholder {\n  text-align: center;\n}\n\n.jp-TableOfContents-placeholderContent {\n  color: var(--jp-content-font-color2);\n  padding: 8px;\n}\n\n.jp-TableOfContents-placeholderContent > h3 {\n  margin-bottom: var(--jp-content-heading-margin-bottom);\n}\n\n.jp-TableOfContents .jp-SidePanel-content {\n  overflow-y: auto;\n}\n\n.jp-TableOfContents-tree {\n  margin: 4px;\n}\n\n.jp-TableOfContents ol {\n  list-style-type: none;\n}\n\n/* stylelint-disable-next-line selector-max-type */\n.jp-TableOfContents li > ol {\n  /* Align left border with triangle icon center */\n  padding-left: 11px;\n}\n\n.jp-TableOfContents-content {\n  /* left margin for the active heading indicator */\n  margin: 0 0 0 var(--jp-private-toc-active-width);\n  padding: 0;\n  background-color: var(--jp-layout-color1);\n}\n\n.jp-tocItem {\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n.jp-tocItem-heading {\n  display: flex;\n  cursor: pointer;\n}\n\n.jp-tocItem-heading:hover {\n  background-color: var(--jp-layout-color2);\n}\n\n.jp-tocItem-content {\n  display: block;\n  padding: 4px 0;\n  white-space: nowrap;\n  text-overflow: ellipsis;\n  overflow-x: hidden;\n}\n\n.jp-tocItem-collapser {\n  height: 20px;\n  margin: 2px 2px 0;\n  padding: 0;\n  background: none;\n  border: none;\n  cursor: pointer;\n}\n\n.jp-tocItem-collapser:hover {\n  background-color: var(--jp-layout-color3);\n}\n\n/* Active heading indicator */\n\n.jp-tocItem-heading::before {\n  content: ' ';\n  background: transparent;\n  width: var(--jp-private-toc-active-width);\n  height: 24px;\n  position: absolute;\n  left: 0;\n  border-radius: var(--jp-border-radius);\n}\n\n.jp-tocItem-heading.jp-tocItem-active::before {\n  background-color: var(--jp-brand-color1);\n}\n\n.jp-tocItem-heading:hover.jp-tocItem-active::before {\n  background: var(--jp-brand-color0);\n  opacity: 1;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n.jp-Collapser {\n  flex: 0 0 var(--jp-cell-collapser-width);\n  padding: 0;\n  margin: 0;\n  border: none;\n  outline: none;\n  background: transparent;\n  border-radius: var(--jp-border-radius);\n  opacity: 1;\n}\n\n.jp-Collapser-child {\n  display: block;\n  width: 100%;\n  box-sizing: border-box;\n\n  /* height: 100% doesn't work because the height of its parent is computed from content */\n  position: absolute;\n  top: 0;\n  bottom: 0;\n}\n\n/*-----------------------------------------------------------------------------\n| Printing\n|----------------------------------------------------------------------------*/\n\n/*\nHiding collapsers in print mode.\n\nNote: input and output wrappers have \"display: block\" propery in print mode.\n*/\n\n@media print {\n  .jp-Collapser {\n    display: none;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Header/Footer\n|----------------------------------------------------------------------------*/\n\n/* Hidden by zero height by default */\n.jp-CellHeader,\n.jp-CellFooter {\n  height: 0;\n  width: 100%;\n  padding: 0;\n  margin: 0;\n  border: none;\n  outline: none;\n  background: transparent;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Input\n|----------------------------------------------------------------------------*/\n\n/* All input areas */\n.jp-InputArea {\n  display: table;\n  table-layout: fixed;\n  width: 100%;\n  overflow: hidden;\n}\n\n.jp-InputArea-editor {\n  display: table-cell;\n  overflow: hidden;\n  vertical-align: top;\n\n  /* This is the non-active, default styling */\n  border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);\n  border-radius: 0;\n  background: var(--jp-cell-editor-background);\n}\n\n.jp-InputPrompt {\n  display: table-cell;\n  vertical-align: top;\n  width: var(--jp-cell-prompt-width);\n  color: var(--jp-cell-inprompt-font-color);\n  font-family: var(--jp-cell-prompt-font-family);\n  padding: var(--jp-code-padding);\n  letter-spacing: var(--jp-cell-prompt-letter-spacing);\n  opacity: var(--jp-cell-prompt-opacity);\n  line-height: var(--jp-code-line-height);\n  font-size: var(--jp-code-font-size);\n  border: var(--jp-border-width) solid transparent;\n\n  /* Right align prompt text, don't wrap to handle large prompt numbers */\n  text-align: right;\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n\n  /* Disable text selection */\n  -webkit-user-select: none;\n  -moz-user-select: none;\n  -ms-user-select: none;\n  user-select: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Mobile\n|----------------------------------------------------------------------------*/\n@media only screen and (max-width: 760px) {\n  .jp-InputArea-editor {\n    display: table-row;\n    margin-left: var(--jp-notebook-padding);\n  }\n\n  .jp-InputPrompt {\n    display: table-row;\n    text-align: left;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Placeholder\n|----------------------------------------------------------------------------*/\n\n.jp-Placeholder {\n  display: table;\n  table-layout: fixed;\n  width: 100%;\n}\n\n.jp-Placeholder-prompt {\n  display: table-cell;\n  box-sizing: border-box;\n}\n\n.jp-Placeholder-content {\n  display: table-cell;\n  padding: 4px 6px;\n  border: 1px solid transparent;\n  border-radius: 0;\n  background: none;\n  box-sizing: border-box;\n  cursor: pointer;\n}\n\n.jp-Placeholder-contentContainer {\n  display: flex;\n}\n\n.jp-Placeholder-content:hover,\n.jp-InputPlaceholder > .jp-Placeholder-content:hover {\n  border-color: var(--jp-layout-color3);\n}\n\n.jp-Placeholder-content .jp-MoreHorizIcon {\n  width: 32px;\n  height: 16px;\n  border: 1px solid transparent;\n  border-radius: var(--jp-border-radius);\n}\n\n.jp-Placeholder-content .jp-MoreHorizIcon:hover {\n  border: 1px solid var(--jp-border-color1);\n  box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.25);\n  background-color: var(--jp-layout-color0);\n}\n\n.jp-PlaceholderText {\n  white-space: nowrap;\n  overflow-x: hidden;\n  color: var(--jp-inverse-layout-color3);\n  font-family: var(--jp-code-font-family);\n}\n\n.jp-InputPlaceholder > .jp-Placeholder-content {\n  border-color: var(--jp-cell-editor-border-color);\n  background: var(--jp-cell-editor-background);\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Private CSS variables\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-private-cell-scrolling-output-offset: 5px;\n}\n\n/*-----------------------------------------------------------------------------\n| Cell\n|----------------------------------------------------------------------------*/\n\n.jp-Cell {\n  padding: var(--jp-cell-padding);\n  margin: 0;\n  border: none;\n  outline: none;\n  background: transparent;\n}\n\n/*-----------------------------------------------------------------------------\n| Common input/output\n|----------------------------------------------------------------------------*/\n\n.jp-Cell-inputWrapper,\n.jp-Cell-outputWrapper {\n  display: flex;\n  flex-direction: row;\n  padding: 0;\n  margin: 0;\n\n  /* Added to reveal the box-shadow on the input and output collapsers. */\n  overflow: visible;\n}\n\n/* Only input/output areas inside cells */\n.jp-Cell-inputArea,\n.jp-Cell-outputArea {\n  flex: 1 1 auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Collapser\n|----------------------------------------------------------------------------*/\n\n/* Make the output collapser disappear when there is not output, but do so\n * in a manner that leaves it in the layout and preserves its width.\n */\n.jp-Cell.jp-mod-noOutputs .jp-Cell-outputCollapser {\n  border: none !important;\n  background: transparent !important;\n}\n\n.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputCollapser {\n  min-height: var(--jp-cell-collapser-min-height);\n}\n\n/*-----------------------------------------------------------------------------\n| Output\n|----------------------------------------------------------------------------*/\n\n/* Put a space between input and output when there IS output */\n.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputWrapper {\n  margin-top: 5px;\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {\n  overflow-y: auto;\n  max-height: 24em;\n  margin-left: var(--jp-private-cell-scrolling-output-offset);\n  resize: vertical;\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea[style*='height'] {\n  max-height: unset;\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea::after {\n  content: ' ';\n  box-shadow: inset 0 0 6px 2px rgb(0 0 0 / 30%);\n  width: 100%;\n  height: 100%;\n  position: sticky;\n  bottom: 0;\n  top: 0;\n  margin-top: -50%;\n  float: left;\n  display: block;\n  pointer-events: none;\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-child {\n  padding-top: 6px;\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {\n  width: calc(\n    var(--jp-cell-prompt-width) - var(--jp-private-cell-scrolling-output-offset)\n  );\n}\n\n.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay {\n  left: calc(-1 * var(--jp-private-cell-scrolling-output-offset));\n}\n\n/*-----------------------------------------------------------------------------\n| CodeCell\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| MarkdownCell\n|----------------------------------------------------------------------------*/\n\n.jp-MarkdownOutput {\n  display: table-cell;\n  width: 100%;\n  margin-top: 0;\n  margin-bottom: 0;\n  padding-left: var(--jp-code-padding);\n}\n\n.jp-MarkdownOutput.jp-RenderedHTMLCommon {\n  overflow: auto;\n}\n\n/* collapseHeadingButton (show always if hiddenCellsButton is _not_ shown) */\n.jp-collapseHeadingButton {\n  display: flex;\n  min-height: var(--jp-cell-collapser-min-height);\n  font-size: var(--jp-code-font-size);\n  position: absolute;\n  background-color: transparent;\n  background-size: 25px;\n  background-repeat: no-repeat;\n  background-position-x: center;\n  background-position-y: top;\n  background-image: var(--jp-icon-caret-down);\n  right: 0;\n  top: 0;\n  bottom: 0;\n}\n\n.jp-collapseHeadingButton.jp-mod-collapsed {\n  background-image: var(--jp-icon-caret-right);\n}\n\n/*\n set the container font size to match that of content\n so that the nested collapse buttons have the right size\n*/\n.jp-MarkdownCell .jp-InputPrompt {\n  font-size: var(--jp-content-font-size1);\n}\n\n/*\n  Align collapseHeadingButton with cell top header\n  The font sizes are identical to the ones in packages/rendermime/style/base.css\n*/\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='1'] {\n  font-size: var(--jp-content-font-size5);\n  background-position-y: calc(0.3 * var(--jp-content-font-size5));\n}\n\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='2'] {\n  font-size: var(--jp-content-font-size4);\n  background-position-y: calc(0.3 * var(--jp-content-font-size4));\n}\n\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='3'] {\n  font-size: var(--jp-content-font-size3);\n  background-position-y: calc(0.3 * var(--jp-content-font-size3));\n}\n\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='4'] {\n  font-size: var(--jp-content-font-size2);\n  background-position-y: calc(0.3 * var(--jp-content-font-size2));\n}\n\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='5'] {\n  font-size: var(--jp-content-font-size1);\n  background-position-y: top;\n}\n\n.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='6'] {\n  font-size: var(--jp-content-font-size0);\n  background-position-y: top;\n}\n\n/* collapseHeadingButton (show only on (hover,active) if hiddenCellsButton is shown) */\n.jp-Notebook.jp-mod-showHiddenCellsButton .jp-collapseHeadingButton {\n  display: none;\n}\n\n.jp-Notebook.jp-mod-showHiddenCellsButton\n  :is(.jp-MarkdownCell:hover, .jp-mod-active)\n  .jp-collapseHeadingButton {\n  display: flex;\n}\n\n/* showHiddenCellsButton (only show if jp-mod-showHiddenCellsButton is set, which\nis a consequence of the showHiddenCellsButton option in Notebook Settings)*/\n.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton {\n  margin-left: calc(var(--jp-cell-prompt-width) + 2 * var(--jp-code-padding));\n  margin-top: var(--jp-code-padding);\n  border: 1px solid var(--jp-border-color2);\n  background-color: var(--jp-border-color3) !important;\n  color: var(--jp-content-font-color0) !important;\n  display: flex;\n}\n\n.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton:hover {\n  background-color: var(--jp-border-color2) !important;\n}\n\n.jp-showHiddenCellsButton {\n  display: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Printing\n|----------------------------------------------------------------------------*/\n\n/*\nUsing block instead of flex to allow the use of the break-inside CSS property for\ncell outputs.\n*/\n\n@media print {\n  .jp-Cell-inputWrapper,\n  .jp-Cell-outputWrapper {\n    display: block;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Variables\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-notebook-toolbar-padding: 2px 5px 2px 2px;\n}\n\n/*-----------------------------------------------------------------------------\n\n/*-----------------------------------------------------------------------------\n| Styles\n|----------------------------------------------------------------------------*/\n\n.jp-NotebookPanel-toolbar {\n  padding: var(--jp-notebook-toolbar-padding);\n\n  /* disable paint containment from lumino 2.0 default strict CSS containment */\n  contain: style size !important;\n}\n\n.jp-Toolbar-item.jp-Notebook-toolbarCellType .jp-select-wrapper.jp-mod-focused {\n  border: none;\n  box-shadow: none;\n}\n\n.jp-Notebook-toolbarCellTypeDropdown select {\n  height: 24px;\n  font-size: var(--jp-ui-font-size1);\n  line-height: 14px;\n  border-radius: 0;\n  display: block;\n}\n\n.jp-Notebook-toolbarCellTypeDropdown span {\n  top: 5px !important;\n}\n\n.jp-Toolbar-responsive-popup {\n  position: absolute;\n  height: fit-content;\n  display: flex;\n  flex-direction: row;\n  flex-wrap: wrap;\n  justify-content: flex-end;\n  border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);\n  box-shadow: var(--jp-toolbar-box-shadow);\n  background: var(--jp-toolbar-background);\n  min-height: var(--jp-toolbar-micro-height);\n  padding: var(--jp-notebook-toolbar-padding);\n  z-index: 1;\n  right: 0;\n  top: 0;\n}\n\n.jp-Toolbar > .jp-Toolbar-responsive-opener {\n  margin-left: auto;\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Variables\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n\n/*-----------------------------------------------------------------------------\n| Styles\n|----------------------------------------------------------------------------*/\n\n.jp-Notebook-ExecutionIndicator {\n  position: relative;\n  display: inline-block;\n  height: 100%;\n  z-index: 9997;\n}\n\n.jp-Notebook-ExecutionIndicator-tooltip {\n  visibility: hidden;\n  height: auto;\n  width: max-content;\n  width: -moz-max-content;\n  background-color: var(--jp-layout-color2);\n  color: var(--jp-ui-font-color1);\n  text-align: justify;\n  border-radius: 6px;\n  padding: 0 5px;\n  position: fixed;\n  display: table;\n}\n\n.jp-Notebook-ExecutionIndicator-tooltip.up {\n  transform: translateX(-50%) translateY(-100%) translateY(-32px);\n}\n\n.jp-Notebook-ExecutionIndicator-tooltip.down {\n  transform: translateX(calc(-100% + 16px)) translateY(5px);\n}\n\n.jp-Notebook-ExecutionIndicator-tooltip.hidden {\n  display: none;\n}\n\n.jp-Notebook-ExecutionIndicator:hover .jp-Notebook-ExecutionIndicator-tooltip {\n  visibility: visible;\n}\n\n.jp-Notebook-ExecutionIndicator span {\n  font-size: var(--jp-ui-font-size1);\n  font-family: var(--jp-ui-font-family);\n  color: var(--jp-ui-font-color1);\n  line-height: 24px;\n  display: block;\n}\n\n.jp-Notebook-ExecutionIndicator-progress-bar {\n  display: flex;\n  justify-content: center;\n  height: 100%;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n/*\n * Execution indicator\n */\n.jp-tocItem-content::after {\n  content: '';\n\n  /* Must be identical to form a circle */\n  width: 12px;\n  height: 12px;\n  background: none;\n  border: none;\n  position: absolute;\n  right: 0;\n}\n\n.jp-tocItem-content[data-running='0']::after {\n  border-radius: 50%;\n  border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);\n  background: none;\n}\n\n.jp-tocItem-content[data-running='1']::after {\n  border-radius: 50%;\n  border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);\n  background-color: var(--jp-inverse-layout-color3);\n}\n\n.jp-tocItem-content[data-running='0'],\n.jp-tocItem-content[data-running='1'] {\n  margin-right: 12px;\n}\n\n/*\n * Copyright (c) Jupyter Development Team.\n * Distributed under the terms of the Modified BSD License.\n */\n\n.jp-Notebook-footer {\n  height: 27px;\n  margin-left: calc(\n    var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +\n      var(--jp-cell-padding)\n  );\n  width: calc(\n    100% -\n      (\n        var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +\n          var(--jp-cell-padding) + var(--jp-cell-padding)\n      )\n  );\n  border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);\n  color: var(--jp-ui-font-color3);\n  margin-top: 6px;\n  background: none;\n  cursor: pointer;\n}\n\n.jp-Notebook-footer:focus {\n  border-color: var(--jp-cell-editor-active-border-color);\n}\n\n/* For devices that support hovering, hide footer until hover */\n@media (hover: hover) {\n  .jp-Notebook-footer {\n    opacity: 0;\n  }\n\n  .jp-Notebook-footer:focus,\n  .jp-Notebook-footer:hover {\n    opacity: 1;\n  }\n}\n\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| Imports\n|----------------------------------------------------------------------------*/\n\n/*-----------------------------------------------------------------------------\n| CSS variables\n|----------------------------------------------------------------------------*/\n\n:root {\n  --jp-side-by-side-output-size: 1fr;\n  --jp-side-by-side-resized-cell: var(--jp-side-by-side-output-size);\n  --jp-private-notebook-dragImage-width: 304px;\n  --jp-private-notebook-dragImage-height: 36px;\n  --jp-private-notebook-selected-color: var(--md-blue-400);\n  --jp-private-notebook-active-color: var(--md-green-400);\n}\n\n/*-----------------------------------------------------------------------------\n| Notebook\n|----------------------------------------------------------------------------*/\n\n/* stylelint-disable selector-max-class */\n\n.jp-NotebookPanel {\n  display: block;\n  height: 100%;\n}\n\n.jp-NotebookPanel.jp-Document {\n  min-width: 240px;\n  min-height: 120px;\n}\n\n.jp-Notebook {\n  padding: var(--jp-notebook-padding);\n  outline: none;\n  overflow: auto;\n  background: var(--jp-layout-color0);\n}\n\n.jp-Notebook.jp-mod-scrollPastEnd::after {\n  display: block;\n  content: '';\n  min-height: var(--jp-notebook-scroll-padding);\n}\n\n.jp-MainAreaWidget-ContainStrict .jp-Notebook * {\n  contain: strict;\n}\n\n.jp-Notebook .jp-Cell {\n  overflow: visible;\n}\n\n.jp-Notebook .jp-Cell .jp-InputPrompt {\n  cursor: move;\n}\n\n/*-----------------------------------------------------------------------------\n| Notebook state related styling\n|\n| The notebook and cells each have states, here are the possibilities:\n|\n| - Notebook\n|   - Command\n|   - Edit\n| - Cell\n|   - None\n|   - Active (only one can be active)\n|   - Selected (the cells actions are applied to)\n|   - Multiselected (when multiple selected, the cursor)\n|   - No outputs\n|----------------------------------------------------------------------------*/\n\n/* Command or edit modes */\n\n.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-InputPrompt {\n  opacity: var(--jp-cell-prompt-not-active-opacity);\n  color: var(--jp-cell-prompt-not-active-font-color);\n}\n\n.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-OutputPrompt {\n  opacity: var(--jp-cell-prompt-not-active-opacity);\n  color: var(--jp-cell-prompt-not-active-font-color);\n}\n\n/* cell is active */\n.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser {\n  background: var(--jp-brand-color1);\n}\n\n/* cell is dirty */\n.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt {\n  color: var(--jp-warn-color1);\n}\n\n.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt::before {\n  color: var(--jp-warn-color1);\n  content: '\u2022';\n}\n\n.jp-Notebook .jp-Cell.jp-mod-active.jp-mod-dirty .jp-Collapser {\n  background: var(--jp-warn-color1);\n}\n\n/* collapser is hovered */\n.jp-Notebook .jp-Cell .jp-Collapser:hover {\n  box-shadow: var(--jp-elevation-z2);\n  background: var(--jp-brand-color1);\n  opacity: var(--jp-cell-collapser-not-active-hover-opacity);\n}\n\n/* cell is active and collapser is hovered */\n.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser:hover {\n  background: var(--jp-brand-color0);\n  opacity: 1;\n}\n\n/* Command mode */\n\n.jp-Notebook.jp-mod-commandMode .jp-Cell.jp-mod-selected {\n  background: var(--jp-notebook-multiselected-color);\n}\n\n.jp-Notebook.jp-mod-commandMode\n  .jp-Cell.jp-mod-active.jp-mod-selected:not(.jp-mod-multiSelected) {\n  background: transparent;\n}\n\n/* Edit mode */\n\n.jp-Notebook.jp-mod-editMode .jp-Cell.jp-mod-active .jp-InputArea-editor {\n  border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);\n  box-shadow: var(--jp-input-box-shadow);\n  background-color: var(--jp-cell-editor-active-background);\n}\n\n/*-----------------------------------------------------------------------------\n| Notebook drag and drop\n|----------------------------------------------------------------------------*/\n\n.jp-Notebook-cell.jp-mod-dropSource {\n  opacity: 0.5;\n}\n\n.jp-Notebook-cell.jp-mod-dropTarget,\n.jp-Notebook.jp-mod-commandMode\n  .jp-Notebook-cell.jp-mod-active.jp-mod-selected.jp-mod-dropTarget {\n  border-top-color: var(--jp-private-notebook-selected-color);\n  border-top-style: solid;\n  border-top-width: 2px;\n}\n\n.jp-dragImage {\n  display: block;\n  flex-direction: row;\n  width: var(--jp-private-notebook-dragImage-width);\n  height: var(--jp-private-notebook-dragImage-height);\n  border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);\n  background: var(--jp-cell-editor-background);\n  overflow: visible;\n}\n\n.jp-dragImage-singlePrompt {\n  box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);\n}\n\n.jp-dragImage .jp-dragImage-content {\n  flex: 1 1 auto;\n  z-index: 2;\n  font-size: var(--jp-code-font-size);\n  font-family: var(--jp-code-font-family);\n  line-height: var(--jp-code-line-height);\n  padding: var(--jp-code-padding);\n  border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);\n  background: var(--jp-cell-editor-background-color);\n  color: var(--jp-content-font-color3);\n  text-align: left;\n  margin: 4px 4px 4px 0;\n}\n\n.jp-dragImage .jp-dragImage-prompt {\n  flex: 0 0 auto;\n  min-width: 36px;\n  color: var(--jp-cell-inprompt-font-color);\n  padding: var(--jp-code-padding);\n  padding-left: 12px;\n  font-family: var(--jp-cell-prompt-font-family);\n  letter-spacing: var(--jp-cell-prompt-letter-spacing);\n  line-height: 1.9;\n  font-size: var(--jp-code-font-size);\n  border: var(--jp-border-width) solid transparent;\n}\n\n.jp-dragImage-multipleBack {\n  z-index: -1;\n  position: absolute;\n  height: 32px;\n  width: 300px;\n  top: 8px;\n  left: 8px;\n  background: var(--jp-layout-color2);\n  border: var(--jp-border-width) solid var(--jp-input-border-color);\n  box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);\n}\n\n/*-----------------------------------------------------------------------------\n| Cell toolbar\n|----------------------------------------------------------------------------*/\n\n.jp-NotebookTools {\n  display: block;\n  min-width: var(--jp-sidebar-min-width);\n  color: var(--jp-ui-font-color1);\n  background: var(--jp-layout-color1);\n\n  /* This is needed so that all font sizing of children done in ems is\n    * relative to this base size */\n  font-size: var(--jp-ui-font-size1);\n  overflow: auto;\n}\n\n.jp-ActiveCellTool {\n  padding: 12px 0;\n  display: flex;\n}\n\n.jp-ActiveCellTool-Content {\n  flex: 1 1 auto;\n}\n\n.jp-ActiveCellTool .jp-ActiveCellTool-CellContent {\n  background: var(--jp-cell-editor-background);\n  border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);\n  border-radius: 0;\n  min-height: 29px;\n}\n\n.jp-ActiveCellTool .jp-InputPrompt {\n  min-width: calc(var(--jp-cell-prompt-width) * 0.75);\n}\n\n.jp-ActiveCellTool-CellContent > pre {\n  padding: 5px 4px;\n  margin: 0;\n  white-space: normal;\n}\n\n.jp-MetadataEditorTool {\n  flex-direction: column;\n  padding: 12px 0;\n}\n\n.jp-RankedPanel > :not(:first-child) {\n  margin-top: 12px;\n}\n\n.jp-KeySelector select.jp-mod-styled {\n  font-size: var(--jp-ui-font-size1);\n  color: var(--jp-ui-font-color0);\n  border: var(--jp-border-width) solid var(--jp-border-color1);\n}\n\n.jp-KeySelector label,\n.jp-MetadataEditorTool label,\n.jp-NumberSetter label {\n  line-height: 1.4;\n}\n\n.jp-NotebookTools .jp-select-wrapper {\n  margin-top: 4px;\n  margin-bottom: 0;\n}\n\n.jp-NumberSetter input {\n  width: 100%;\n  margin-top: 4px;\n}\n\n.jp-NotebookTools .jp-Collapse {\n  margin-top: 16px;\n}\n\n/*-----------------------------------------------------------------------------\n| Presentation Mode (.jp-mod-presentationMode)\n|----------------------------------------------------------------------------*/\n\n.jp-mod-presentationMode .jp-Notebook {\n  --jp-content-font-size1: var(--jp-content-presentation-font-size1);\n  --jp-code-font-size: var(--jp-code-presentation-font-size);\n}\n\n.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-InputPrompt,\n.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-OutputPrompt {\n  flex: 0 0 110px;\n}\n\n/*-----------------------------------------------------------------------------\n| Side-by-side Mode (.jp-mod-sideBySide)\n|----------------------------------------------------------------------------*/\n.jp-mod-sideBySide.jp-Notebook .jp-Notebook-cell {\n  margin-top: 3em;\n  margin-bottom: 3em;\n  margin-left: 5%;\n  margin-right: 5%;\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell {\n  display: grid;\n  grid-template-columns: minmax(0, 1fr) min-content minmax(\n      0,\n      var(--jp-side-by-side-output-size)\n    );\n  grid-template-rows: auto minmax(0, 1fr) auto;\n  grid-template-areas:\n    'header header header'\n    'input handle output'\n    'footer footer footer';\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell.jp-mod-resizedCell {\n  grid-template-columns: minmax(0, 1fr) min-content minmax(\n      0,\n      var(--jp-side-by-side-resized-cell)\n    );\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellHeader {\n  grid-area: header;\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-inputWrapper {\n  grid-area: input;\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-outputWrapper {\n  /* overwrite the default margin (no vertical separation needed in side by side move */\n  margin-top: 0;\n  grid-area: output;\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellFooter {\n  grid-area: footer;\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle {\n  grid-area: handle;\n  user-select: none;\n  display: block;\n  height: 100%;\n  cursor: ew-resize;\n  padding: 0 var(--jp-cell-padding);\n}\n\n.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle::after {\n  content: '';\n  display: block;\n  background: var(--jp-border-color2);\n  height: 100%;\n  width: 5px;\n}\n\n.jp-mod-sideBySide.jp-Notebook\n  .jp-CodeCell.jp-mod-resizedCell\n  .jp-CellResizeHandle::after {\n  background: var(--jp-border-color0);\n}\n\n.jp-CellResizeHandle {\n  display: none;\n}\n\n/*-----------------------------------------------------------------------------\n| Placeholder\n|----------------------------------------------------------------------------*/\n\n.jp-Cell-Placeholder {\n  padding-left: 55px;\n}\n\n.jp-Cell-Placeholder-wrapper {\n  background: #fff;\n  border: 1px solid;\n  border-color: #e5e6e9 #dfe0e4 #d0d1d5;\n  border-radius: 4px;\n  -webkit-border-radius: 4px;\n  margin: 10px 15px;\n}\n\n.jp-Cell-Placeholder-wrapper-inner {\n  padding: 15px;\n  position: relative;\n}\n\n.jp-Cell-Placeholder-wrapper-body {\n  background-repeat: repeat;\n  background-size: 50% auto;\n}\n\n.jp-Cell-Placeholder-wrapper-body div {\n  background: #f6f7f8;\n  background-image: -webkit-linear-gradient(\n    left,\n    #f6f7f8 0%,\n    #edeef1 20%,\n    #f6f7f8 40%,\n    #f6f7f8 100%\n  );\n  background-repeat: no-repeat;\n  background-size: 800px 104px;\n  height: 104px;\n  position: absolute;\n  right: 15px;\n  left: 15px;\n  top: 15px;\n}\n\ndiv.jp-Cell-Placeholder-h1 {\n  top: 20px;\n  height: 20px;\n  left: 15px;\n  width: 150px;\n}\n\ndiv.jp-Cell-Placeholder-h2 {\n  left: 15px;\n  top: 50px;\n  height: 10px;\n  width: 100px;\n}\n\ndiv.jp-Cell-Placeholder-content-1,\ndiv.jp-Cell-Placeholder-content-2,\ndiv.jp-Cell-Placeholder-content-3 {\n  left: 15px;\n  right: 15px;\n  height: 10px;\n}\n\ndiv.jp-Cell-Placeholder-content-1 {\n  top: 100px;\n}\n\ndiv.jp-Cell-Placeholder-content-2 {\n  top: 120px;\n}\n\ndiv.jp-Cell-Placeholder-content-3 {\n  top: 140px;\n}\n\n</style>\n<style type=\"text/css\">\n/*-----------------------------------------------------------------------------\n| Copyright (c) Jupyter Development Team.\n| Distributed under the terms of the Modified BSD License.\n|----------------------------------------------------------------------------*/\n\n/*\nThe following CSS variables define the main, public API for styling JupyterLab.\nThese variables should be used by all plugins wherever possible. In other\nwords, plugins should not define custom colors, sizes, etc unless absolutely\nnecessary. This enables users to change the visual theme of JupyterLab\nby changing these variables.\n\nMany variables appear in an ordered sequence (0,1,2,3). These sequences\nare designed to work well together, so for example, `--jp-border-color1` should\nbe used with `--jp-layout-color1`. The numbers have the following meanings:\n\n* 0: super-primary, reserved for special emphasis\n* 1: primary, most important under normal situations\n* 2: secondary, next most important under normal situations\n* 3: tertiary, next most important under normal situations\n\nThroughout JupyterLab, we are mostly following principles from Google's\nMaterial Design when selecting colors. We are not, however, following\nall of MD as it is not optimized for dense, information rich UIs.\n*/\n\n:root {\n  /* Elevation\n   *\n   * We style box-shadows using Material Design's idea of elevation. These particular numbers are taken from here:\n   *\n   * https://github.com/material-components/material-components-web\n   * https://material-components-web.appspot.com/elevation.html\n   */\n\n  --jp-shadow-base-lightness: 0;\n  --jp-shadow-umbra-color: rgba(\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    0.2\n  );\n  --jp-shadow-penumbra-color: rgba(\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    0.14\n  );\n  --jp-shadow-ambient-color: rgba(\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    var(--jp-shadow-base-lightness),\n    0.12\n  );\n  --jp-elevation-z0: none;\n  --jp-elevation-z1: 0 2px 1px -1px var(--jp-shadow-umbra-color),\n    0 1px 1px 0 var(--jp-shadow-penumbra-color),\n    0 1px 3px 0 var(--jp-shadow-ambient-color);\n  --jp-elevation-z2: 0 3px 1px -2px var(--jp-shadow-umbra-color),\n    0 2px 2px 0 var(--jp-shadow-penumbra-color),\n    0 1px 5px 0 var(--jp-shadow-ambient-color);\n  --jp-elevation-z4: 0 2px 4px -1px var(--jp-shadow-umbra-color),\n    0 4px 5px 0 var(--jp-shadow-penumbra-color),\n    0 1px 10px 0 var(--jp-shadow-ambient-color);\n  --jp-elevation-z6: 0 3px 5px -1px var(--jp-shadow-umbra-color),\n    0 6px 10px 0 var(--jp-shadow-penumbra-color),\n    0 1px 18px 0 var(--jp-shadow-ambient-color);\n  --jp-elevation-z8: 0 5px 5px -3px var(--jp-shadow-umbra-color),\n    0 8px 10px 1px var(--jp-shadow-penumbra-color),\n    0 3px 14px 2px var(--jp-shadow-ambient-color);\n  --jp-elevation-z12: 0 7px 8px -4px var(--jp-shadow-umbra-color),\n    0 12px 17px 2px var(--jp-shadow-penumbra-color),\n    0 5px 22px 4px var(--jp-shadow-ambient-color);\n  --jp-elevation-z16: 0 8px 10px -5px var(--jp-shadow-umbra-color),\n    0 16px 24px 2px var(--jp-shadow-penumbra-color),\n    0 6px 30px 5px var(--jp-shadow-ambient-color);\n  --jp-elevation-z20: 0 10px 13px -6px var(--jp-shadow-umbra-color),\n    0 20px 31px 3px var(--jp-shadow-penumbra-color),\n    0 8px 38px 7px var(--jp-shadow-ambient-color);\n  --jp-elevation-z24: 0 11px 15px -7px var(--jp-shadow-umbra-color),\n    0 24px 38px 3px var(--jp-shadow-penumbra-color),\n    0 9px 46px 8px var(--jp-shadow-ambient-color);\n\n  /* Borders\n   *\n   * The following variables, specify the visual styling of borders in JupyterLab.\n   */\n\n  --jp-border-width: 1px;\n  --jp-border-color0: var(--md-grey-400);\n  --jp-border-color1: var(--md-grey-400);\n  --jp-border-color2: var(--md-grey-300);\n  --jp-border-color3: var(--md-grey-200);\n  --jp-inverse-border-color: var(--md-grey-600);\n  --jp-border-radius: 2px;\n\n  /* UI Fonts\n   *\n   * The UI font CSS variables are used for the typography all of the JupyterLab\n   * user interface elements that are not directly user generated content.\n   *\n   * The font sizing here is done assuming that the body font size of --jp-ui-font-size1\n   * is applied to a parent element. When children elements, such as headings, are sized\n   * in em all things will be computed relative to that body size.\n   */\n\n  --jp-ui-font-scale-factor: 1.2;\n  --jp-ui-font-size0: 0.83333em;\n  --jp-ui-font-size1: 13px; /* Base font size */\n  --jp-ui-font-size2: 1.2em;\n  --jp-ui-font-size3: 1.44em;\n  --jp-ui-font-family: system-ui, -apple-system, blinkmacsystemfont, 'Segoe UI',\n    helvetica, arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji',\n    'Segoe UI Symbol';\n\n  /*\n   * Use these font colors against the corresponding main layout colors.\n   * In a light theme, these go from dark to light.\n   */\n\n  /* Defaults use Material Design specification */\n  --jp-ui-font-color0: rgba(0, 0, 0, 1);\n  --jp-ui-font-color1: rgba(0, 0, 0, 0.87);\n  --jp-ui-font-color2: rgba(0, 0, 0, 0.54);\n  --jp-ui-font-color3: rgba(0, 0, 0, 0.38);\n\n  /*\n   * Use these against the brand/accent/warn/error colors.\n   * These will typically go from light to darker, in both a dark and light theme.\n   */\n\n  --jp-ui-inverse-font-color0: rgba(255, 255, 255, 1);\n  --jp-ui-inverse-font-color1: rgba(255, 255, 255, 1);\n  --jp-ui-inverse-font-color2: rgba(255, 255, 255, 0.7);\n  --jp-ui-inverse-font-color3: rgba(255, 255, 255, 0.5);\n\n  /* Content Fonts\n   *\n   * Content font variables are used for typography of user generated content.\n   *\n   * The font sizing here is done assuming that the body font size of --jp-content-font-size1\n   * is applied to a parent element. When children elements, such as headings, are sized\n   * in em all things will be computed relative to that body size.\n   */\n\n  --jp-content-line-height: 1.6;\n  --jp-content-font-scale-factor: 1.2;\n  --jp-content-font-size0: 0.83333em;\n  --jp-content-font-size1: 14px; /* Base font size */\n  --jp-content-font-size2: 1.2em;\n  --jp-content-font-size3: 1.44em;\n  --jp-content-font-size4: 1.728em;\n  --jp-content-font-size5: 2.0736em;\n\n  /* This gives a magnification of about 125% in presentation mode over normal. */\n  --jp-content-presentation-font-size1: 17px;\n  --jp-content-heading-line-height: 1;\n  --jp-content-heading-margin-top: 1.2em;\n  --jp-content-heading-margin-bottom: 0.8em;\n  --jp-content-heading-font-weight: 500;\n\n  /* Defaults use Material Design specification */\n  --jp-content-font-color0: rgba(0, 0, 0, 1);\n  --jp-content-font-color1: rgba(0, 0, 0, 0.87);\n  --jp-content-font-color2: rgba(0, 0, 0, 0.54);\n  --jp-content-font-color3: rgba(0, 0, 0, 0.38);\n  --jp-content-link-color: var(--md-blue-900);\n  --jp-content-font-family: system-ui, -apple-system, blinkmacsystemfont,\n    'Segoe UI', helvetica, arial, sans-serif, 'Apple Color Emoji',\n    'Segoe UI Emoji', 'Segoe UI Symbol';\n\n  /*\n   * Code Fonts\n   *\n   * Code font variables are used for typography of code and other monospaces content.\n   */\n\n  --jp-code-font-size: 13px;\n  --jp-code-line-height: 1.3077; /* 17px for 13px base */\n  --jp-code-padding: 5px; /* 5px for 13px base, codemirror highlighting needs integer px value */\n  --jp-code-font-family-default: menlo, consolas, 'DejaVu Sans Mono', monospace;\n  --jp-code-font-family: var(--jp-code-font-family-default);\n\n  /* This gives a magnification of about 125% in presentation mode over normal. */\n  --jp-code-presentation-font-size: 16px;\n\n  /* may need to tweak cursor width if you change font size */\n  --jp-code-cursor-width0: 1.4px;\n  --jp-code-cursor-width1: 2px;\n  --jp-code-cursor-width2: 4px;\n\n  /* Layout\n   *\n   * The following are the main layout colors use in JupyterLab. In a light\n   * theme these would go from light to dark.\n   */\n\n  --jp-layout-color0: white;\n  --jp-layout-color1: white;\n  --jp-layout-color2: var(--md-grey-200);\n  --jp-layout-color3: var(--md-grey-400);\n  --jp-layout-color4: var(--md-grey-600);\n\n  /* Inverse Layout\n   *\n   * The following are the inverse layout colors use in JupyterLab. In a light\n   * theme these would go from dark to light.\n   */\n\n  --jp-inverse-layout-color0: #111;\n  --jp-inverse-layout-color1: var(--md-grey-900);\n  --jp-inverse-layout-color2: var(--md-grey-800);\n  --jp-inverse-layout-color3: var(--md-grey-700);\n  --jp-inverse-layout-color4: var(--md-grey-600);\n\n  /* Brand/accent */\n\n  --jp-brand-color0: var(--md-blue-900);\n  --jp-brand-color1: var(--md-blue-700);\n  --jp-brand-color2: var(--md-blue-300);\n  --jp-brand-color3: var(--md-blue-100);\n  --jp-brand-color4: var(--md-blue-50);\n  --jp-accent-color0: var(--md-green-900);\n  --jp-accent-color1: var(--md-green-700);\n  --jp-accent-color2: var(--md-green-300);\n  --jp-accent-color3: var(--md-green-100);\n\n  /* State colors (warn, error, success, info) */\n\n  --jp-warn-color0: var(--md-orange-900);\n  --jp-warn-color1: var(--md-orange-700);\n  --jp-warn-color2: var(--md-orange-300);\n  --jp-warn-color3: var(--md-orange-100);\n  --jp-error-color0: var(--md-red-900);\n  --jp-error-color1: var(--md-red-700);\n  --jp-error-color2: var(--md-red-300);\n  --jp-error-color3: var(--md-red-100);\n  --jp-success-color0: var(--md-green-900);\n  --jp-success-color1: var(--md-green-700);\n  --jp-success-color2: var(--md-green-300);\n  --jp-success-color3: var(--md-green-100);\n  --jp-info-color0: var(--md-cyan-900);\n  --jp-info-color1: var(--md-cyan-700);\n  --jp-info-color2: var(--md-cyan-300);\n  --jp-info-color3: var(--md-cyan-100);\n\n  /* Cell specific styles */\n\n  --jp-cell-padding: 5px;\n  --jp-cell-collapser-width: 8px;\n  --jp-cell-collapser-min-height: 20px;\n  --jp-cell-collapser-not-active-hover-opacity: 0.6;\n  --jp-cell-editor-background: var(--md-grey-100);\n  --jp-cell-editor-border-color: var(--md-grey-300);\n  --jp-cell-editor-box-shadow: inset 0 0 2px var(--md-blue-300);\n  --jp-cell-editor-active-background: var(--jp-layout-color0);\n  --jp-cell-editor-active-border-color: var(--jp-brand-color1);\n  --jp-cell-prompt-width: 64px;\n  --jp-cell-prompt-font-family: var(--jp-code-font-family-default);\n  --jp-cell-prompt-letter-spacing: 0;\n  --jp-cell-prompt-opacity: 1;\n  --jp-cell-prompt-not-active-opacity: 0.5;\n  --jp-cell-prompt-not-active-font-color: var(--md-grey-700);\n\n  /* A custom blend of MD grey and blue 600\n   * See https://meyerweb.com/eric/tools/color-blend/#546E7A:1E88E5:5:hex */\n  --jp-cell-inprompt-font-color: #307fc1;\n\n  /* A custom blend of MD grey and orange 600\n   * https://meyerweb.com/eric/tools/color-blend/#546E7A:F4511E:5:hex */\n  --jp-cell-outprompt-font-color: #bf5b3d;\n\n  /* Notebook specific styles */\n\n  --jp-notebook-padding: 10px;\n  --jp-notebook-select-background: var(--jp-layout-color1);\n  --jp-notebook-multiselected-color: var(--md-blue-50);\n\n  /* The scroll padding is calculated to fill enough space at the bottom of the\n  notebook to show one single-line cell (with appropriate padding) at the top\n  when the notebook is scrolled all the way to the bottom. We also subtract one\n  pixel so that no scrollbar appears if we have just one single-line cell in the\n  notebook. This padding is to enable a 'scroll past end' feature in a notebook.\n  */\n  --jp-notebook-scroll-padding: calc(\n    100% - var(--jp-code-font-size) * var(--jp-code-line-height) -\n      var(--jp-code-padding) - var(--jp-cell-padding) - 1px\n  );\n\n  /* Rendermime styles */\n\n  --jp-rendermime-error-background: #fdd;\n  --jp-rendermime-table-row-background: var(--md-grey-100);\n  --jp-rendermime-table-row-hover-background: var(--md-light-blue-50);\n\n  /* Dialog specific styles */\n\n  --jp-dialog-background: rgba(0, 0, 0, 0.25);\n\n  /* Console specific styles */\n\n  --jp-console-padding: 10px;\n\n  /* Toolbar specific styles */\n\n  --jp-toolbar-border-color: var(--jp-border-color1);\n  --jp-toolbar-micro-height: 8px;\n  --jp-toolbar-background: var(--jp-layout-color1);\n  --jp-toolbar-box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.24);\n  --jp-toolbar-header-margin: 4px 4px 0 4px;\n  --jp-toolbar-active-background: var(--md-grey-300);\n\n  /* Statusbar specific styles */\n\n  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replaceVoidElement(match, tag, rest) {\n      rest = rest.trim();\n      if (!rest.endsWith('/')) {\n        rest = `${rest} /`;\n      }\n      return `<${tag} ${rest}>`;\n    }\n\n\n  /**\n   * Named HTML entities with their decimal equivalent codes.\n   *\n   * @see https://www.w3.org/TR/WD-html40-970708/sgml/entities.html\n   * */\n  const HTML_ENTITIES = `<!ENTITY Aacute \"&#193;\">\n<!ENTITY aacute \"&#225;\">\n<!ENTITY Acirc \"&#194;\">\n<!ENTITY acirc \"&#226;\">\n<!ENTITY acute \"&#180;\">\n<!ENTITY AElig \"&#198;\">\n<!ENTITY aelig \"&#230;\">\n<!ENTITY Agrave \"&#192;\">\n<!ENTITY agrave \"&#224;\">\n<!ENTITY alefsym \"&#8501;\">\n<!ENTITY Alpha \"&#913;\">\n<!ENTITY alpha \"&#945;\">\n<!ENTITY amp \"&#38;\">\n<!ENTITY and \"&#8869;\">\n<!ENTITY ang \"&#8736;\">\n<!ENTITY Aring \"&#197;\">\n<!ENTITY aring \"&#229;\">\n<!ENTITY asymp \"&#8776;\">\n<!ENTITY Atilde \"&#195;\">\n<!ENTITY atilde \"&#227;\">\n<!ENTITY Auml \"&#196;\">\n<!ENTITY auml \"&#228;\">\n<!ENTITY bdquo 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\"&#978;\">\n<!ENTITY Upsilon \"&#933;\">\n<!ENTITY upsilon \"&#965;\">\n<!ENTITY Uuml \"&#220;\">\n<!ENTITY uuml \"&#252;\">\n<!ENTITY weierp \"&#8472;\">\n<!ENTITY Xi \"&#926;\">\n<!ENTITY xi \"&#958;\">\n<!ENTITY Yacute \"&#221;\">\n<!ENTITY yacute \"&#253;\">\n<!ENTITY yen \"&#165;\">\n<!ENTITY Yuml \"&#376;\">\n<!ENTITY yuml \"&#255;\">\n<!ENTITY Zeta \"&#918;\">\n<!ENTITY zeta \"&#950;\">\n<!ENTITY zwj \"&#8205;\">\n<!ENTITY zwnj \"&#8204;\">`.replace(/\\n/g, ' ');\n\n  /**\n   * A reasonably strict xml declaration.\n   */\n  const XML_DECL = '<?xml version=\"1.0\" standalone=\"no\"?>';\n\n  /**\n   * The beginning of the XML doctype declaration.\n   */\n  const DOCTYPE_START = `<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\" \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\" [`;\n\n  /**\n   * The end of the XML docype declaration.\n   */\n  const DOCTYPE_END = ']>';\n\n  /**\n   * A full header for an SVG XML document.\n   */\n  const SVG_XML_HEADER = `${XML_DECL}\n    ${DOCTYPE_START}${HTML_ENTITIES}${DOCTYPE_END}`;\n\n    void Promise.all([...diagrams].map(renderOneMarmaid));\n  });\n</script>\n<style>\n  .jp-Mermaid:not(.jp-RenderedMermaid) {\n    display: none;\n  }\n\n  .jp-RenderedMermaid {\n    overflow: auto;\n    display: flex;\n  }\n\n  .jp-RenderedMermaid.jp-mod-warning {\n    width: auto;\n    padding: 0.5em;\n    margin-top: 0.5em;\n    border: var(--jp-border-width) solid var(--jp-warn-color2);\n    border-radius: var(--jp-border-radius);\n    color: var(--jp-ui-font-color1);\n    font-size: var(--jp-ui-font-size1);\n    white-space: pre-wrap;\n    word-wrap: break-word;\n  }\n\n  .jp-RenderedMermaid figure {\n    margin: 0;\n    overflow: auto;\n    max-width: 100%;\n  }\n\n  .jp-RenderedMermaid img {\n    max-width: 100%;\n  }\n\n  .jp-RenderedMermaid-Details > pre {\n    margin-top: 1em;\n  }\n\n  .jp-RenderedMermaid-Summary {\n    color: var(--jp-warn-color2);\n  }\n\n  .jp-RenderedMermaid:not(.jp-mod-warning) pre {\n    display: none;\n  }\n\n  .jp-RenderedMermaid-Summary > pre {\n    display: inline-block;\n    white-space: normal;\n  }\n</style>\n<!-- End of mermaid configuration --></head>\n<body class=\"jp-Notebook\" data-jp-theme-light=\"true\" data-jp-theme-name=\"JupyterLab Light\">\n<main>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=359daca5\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<img align=\"right\" alt=\"No description has been provided for this image\" src=\"https://data.actris.eu/static/img/actris-dc-logo.png\" width=\"400\"/>\n<h1 id=\"Single-scattering-albdeo-(SSA)\">Single scattering albdeo (SSA)<a class=\"anchor-link\" href=\"#Single-scattering-albdeo-(SSA)\">\u00b6</a></h1>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=2948b2c8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>The single scattering albedo (SSA) represents the ratio of scattering efficiency to total light extinction at a specific wavelength for a particular aerosol particle. The parameter plays a crucial role in determining the aerosol radiative effect.</p>\n<p>SSA is calculated using the following equation:</p>\n<p>$\\omega _0 = \\frac{\\sigma _S}{\\sigma _S + \\sigma _A} $</p>\n<p>Here, $\\sigma _S$ and $\\sigma _A$ correspond to the scattering and absoprtion coefficients, respectively. The ratio can take on values between 0 and 1. Where $\\omega _0 = 1$ means the particle only scatters light, and $\\omega _0=0$ indicates that the particle only absorbs light.</p>\n<p>The aerosol light absorption coefficient is measured using a filter absorption photometer, such as AE33, MAAP, CLAP, and similar devices. Meanwhile, the aerosol light scattering coefficient is measured with a nephelometer. It is important to note that these instruments can measure at multiple wavelengths. When determining the single scattering albedo, it is necessary to work with coefficients measured at the same wavelength. In the following examples, it will be demonstrated how to calculate the SSA using coefficients obtained at the same wavelength. Additionally, it will show how to derive the SSA when the data is measured at different wavelengths.</p>\n<p><strong>References</strong></p>\n<p>NASA. (2015). Science of Deep Blue. Retrieved from <a href=\"https://earth.gsfc.nasa.gov/climate/data/deep-blue/science\">https://earth.gsfc.nasa.gov/climate/data/deep-blue/science</a></p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=047e2b91\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Finding-datasets\">Finding datasets<a class=\"anchor-link\" href=\"#Finding-datasets\">\u00b6</a></h2><p>You can search in the EBAS thredds catalog for datasets as shown below. For determining the SSA please note that you want two datasets, using nephelometer and filter absoprtion photometer, from the same station. You must also check to see that the measurements are for the same aerosol particle size, and that the measurements overlap in time, to make the calculations valid.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=02d971e6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Importing useful python libraries</span>\n<span class=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">xarray</span><span class=\"w\"> </span><span class=\"k\">as</span><span class=\"w\"> </span><span class=\"nn\">xr</span> \n<span class=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">threddsclient</span>\n<span class=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">matplotlib.pyplot</span><span class=\"w\"> </span><span class=\"k\">as</span><span class=\"w\"> </span><span class=\"nn\">plt</span>\n<span class=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">pandas</span><span class=\"w\"> </span><span class=\"k\">as</span><span class=\"w\"> </span><span class=\"nn\">pd</span>\n<span class=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">numpy</span><span class=\"w\"> </span><span class=\"k\">as</span><span class=\"w\"> </span><span class=\"nn\">np</span> \n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=948b2e1e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Get the EBAS thredds catalog</span>\n<span class=\"n\">all_opendap_urls</span> <span class=\"o\">=</span> <span class=\"n\">threddsclient</span><span class=\"o\">.</span><span class=\"n\">opendap_urls</span><span class=\"p\">(</span><span class=\"s1\">'https://thredds.nilu.no/thredds/catalog/ebas/catalog.html'</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=5cd40d37\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Get all nephelometer opendap urls</span>\n<span class=\"n\">fap_opendap_urls</span> <span class=\"o\">=</span> <span class=\"p\">[</span><span class=\"n\">x</span> <span class=\"k\">for</span> <span class=\"n\">x</span> <span class=\"ow\">in</span> <span class=\"n\">all_opendap_urls</span> <span class=\"k\">if</span> <span class=\"s1\">'nephelometer'</span> <span class=\"ow\">in</span> <span class=\"n\">x</span><span class=\"p\">]</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s1\">'All EBAS nephelometer datasets with opendap protocol: </span><span class=\"se\">\\n</span><span class=\"s1\">'</span><span class=\"p\">,</span><span class=\"n\">fap_opendap_urls</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>All EBAS nephelometer datasets with opendap protocol: \n ['https://thredds.nilu.no/thredds/dodsC/ebas/ZA0001G.20060101000000.20150916120046.nephelometer..pm10.8y.1h.ZA02L_TSI_3563_CPT_pm10.ZA02L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ZA0001G.20050101000000.20150916115726.nephelometer..pm1.9y.1h.ZA02L_TSI_3563_CPT_pm1.ZA02L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/VN0001R.20140101000000.20190521143237.nephelometer..aerosol.5y.1h.VN01L_Ecotech_Aurora3000_PDI_dry.VN01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9085R.20031001070000.20181031145000.nephelometer..instrument.7y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9084R.19961002070000.20120222000000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2_US9048.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9084R.19961001070000.20181031145000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9083R.20040101000000.20181031145000.nephelometer.temperature.instrument.20mo.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9083R.20030101000000.20181031145000.nephelometer..instrument.1y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9083R.20020102050000.20120222000000.nephelometer..instrument.4y.1h.US11L_Optec-NGN-2_US9083.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9083R.20020101060000.20181031145000.nephelometer..instrument.1y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9083R.20020101050000.20181031145000.nephelometer...4y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9082U.20030402050000.20150318110708.nephelometer..instrument.12y.1h.US11L_Optec-NGN-2_US9082.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9082U.20030401000000.20181031145000.nephelometer..instrument.9y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9077R.19930702080000.20120222000000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2_US9077.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9077R.19930701080000.20181031145000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9074R.19930702080000.20120222000000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2_US9074.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9074R.19930701080000.20181031145000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9073R.20040702060000.20120222000000.nephelometer..instrument.3y.1h.US11L_Optec-NGN-2_US9073.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9073R.20040701070000.20181031145000.nephelometer..instrument.3y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9050R.20110101000000.20210204171410.nephelometer..pm10.10y.1h.US09L_TSI_3563_SPL_pm10.US09L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9050R.20110101000000.20210204163816.nephelometer..pm1.10y.1h.US09L_TSI_3563_SPL_pm1.US09L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9037R.20000702070000.20120222000000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2_US9037.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9037R.20000701080000.20181031145000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9035R.19980702070000.20120222000000.nephelometer..instrument.12y.1h.US11L_Optec-NGN-2_US9035.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9035R.19980701070000.20181031145000.nephelometer..instrument.12y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9034R.19930102060000.20120222000000.nephelometer..instrument.17y.1h.US11L_Optec-NGN-2_US9034.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9034R.19930101060000.20181031145000.nephelometer..instrument.17y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9002R.19931001070000.20181031145000.nephelometer..instrument.4y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9000R.20080102080000.20180601000000.nephelometer..instrument.10y.1h.US11L_Optec-NGN-2_RockyMountain.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9000R.20080102070000.20150318110936.nephelometer..instrument.7y.1h.US11L_Optec-NGN-2_US9005.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US9000R.20080101000000.20181031145000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6005G.20020410000600.20190530000000.nephelometer..pm10_humidified.4y.1h.US06L_TSI_3563_THD_ref+TSI_3563_THD_wet_pm10.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6005G.20020410000300.20190530000000.nephelometer..pm1_humidified.4y.1h.US06L_TSI_3563_THD_ref+TSI_3563_THD_wet_pm1.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6005G.20020101000000.20200306142031.nephelometer..pm10.16y.1h.US06L_TSI_3563_THD_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6005G.20020101000000.20200306140231.nephelometer..pm1.16y.1h.US06L_TSI_3563_THD_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6004G.20021207030000.20240119123101.nephelometer...21y.1h.US06L_TSI_3563_SPO.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6004G.19790101000000.20200414094540.nephelometer.aerosol_light_scattering_coefficient.aerosol.24y.1h.US06L_MRI_4-W_SPO.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.20130101000000.20160901092404.nephelometer..pm10.1y.1h.US06L_TSI_3563_SGP__pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.20090101000000.20161111100523.nephelometer..instrument.4y.1h.US06L_TSI_3563_SGP.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.20030101000000.20181031145000.nephelometer..pm10.1y.1h.US06L_TSI_3563_SGP.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.20030101000000.20150226123530.nephelometer..pm10.1y.1h.US06L_TSI_3563_SGP.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.19990315203700.20190509000000.nephelometer..pm10_humidified.18y.1h.US06L_TSI_3563_SGP_ref+TSI_3563_SGP_wet_pm10.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.19990101000000.20190208100731.nephelometer..pm1.19y.1h.US06L_TSI_3563_SGP_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.19981219000000.20190509000000.nephelometer..pm1_humidified.18y.1h.US06L_TSI_3563_SGP_ref+TSI_3563_SGP_wet_pm1.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.19970101000000.20181031145000.nephelometer...12y.1h.US06L_TSI_3563_SGP.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6002C.19960101000000.20190212135246.nephelometer..pm10.22y.1h.US06L_TSI_3563_SGP_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US6001R.19770101000000.20200305085737.nephelometer.aerosol_light_scattering_coefficient.aerosol.15y.1h.US06L_MRI_4-W_SMO.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US5501R.19980402040000.20120222000000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2_US5501.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US5501R.19980401040000.20181031145000.nephelometer..instrument.8y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4999R.19930102090000.20150318102606.nephelometer..instrument.22y.1h.US11L_Optec-NGN-2_US4999.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4999R.19930102060000.20180601000000.nephelometer..instrument.25y.1h.US11L_Optec-NGN-2_MountRanier.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4828R.19970102000000.20160620131434.nephelometer..instrument.18y.1h.US11L_Optec-NGN-2_US4828.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4828R.19960702050000.20180601000000.nephelometer..instrument.21y.1h.US11L_Optec-NGN-2_Shenandoah.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4828R.19960702050000.20150318111201.nephelometer..instrument.6mo.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4504R.19990101000000.20181031145000.nephelometer..instrument.12y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4504R.19980102060000.20180601123545.nephelometer..instrument.20y.1h.US11L_Optec-NGN-2_BIGBEND.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US4504R.19980102060000.20160621112551.nephelometer..instrument.17y.1h.US11L_Optec-NGN-2_US4504.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US3446C.20120509144700.20190430000000.nephelometer..pm1_humidified.5y.1h.US10L_TSI_3563_APP_ref+TSI_3563_APP_wet_pm1.US10L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US3446C.20120509143200.20190430000000.nephelometer..pm10_humidified.5y.1h.US10L_TSI_3563_APP_ref+TSI_3563_APP_wet_pm10.US10L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US3446C.20090101000000.20220126210537.nephelometer...13y.1h.US10L_TSI_3563_APP_pm10.US10L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US3446C.20090101000000.20220126210344.nephelometer...13y.1h.US10L_TSI_3563_APP_pm1.US10L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US3201R.19940401070000.20181031145000.nephelometer..instrument.7y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2905R.20080102080000.20180601000000.nephelometer..instrument.10y.1h.US11L_Optec-NGN-2_GreatBasin.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2905R.20071002070000.20150318101153.nephelometer..instrument.7y.1h.US11L_Optec-NGN-2_US2905.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2705R.20071001000000.20181031145000.nephelometer..instrument.5y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2705R.20071001000000.20121130144907.nephelometer..instrument.5y.1h.US11L_Optech-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2098R.19930402050000.20160621120301.nephelometer..instrument.22y.1h.US11L_Optec-NGN-2_US2098.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US2098R.19930401000000.20181031145000.nephelometer..instrument.19y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1810R.19930102070000.20180601000000.nephelometer..instrument.25y.1h.US11L_Optec-NGN-2_MamothCave.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1810R.19930102060000.20150318102321.nephelometer..instrument.22y.1h.US11L_Optec-NGN-2_US1810.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1810R.19930101000000.20181031145000.nephelometer..instrument.20y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1200R.20000101000000.20240107052943.nephelometer...24y.1h.US06L_TSI_3563_MLO_aerosol.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1200R.20000101000000.20230112151643.nephelometer...23y.1h.US06L_TSI_3563_MLO_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1200R.20000101000000.20230112150239.nephelometer...23y.1h.US06L_TSI_3563_MLO_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1200R.19940421000000.20200414065239.nephelometer.aerosol_light_scattering_coefficient.aerosol.6y.1h.US06L_MsE_3W-02_MLO.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1200R.19740101000000.20200414065132.nephelometer.aerosol_light_scattering_coefficient.aerosol.20y.1h.US06L_MRI_4-W_MLO.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US1109R.19930101050000.20181031145000.nephelometer..instrument.4y.1h.US11L_Optec-NGN-2.US11L_IMPROVE_nephelometer_2004.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0901R.20190101000000.20240129145359.nephelometer...5y.1h.US06L_TSI_3563_BOS_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0901R.20190101000000.20240129144904.nephelometer...5y.1h.US06L_TSI_3563_BOS_pm1.US06L_scat_coef.lev2.nc', 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'https://thredds.nilu.no/thredds/dodsC/ebas/ES0021U.20201005000000.20230530120000.nephelometer...27mo.1h.ES09L_Aurora_3000_CIEMAT.ES09L_scat_coef_Aurora3000_ciemat.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0021U.20200312100000.20220505133513.nephelometer.aerosol_light_scattering_coefficient.pm10.7mo.1h.ES09L_Aurora_3000_CIEMAT.ES09L_scat_coef_Aurora3000_ciemat.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0021U.20200312100000.20220505133513.nephelometer...7mo.1h.ES09L_Aurora_3000_CIEMAT.ES09L_scat_coef_Aurora3000_ciemat.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0020U.20140101010000.20190510000000.nephelometer..aerosol_humidified.27mo.1h.ES08L_TSI_3563_UGR_ref+TSI_3563_UGR_wet.ES08L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0020U.20060101000000.20240107063224.nephelometer...18y.1h.ES08L_TSI_3563_UGR.ES08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0018G.20200101000000.20230227161013.nephelometer...3y.1h.ES07L_TSI_3563_SN70738230-PM10amb.ES07L_sct_coef_PM10amb_TSI3562_v1_1.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0018G.20090101000000.20230227161013.nephelometer...11y.1h.ES07L_TSI_3563_SN70738230-PM10amb.ES07L_sct_coef_PM10amb_TSI3562_v1.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/ES0018G.20080101000000.20230227161013.nephelometer...9y.1h.ES07L_TSI_3563_SN70738230-PM10amb.ES07L_sct_coef_PM10amb_TSI3562_v1.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DK0025G.20110101000000.20230109115808.nephelometer...12y.1h.US06L_TSI_3563_SUM.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0060G.20130101000000.20240119151842.nephelometer...11y.1h.DE15L_TSI_3563_NMY_dry.DE15L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0060G.20010101000000.20161212114517.nephelometer...12y.1h.DE15L_TSI_3563_NMY_dry.DE15L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0054R.20100101000000.20240219091901.nephelometer...14y.1h.DE08L_TSI_3563_ZSF.DE08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20160101000000.20230525000000.nephelometer...7y.1h.DE08L_TSI_3563_MEL_dry.DE08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20140601000000.20170314101143.nephelometer..pm10.19mo.1h.DE08L_TSI_3563_Melpitz.DE08L_TROPOS_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20120101000000.20160706121035.nephelometer..pm10.30mo.1h.DE08L_TSI_3563_DE08.DE08L_TROPOS_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20110101000000.20160706112221.nephelometer..aerosol.1y.1h.DE08L_TSI_3563_DE08.DE08L_TROPOS_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20100101000000.20181031145000.nephelometer..aerosol.1y.1h.DE08L_TSI3563_sernum_1025.DE08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20090223132007.20181214000000.nephelometer..pm10_humidified.5w.3h.CH02L_TSI_3563_MEL_ref+TSI_3563_MEL_wet.CH02L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20070215150000.20181031145000.nephelometer..aerosol.3y.1h.DE08L_TSI3563_sernum_1027_and_1025.DE08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0044R.20070101000000.20181031145000.nephelometer..aerosol.46d.1h.DE08L_TSI3561_sernum_1035.DE08L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0043G.20170101000000.20230521143356.nephelometer...6y.1h.DE09L_TSI_Neph_3563.DE09L_GAW_MOHP.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0043G.20100201000000.20170721000000.nephelometer...7y.1h.DE09L_TSI_Neph_3563.DE09L_scatt_NEPH.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/DE0043G.20060101000000.20160708144500.nephelometer..aerosol.4y.1h.DE09L_tsi_neph_3563_aerosol.DE09L_nephelometer.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CZ0003R.20200101000000.20230516154943.nephelometer...3y.1h.CZ06L_Aurora3000_KOS.CZ06L_scat_coef_Aurora3000.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CZ0003R.20160101000000.20200124000000.nephelometer..pm10.4y.1h.CZ06L_TSI_3563_KOS_dry.CZ06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CZ0003R.20130101000000.20160526101917.nephelometer..pm10.2y.1h.CZ06L_TSI_3563_pm10.CZ06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CZ0003R.20120815130000.20160703145000.nephelometer..pm10.3y.1h.CZ06L_TSI_3563.CZ06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CY0002R.20150202000000.20200110000000.nephelometer...3y.1h.CY05L_TSI_Neph_CAO.CY05L_scat_coef_ambient.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CL0001R.20130429000000.20210613134541.nephelometer...7y.1h.CL01L_Ecotech_Aurora3000_TLL_dry.CL01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20150101000000.20230601084150.nephelometer...8y.1h.CH02L_TSI_3563_JFJ_dry.CH02L_Neph_3563.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20150101000000.20200604151959.nephelometer..aerosol.5y.1h.CH02L_Ecotech_Aurora3000_JFJ_dry.CH02L_Neph_Aurora3000.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20140101000000.20230601084150.nephelometer...1y.1h.CH02L_TSI_3563_JFJ_dry.CH02L_Neph_3563.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20100616230450.20181219000000.nephelometer..aerosol_humidified.7mo.3h.CH02L_TSI_3563_JFJ_ref+TSI_3563_JFJ_wet.CH02L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20010101000000.20230601084150.nephelometer...13y.1h.CH02L_TSI_3563_JFJ_dry.CH02L_Neph_3563.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.20010101000000.20230601084150.nephelometer...12y.1h.CH02L_TSI_3563_JFJ_dry.CH02L_Neph_3563_may2013.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CH0001G.19950101000000.20181031145000.nephelometer..aerosol.6y.1h.CH02L_IN3563.CH02L_backscat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0420G.20050101000000.20240124224014.nephelometer...18y.1h.CA01L_TSI_3563_ALT_pm1.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0420G.20040101000000.20240124224014.nephelometer...19y.1h.CA01L_TSI_3563_ALT_pm10.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0102R.20120101000000.20210503230016.nephelometer...1y.1h.CA01L_TSI_3563_ETL_pm10.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0102R.20080101000000.20240124225510.nephelometer...15y.1h.CA01L_TSI_3563_ETL_pm1.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0102R.20080101000000.20210414162135.nephelometer..pm25.1y.1h.CA01L_TSI_3563_ETL_pm25.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.20000101000000.20190523134435.nephelometer.aerosol_light_scattering_coefficient.pm1.1y.1h.US06L_TSI_3563_WSA_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.20000101000000.20190523134343.nephelometer.aerosol_light_scattering_coefficient.pm10.1y.1h.US06L_TSI_3563_WSA_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19950101000000.20190523134435.nephelometer..pm1.5y.1h.US06L_TSI_3563_WSA_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19950101000000.20190523134343.nephelometer..pm10.5y.1h.US06L_TSI_3563_WSA_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19941116000000.20190523134435.nephelometer..pm1.46d.1h.US06L_TSI_3563_WSA_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19941116000000.20190523134343.nephelometer..pm10.46d.1h.US06L_TSI_3563_WSA_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19920815000000.20190409083356.nephelometer.aerosol_light_scattering_coefficient.pm1.27mo.1h.US06L_MsE_3W-02_WSA_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0101R.19920815000000.20190409083228.nephelometer.aerosol_light_scattering_coefficient.pm10.27mo.1h.US06L_MsE_3W-02_WSA_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0100R.20130101000000.20240327222149.nephelometer...6y.1h.CA01L_TSI_3563_WHI_pm1.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0100R.20100101000000.20240129232249.nephelometer...3y.1h.CA01L_TSI_3563_WHI_pm1.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0100R.20080101000000.20170316141601.nephelometer..pm10.5y.1h.CA01L_TSI_3563_WHI_pm10.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0098R.20040703002959.20181218000000.nephelometer..pm10_humidified.44d.1h.US06L_TSI_3563_CBG_ref+TSI_3563_CBG_wet_pm10.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0098R.20040703000659.20181219000000.nephelometer..pm1_humidified.44d.1h.US06L_TSI_3563_CBG_ref+TSI_3563_CBG_wet_pm1.US06L_hygro_tandem_neph_CorrData.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0011R.20090101000000.20240215101445.nephelometer...14y.1h.CA01L_TSI_3563_EGB_pm1.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/CA0011R.20090101000000.20181031145000.nephelometer..pm10.1y.1h.CA01L_TSI_3563_EGB.CA01L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/BO0001R.20200101000000.20220419133510.nephelometer...2y.1h.BO01L_nephelometer_Ecotech_Aurora3000.BO01L_Ecotech_Aurora3000_CHC.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/BO0001R.20160101000000.20220419133510.nephelometer...4y.1h.BO01L_nephelometer_Ecotech_Aurora3000.BO01L_Ecotech_Aurora3000_CHC.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/BO0001R.20120101000000.20161123124831.nephelometer..pm10.4y.1h.BO01L_Ecotech_Aurora3000_CHC_ambient.BO01L_nephelometer_Ecotech_Aurora3000_lev2.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/BG0001R.20070101000000.20210606203652.nephelometer...13y.1h.BG02L_TSI_3563_BEO.BG02L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/AU0002G.20160101000000.20180101000000.nephelometer.aerosol_light_scattering_coefficient.pm1.2y.1h.AU01L_MAAP-CG_pm1.AU01L_coef_Neph_v1.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/AU0002G.20110101000000.20160101000000.nephelometer.aerosol_light_scattering_coefficient.pm1.5y.1h.AU01L_neph-CG.AU01L_coef_Neph_v1.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/AT0034G.20160101000000.20230228082901.nephelometer...7y.1h.AT04L_Ecotech_Aurora_4000.AT04L_neph_control_lev2_0_0_1.lev2.nc']\n</pre>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=0f78bdb1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Search for instance for a wanted station</span>\n<span class=\"n\">stat_opendap_urls</span> <span class=\"o\">=</span> <span class=\"p\">[</span><span class=\"n\">x</span> <span class=\"k\">for</span> <span class=\"n\">x</span> <span class=\"ow\">in</span> <span class=\"n\">fap_opendap_urls</span> <span class=\"k\">if</span> <span class=\"s2\">\"US0035R\"</span> <span class=\"ow\">in</span> <span class=\"n\">x</span><span class=\"p\">]</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s2\">\"All EBAS nephelometer datasets at station US0035R with opendap protocol: </span><span class=\"se\">\\n</span><span class=\"s2\">\"</span><span class=\"p\">,</span> <span class=\"n\">stat_opendap_urls</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>All EBAS nephelometer datasets at station US0035R with opendap protocol: \n ['https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.20000101000000.20240122174838.nephelometer...24y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.20000101000000.20240122173550.nephelometer...24y.1h.US06L_TSI_3563_BND_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19970101000000.20240122174838.nephelometer..pm10.3y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19970101000000.20240122173550.nephelometer..pm1.3y.1h.US06L_TSI_3563_BND_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19960101000000.20240122174838.nephelometer...1y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19960101000000.20240122173550.nephelometer...1y.1h.US06L_TSI_3563_BND_pm1.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19940101000000.20200223130939.nephelometer.aerosol_light_scattering_coefficient.pm10.2y.1h.US06L_MRI_1550_BND_pm10.US06L_scat_coef.lev2.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19940101000000.20200223130614.nephelometer.aerosol_light_scattering_coefficient.pm1.2y.1h.US06L_MRI_1550_BND_pm1.US06L_scat_coef.lev2.nc']\n</pre>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=3dc07cd3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Choosing a dataset, nephelometer</span>\n<span class=\"n\">opendap_url</span> <span class=\"o\">=</span> <span class=\"n\">stat_opendap_urls</span><span class=\"p\">[</span><span class=\"mi\">4</span><span class=\"p\">]</span>  \n<span class=\"n\">opendap_url</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>'https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19960101000000.20240122174838.nephelometer...1y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc'</pre>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=5e3df395\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Follow the same steps, search for filter_absorption_photometer at the same station, and choose a dataset corresponding with the timespan as the first.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=2adfab4a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Filter absorption photometer dataset</span>\n<span class=\"n\">opendap_url1</span> <span class=\"o\">=</span> <span class=\"s2\">\"https://thredds.nilu.no/thredds/dodsC/ebas/US0035R.19960101000000.20200311082648.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.10y.1h.US06L_RadianceResearch_PSAP-1W_BND_pm10.US06L_abs_coef.lev2.nc\"</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=817dd371\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Example-1\">Example 1<a class=\"anchor-link\" href=\"#Example-1\">\u00b6</a></h2><p>In the first example, the datasets we have chosen contains the scattering and absorption coefficients measured at the same wavelength, $\\lambda = 550 nm$.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=5a772068\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Now that we have found our datasets, we want to open them by assigning each to an xarray. The datasets may contain various variables, so it would be useful to extract the ones you are interested in, as demonstrated below.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=59af755e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Opening and showing dataset with xarray</span>\n<span class=\"n\">neph_ds</span> <span class=\"o\">=</span> <span class=\"n\">xr</span><span class=\"o\">.</span><span class=\"n\">open_dataset</span><span class=\"p\">(</span><span class=\"n\">opendap_url</span><span class=\"p\">)</span>  <span class=\"c1\"># nephelometer dataset</span>\n<span class=\"n\">phot_ds</span> <span class=\"o\">=</span> <span class=\"n\">xr</span><span class=\"o\">.</span><span class=\"n\">open_dataset</span><span class=\"p\">(</span><span class=\"n\">opendap_url1</span><span class=\"p\">)</span>  <span class=\"c1\"># photometer dataset</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=506c8741\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">neph_ds</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n<defs>\n<symbol id=\"icon-database\" viewbox=\"0 0 32 32\">\n<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n</symbol>\n<symbol id=\"icon-file-text2\" viewbox=\"0 0 32 32\">\n<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n</symbol>\n</defs>\n</svg>\n<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n *\n 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normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.Dataset&gt;\nDimensions:                                                         (\n                                                                     time: 8784,\n                                                                     tbnds: 2,\n                                                                     metadata_time: 1,\n                                                                     Location: 1,\n                                                                     pressure_qc_flags: 1,\n                                                                     ...\n                                                                     aerosol_light_backscattering_coefficient_amean_qc_flags: 1,\n                                                                     aerosol_light_backscattering_coefficient_prec1587_qc_flags: 1,\n                                                                     aerosol_light_backscattering_coefficient_perc8413_qc_flags: 1,\n                                                                     aerosol_light_scattering_coefficient_amean_qc_flags: 1,\n                                                                     aerosol_light_scattering_coefficient_prec1587_qc_flags: 1,\n                                                                     aerosol_light_scattering_coefficient_perc8413_qc_flags: 1)\nCoordinates:\n  * time                                                            (time) datetime64[ns] ...\n  * metadata_time                                                   (metadata_time) datetime64[ns] ...\n  * Location                                                        (Location) |S64 ...\n  * Wavelength                                                      (Wavelength) float64 ...\nDimensions without coordinates: tbnds, pressure_qc_flags, temperature_qc_flags,\n                                aerosol_light_backscattering_coefficient_amean_qc_flags,\n                                aerosol_light_backscattering_coefficient_prec1587_qc_flags,\n                                aerosol_light_backscattering_coefficient_perc8413_qc_flags,\n                                aerosol_light_scattering_coefficient_amean_qc_flags,\n                                aerosol_light_scattering_coefficient_prec1587_qc_flags,\n                                aerosol_light_scattering_coefficient_perc8413_qc_flags\nData variables: (12/26)\n    time_bnds                                                       (time, tbnds) datetime64[ns] ...\n    metadata_time_bnds                                              (metadata_time, tbnds) datetime64[ns] ...\n    pressure_qc                                                     (Location, pressure_qc_flags, time) float64 ...\n    pressure_ebasmetadata                                           (Location, metadata_time) |S64 ...\n    temperature_qc                                                  (Location, temperature_qc_flags, time) float64 ...\n    temperature_ebasmetadata                                        (Location, metadata_time) |S64 ...\n    ...                                                              ...\n    aerosol_light_backscattering_coefficient_amean                  (Wavelength, time) float64 ...\n    aerosol_light_backscattering_coefficient_prec1587               (Wavelength, time) float64 ...\n    aerosol_light_backscattering_coefficient_perc8413               (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_amean                      (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_prec1587                   (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_perc8413                   (Wavelength, time) float64 ...\nAttributes: (12/102)\n    Conventions:                       CF-1.8, ACDD-1.3\n    featureType:                       timeSeries\n    title:                             Ground based in situ observations of n...\n    keywords:                          Bondville, US0035R, GAW-WDCA, aerosol_...\n    id:                                US0035R.19960101000000.20240122174838....\n    naming_authority:                  EBAS\n    ...                                ...\n    geospatial_lat_units:              degrees_north\n    geospatial_lon_units:              degrees_east\n    comment:                           {\\n    \"Data definition\": \"EBAS_1.1\",\\...\n    standard_name_vocabulary:          CF-1.7, ACDD-1.3\n    history:                           None\n    creator_url:                       ebas.nilu.no</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.Dataset</div></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" disabled=\"\" id=\"section-fec1dfc0-79b7-451d-8d89-0f4ece705a51\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-fec1dfc0-79b7-451d-8d89-0f4ece705a51\" title=\"Expand/collapse section\">Dimensions:</label><div class=\"xr-section-inline-details\"><ul class=\"xr-dim-list\"><li><span class=\"xr-has-index\">time</span>: 8784</li><li><span>tbnds</span>: 2</li><li><span class=\"xr-has-index\">metadata_time</span>: 1</li><li><span class=\"xr-has-index\">Location</span>: 1</li><li><span>pressure_qc_flags</span>: 1</li><li><span>temperature_qc_flags</span>: 1</li><li><span class=\"xr-has-index\">Wavelength</span>: 3</li><li><span>aerosol_light_backscattering_coefficient_amean_qc_flags</span>: 1</li><li><span>aerosol_light_backscattering_coefficient_prec1587_qc_flags</span>: 1</li><li><span>aerosol_light_backscattering_coefficient_perc8413_qc_flags</span>: 1</li><li><span>aerosol_light_scattering_coefficient_amean_qc_flags</span>: 1</li><li><span>aerosol_light_scattering_coefficient_prec1587_qc_flags</span>: 1</li><li><span>aerosol_light_scattering_coefficient_perc8413_qc_flags</span>: 1</li></ul></div><div class=\"xr-section-details\"></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-72315b1d-b798-4829-a321-3ec865f730dc\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-72315b1d-b798-4829-a321-3ec865f730dc\">Coordinates: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">time</span></div><div class=\"xr-var-dims\">(time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">1996-01-01T00:30:00 ... 1996-12-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-bbc22e97-6519-49e9-8918-1d7b180040d0\" type=\"checkbox\"/><label for=\"attrs-bbc22e97-6519-49e9-8918-1d7b180040d0\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a3b7039a-d166-4069-accb-4808f2c41c38\" type=\"checkbox\"/><label for=\"data-a3b7039a-d166-4069-accb-4808f2c41c38\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of measurement</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['1996-01-01T00:30:00.000000000', '1996-01-01T01:30:00.000000000',\n       '1996-01-01T02:30:00.000000000', ..., '1996-12-31T21:30:00.000000000',\n       '1996-12-31T22:30:00.000000000', '1996-12-31T23:30:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">metadata_time</span></div><div class=\"xr-var-dims\">(metadata_time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">1996-07-02</div><input class=\"xr-var-attrs-in\" id=\"attrs-8d62f3f3-fe13-4d94-b3bb-b0fab98811b7\" type=\"checkbox\"/><label for=\"attrs-8d62f3f3-fe13-4d94-b3bb-b0fab98811b7\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-8847d74d-3a81-4936-82f5-526a604ce8d2\" type=\"checkbox\"/><label for=\"data-8847d74d-3a81-4936-82f5-526a604ce8d2\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of ebas metadata intervals</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>metadata_time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['1996-07-02T00:00:00.000000000'], dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Location</span></div><div class=\"xr-var-dims\">(Location)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">b'instrument internal'</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-f8c70f97-1cdc-455f-825c-26b92e75166c\" type=\"checkbox\"/><label for=\"attrs-f8c70f97-1cdc-455f-825c-26b92e75166c\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-312a0415-c464-4406-b61c-a11f3aba9e1e\" type=\"checkbox\"/><label for=\"data-312a0415-c464-4406-b61c-a11f3aba9e1e\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([b'instrument internal'], dtype='|S64')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Wavelength</span></div><div class=\"xr-var-dims\">(Wavelength)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">450.0 550.0 700.0</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-f6935387-5d3f-4950-a822-516a4ca166cb\" type=\"checkbox\"/><label for=\"attrs-f6935387-5d3f-4950-a822-516a4ca166cb\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-53b191e1-e2ec-4786-88ba-fc80631b90be\" type=\"checkbox\"/><label for=\"data-53b191e1-e2ec-4786-88ba-fc80631b90be\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([450., 550., 700.])</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-f2f66388-5b26-44c6-b36f-05426c4292c9\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-f2f66388-5b26-44c6-b36f-05426c4292c9\">Data variables: <span>(26)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>time_bnds</span></div><div class=\"xr-var-dims\">(time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-f663c5bd-f67f-4fa3-af82-3e3ffc47749f\" type=\"checkbox\"/><label for=\"attrs-f663c5bd-f67f-4fa3-af82-3e3ffc47749f\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-75d44886-875c-4ad3-a430-1324875488ae\" type=\"checkbox\"/><label for=\"data-75d44886-875c-4ad3-a430-1324875488ae\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for measurement</dd></dl></div><div class=\"xr-var-data\"><pre>[17568 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>metadata_time_bnds</span></div><div class=\"xr-var-dims\">(metadata_time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-835d6845-29c8-4d50-ad5d-1a1cf8166984\" type=\"checkbox\"/><label for=\"attrs-835d6845-29c8-4d50-ad5d-1a1cf8166984\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-db15d5d3-be60-4df0-bfac-1bc2311a9cd3\" type=\"checkbox\"/><label for=\"data-db15d5d3-be60-4df0-bfac-1bc2311a9cd3\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for ebas metadata intervals</dd></dl></div><div class=\"xr-var-data\"><pre>[2 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure_qc</span></div><div class=\"xr-var-dims\">(Location, pressure_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-3e4bb24b-a55d-4e39-82b3-4175c3a1a4a3\" type=\"checkbox\"/><label for=\"attrs-3e4bb24b-a55d-4e39-82b3-4175c3a1a4a3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-2d16beee-f93c-4e52-8aa2-23272671b633\" type=\"checkbox\"/><label for=\"data-2d16beee-f93c-4e52-8aa2-23272671b633\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[8784 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure_ebasmetadata</span></div><div class=\"xr-var-dims\">(Location, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-c5da54fa-4f08-421c-ac1f-08645a4928d5\" type=\"checkbox\"/><label for=\"attrs-c5da54fa-4f08-421c-ac1f-08645a4928d5\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-994ffba5-152d-47a0-9e85-52facb69daa4\" type=\"checkbox\"/><label for=\"data-994ffba5-152d-47a0-9e85-52facb69daa4\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[1 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature_qc</span></div><div class=\"xr-var-dims\">(Location, temperature_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-cabe9028-0802-471a-8b26-3796b08a9ef5\" type=\"checkbox\"/><label for=\"attrs-cabe9028-0802-471a-8b26-3796b08a9ef5\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-7c159dff-4270-4e1c-bba3-47db572ea589\" type=\"checkbox\"/><label for=\"data-7c159dff-4270-4e1c-bba3-47db572ea589\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[8784 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature_ebasmetadata</span></div><div class=\"xr-var-dims\">(Location, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-fbcf6c28-4b16-4d94-aaa9-db217b12679a\" type=\"checkbox\"/><label for=\"attrs-fbcf6c28-4b16-4d94-aaa9-db217b12679a\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-74c602c0-e2f9-4b88-a4b0-ec9168392487\" type=\"checkbox\"/><label for=\"data-74c602c0-e2f9-4b88-a4b0-ec9168392487\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[1 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-7b4a376d-2cf8-4f41-83c1-feaa0b0e8816\" type=\"checkbox\"/><label for=\"attrs-7b4a376d-2cf8-4f41-83c1-feaa0b0e8816\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-55fd7265-491f-436e-a8d4-035e685975a2\" type=\"checkbox\"/><label for=\"data-55fd7265-491f-436e-a8d4-035e685975a2\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-1c548ba7-4328-4895-9cbd-72bd5d67156e\" type=\"checkbox\"/><label for=\"attrs-1c548ba7-4328-4895-9cbd-72bd5d67156e\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-5fb798a9-9ca8-443b-bea0-9493114ffa68\" type=\"checkbox\"/><label for=\"data-5fb798a9-9ca8-443b-bea0-9493114ffa68\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-72dd7051-1ea0-491c-aeb9-08592c5e3891\" type=\"checkbox\"/><label for=\"attrs-72dd7051-1ea0-491c-aeb9-08592c5e3891\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-f252abef-f78d-4a72-954a-5a67ef2036ce\" type=\"checkbox\"/><label for=\"data-f252abef-f78d-4a72-954a-5a67ef2036ce\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5e7e3e07-f1ad-4f14-a689-4111ebeb7e50\" type=\"checkbox\"/><label for=\"attrs-5e7e3e07-f1ad-4f14-a689-4111ebeb7e50\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-bd868a28-62fc-4ba0-8a22-c2961e78e19f\" type=\"checkbox\"/><label for=\"data-bd868a28-62fc-4ba0-8a22-c2961e78e19f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-af7d1a48-359f-4172-81bd-f97923c31a74\" type=\"checkbox\"/><label for=\"attrs-af7d1a48-359f-4172-81bd-f97923c31a74\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-71b56d98-1a21-42cd-80b9-ccb8e5ad75fe\" type=\"checkbox\"/><label for=\"data-71b56d98-1a21-42cd-80b9-ccb8e5ad75fe\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-78a6f7df-c01e-4653-9668-adc0973c9793\" type=\"checkbox\"/><label for=\"attrs-78a6f7df-c01e-4653-9668-adc0973c9793\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-b45bd841-2ec7-4893-9117-e727771b4705\" type=\"checkbox\"/><label for=\"data-b45bd841-2ec7-4893-9117-e727771b4705\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-e29ce0fe-b0e6-4a6c-ac25-2eabd94a9c77\" type=\"checkbox\"/><label for=\"attrs-e29ce0fe-b0e6-4a6c-ac25-2eabd94a9c77\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-91a43d3f-a14b-4ad1-bfe7-c3386c333aaf\" type=\"checkbox\"/><label for=\"data-91a43d3f-a14b-4ad1-bfe7-c3386c333aaf\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-d22ea2fd-d0c0-48e1-a77a-e41b0210057f\" type=\"checkbox\"/><label for=\"attrs-d22ea2fd-d0c0-48e1-a77a-e41b0210057f\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-5a2600ff-f4e2-4b56-ae3c-f5ac558a9ee9\" type=\"checkbox\"/><label for=\"data-5a2600ff-f4e2-4b56-ae3c-f5ac558a9ee9\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-e8d80f50-46be-4410-a3de-97edd403147e\" type=\"checkbox\"/><label for=\"attrs-e8d80f50-46be-4410-a3de-97edd403147e\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-79de90f2-198a-4794-8df4-670b4ecbf22b\" type=\"checkbox\"/><label for=\"data-79de90f2-198a-4794-8df4-670b4ecbf22b\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-3357efd9-0687-4583-b770-fb79ca5ac3d2\" type=\"checkbox\"/><label for=\"attrs-3357efd9-0687-4583-b770-fb79ca5ac3d2\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-3967c4e3-3af2-47a3-8339-a6b822e79823\" type=\"checkbox\"/><label for=\"data-3967c4e3-3af2-47a3-8339-a6b822e79823\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-08fc630c-ba56-4d22-9b66-bb1fe45268db\" type=\"checkbox\"/><label for=\"attrs-08fc630c-ba56-4d22-9b66-bb1fe45268db\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-4c011603-ae45-40d2-9481-fd7a9e4e16d0\" type=\"checkbox\"/><label for=\"data-4c011603-ae45-40d2-9481-fd7a9e4e16d0\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-98c3db07-d13a-43ec-9b3a-562dd1545701\" type=\"checkbox\"/><label for=\"attrs-98c3db07-d13a-43ec-9b3a-562dd1545701\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-bc078547-efe4-48c6-a6c7-85f024189500\" type=\"checkbox\"/><label for=\"data-bc078547-efe4-48c6-a6c7-85f024189500\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[3 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure</span></div><div class=\"xr-var-dims\">(Location, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-f69a85e4-e6a6-4b67-88ae-c3e644e7cc18\" type=\"checkbox\"/><label for=\"attrs-f69a85e4-e6a6-4b67-88ae-c3e644e7cc18\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-61175ac3-c645-442f-b2cb-729e7adaf81f\" type=\"checkbox\"/><label for=\"data-61175ac3-c645-442f-b2cb-729e7adaf81f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>hPa</dd><dt><span>ancillary_variables :</span></dt><dd>pressure_qc pressure_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20200125151440</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>pressure</dd><dt><span>ebas_unit :</span></dt><dd>hPa</dd><dt><span>ebas_matrix :</span></dt><dd>instrument</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[8784 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature</span></div><div class=\"xr-var-dims\">(Location, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-d8fa0ae3-4714-4669-8c56-356590a84a21\" type=\"checkbox\"/><label for=\"attrs-d8fa0ae3-4714-4669-8c56-356590a84a21\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-e0fd5403-728e-445a-867d-d1f8949b5c63\" type=\"checkbox\"/><label for=\"data-e0fd5403-728e-445a-867d-d1f8949b5c63\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>K</dd><dt><span>ancillary_variables :</span></dt><dd>temperature_qc temperature_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20200125151440</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>temperature</dd><dt><span>ebas_unit :</span></dt><dd>K</dd><dt><span>ebas_matrix :</span></dt><dd>instrument</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[8784 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-cbc122e8-adca-463a-a680-2215f3732807\" type=\"checkbox\"/><label for=\"attrs-cbc122e8-adca-463a-a680-2215f3732807\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-6639039d-174e-4640-ad29-6c44973ee3b6\" type=\"checkbox\"/><label for=\"data-6639039d-174e-4640-ad29-6c44973ee3b6\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_amean_qc aerosol_light_backscattering_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5ff53cd1-4d27-4080-b919-737c3ad69c5e\" type=\"checkbox\"/><label for=\"attrs-5ff53cd1-4d27-4080-b919-737c3ad69c5e\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-51eb7550-9751-4dfb-9666-28cdc34f483f\" type=\"checkbox\"/><label for=\"data-51eb7550-9751-4dfb-9666-28cdc34f483f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_prec1587_qc aerosol_light_backscattering_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:15.87</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-dbaf03f7-d199-46be-96cc-f3971f97acc8\" type=\"checkbox\"/><label for=\"attrs-dbaf03f7-d199-46be-96cc-f3971f97acc8\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-f5f93cab-61f5-4db7-b5df-4dc26354356c\" type=\"checkbox\"/><label for=\"data-f5f93cab-61f5-4db7-b5df-4dc26354356c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_perc8413_qc aerosol_light_backscattering_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:84.13</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-4a917290-07cd-4453-a6a5-f8f295773bf9\" type=\"checkbox\"/><label for=\"attrs-4a917290-07cd-4453-a6a5-f8f295773bf9\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-1b9c5ff7-cd08-4ee6-b4f7-0cce496923c7\" type=\"checkbox\"/><label for=\"data-1b9c5ff7-cd08-4ee6-b4f7-0cce496923c7\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_amean_qc aerosol_light_scattering_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-291dcc48-6e85-4acd-b048-1591ab434008\" type=\"checkbox\"/><label for=\"attrs-291dcc48-6e85-4acd-b048-1591ab434008\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-14bc3b83-b56c-4cb7-a0f4-428a95953585\" type=\"checkbox\"/><label for=\"data-14bc3b83-b56c-4cb7-a0f4-428a95953585\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_prec1587_qc aerosol_light_scattering_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:15.87</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-dbb15edd-dd98-455e-bff7-da2dcae703a9\" type=\"checkbox\"/><label for=\"attrs-dbb15edd-dd98-455e-bff7-da2dcae703a9\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-302c7111-d098-4db1-ad1c-339c3ddfab87\" type=\"checkbox\"/><label for=\"data-302c7111-d098-4db1-ad1c-339c3ddfab87\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_perc8413_qc aerosol_light_scattering_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:84.13</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd></dl></div><div class=\"xr-var-data\"><pre>[26352 values with dtype=float64]</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-c12c5e40-5ea0-4984-b518-12aed29f7e31\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-c12c5e40-5ea0-4984-b518-12aed29f7e31\">Indexes: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-667e4a5c-ce87-489a-9dfa-7fc986cd7d51\" type=\"checkbox\"/><label for=\"index-667e4a5c-ce87-489a-9dfa-7fc986cd7d51\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['1996-01-01 00:30:00', '1996-01-01 01:30:00',\n               '1996-01-01 02:30:00', '1996-01-01 03:30:00',\n               '1996-01-01 04:30:00', '1996-01-01 05:30:00',\n               '1996-01-01 06:30:00', '1996-01-01 07:30:00',\n               '1996-01-01 08:30:00', '1996-01-01 09:30:00',\n               ...\n               '1996-12-31 14:30:00', '1996-12-31 15:30:00',\n               '1996-12-31 16:30:00', '1996-12-31 17:30:00',\n               '1996-12-31 18:30:00', '1996-12-31 19:30:00',\n               '1996-12-31 20:30:00', '1996-12-31 21:30:00',\n               '1996-12-31 22:30:00', '1996-12-31 23:30:00'],\n              dtype='datetime64[ns]', name='time', length=8784, freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>metadata_time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-2e17b04d-3845-4b5c-866a-6b770a862bf9\" type=\"checkbox\"/><label for=\"index-2e17b04d-3845-4b5c-866a-6b770a862bf9\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['1996-07-02'], dtype='datetime64[ns]', name='metadata_time', freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Location</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-081b8c2b-cc75-4b71-ad6e-a0164742bbce\" type=\"checkbox\"/><label for=\"index-081b8c2b-cc75-4b71-ad6e-a0164742bbce\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([b'instrument internal'], dtype='object', name='Location'))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Wavelength</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-39287952-633b-478a-b1c3-2a5863f18abf\" type=\"checkbox\"/><label for=\"index-39287952-633b-478a-b1c3-2a5863f18abf\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([450.0, 550.0, 700.0], dtype='float64', name='Wavelength'))</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-08b42972-36cc-43c9-b163-96ed0adbefb8\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-08b42972-36cc-43c9-b163-96ed0adbefb8\">Attributes: <span>(102)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>Conventions :</span></dt><dd>CF-1.8, ACDD-1.3</dd><dt><span>featureType :</span></dt><dd>timeSeries</dd><dt><span>title :</span></dt><dd>Ground based in situ observations of nephelometer at Bondville (US0035R)</dd><dt><span>keywords :</span></dt><dd>Bondville, US0035R, GAW-WDCA, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient, pm10, NOAA-ESRL</dd><dt><span>id :</span></dt><dd>US0035R.19960101000000.20240122174838.nephelometer...1y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc</dd><dt><span>naming_authority :</span></dt><dd>EBAS</dd><dt><span>project :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>citation :</span></dt><dd>Patrick Sheridan, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Bondville, data hosted by EBAS at NILU</dd><dt><span>summary :</span></dt><dd>Ground based in situ observations of nephelometer at Bondville (US0035R). These measurements are gathered as a part of the following projects GAW-WDCA, NOAA-ESRL and they are stored in the EBAS database (http://ebas.nilu.no/). Parameters measured are: aerosol_light_backscattering_coefficient in pm10, aerosol_light_backscattering_coefficient in pm10, aerosol_light_backscattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10</dd><dt><span>source :</span></dt><dd>surface observation</dd><dt><span>institution :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, Earth System Research Laboratory, Global Monitoring Division, 325 Broadway, CO 80305-3, Boulder, U.S.A.</dd><dt><span>processing_level :</span></dt><dd>processing_level_test</dd><dt><span>date_created :</span></dt><dd>2024-01-22T17:48:38 UTC</dd><dt><span>date_metadata_modified :</span></dt><dd>2024-01-22T17:48:38 UTC</dd><dt><span>creator_name :</span></dt><dd>Patrick Sheridan</dd><dt><span>creator_type :</span></dt><dd>person</dd><dt><span>creator_email :</span></dt><dd>Patrick.Sheridan@noaa.gov</dd><dt><span>creator_institution :</span></dt><dd>\"National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD\"</dd><dt><span>contributor_name :</span></dt><dd>Patrick Sheridan</dd><dt><span>contributor_role :</span></dt><dd>data submitter</dd><dt><span>publisher_type :</span></dt><dd>institution</dd><dt><span>publisher_name :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_institution :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_email :</span></dt><dd>ebas@nilu.no</dd><dt><span>publisher_url :</span></dt><dd>https://www.nilu.no/</dd><dt><span>geospatial_bounds :</span></dt><dd>POINT Z (40.049999 -88.366669 213.0)</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4979</dd><dt><span>geospatial_lat_min :</span></dt><dd>40.049999</dd><dt><span>geospatial_lat_max :</span></dt><dd>40.049999</dd><dt><span>geospatial_lon_min :</span></dt><dd>-88.366669</dd><dt><span>geospatial_lon_max :</span></dt><dd>-88.366669</dd><dt><span>geospatial_vertical_min :</span></dt><dd>213.0</dd><dt><span>geospatial_vertical_max :</span></dt><dd>213.0</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>up</dd><dt><span>time_coverage_start :</span></dt><dd>1996-01-01T00:00:00 UTC</dd><dt><span>time_coverage_end :</span></dt><dd>1997-01-01T00:00:00 UTC</dd><dt><span>time_coverage_duration :</span></dt><dd>P0001-00-00T00:00:00</dd><dt><span>time_coverage_resolution :</span></dt><dd>P0000-00-00T01:00:00</dd><dt><span>timezone :</span></dt><dd>UTC</dd><dt><span>ebas_data_definition :</span></dt><dd>EBAS_1.1</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_citation :</span></dt><dd>Patrick Sheridan, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Bondville, data hosted by EBAS at NILU</dd><dt><span>ebas_set_type_code :</span></dt><dd>TU</dd><dt><span>ebas_timezone :</span></dt><dd>UTC</dd><dt><span>ebas_file_name :</span></dt><dd>US0035R.19960101000000.20240122174838.nephelometer...1y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc</dd><dt><span>ebas_file_creation :</span></dt><dd>2024-01-22T22:37:20.511196 UTC</dd><dt><span>ebas_export_state :</span></dt><dd>2024-01-22T22:25:04.270285 UTC</dd><dt><span>ebas_export_filter :</span></dt><dd>exclude-900,exclude-invalid</dd><dt><span>ebas_startdate :</span></dt><dd>19960101000000</dd><dt><span>ebas_revision_date :</span></dt><dd>20240122174838</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_period_code :</span></dt><dd>1y</dd><dt><span>ebas_resolution_code :</span></dt><dd>1h</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_orig_time_res :</span></dt><dd>1mn</dd><dt><span>ebas_station_code :</span></dt><dd>US0035R</dd><dt><span>ebas_platform_code :</span></dt><dd>US0035S</dd><dt><span>ebas_station_name :</span></dt><dd>Bondville</dd><dt><span>ebas_station_latitude :</span></dt><dd>40.05</dd><dt><span>ebas_station_longitude :</span></dt><dd>-88.36667</dd><dt><span>ebas_station_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>40.049999</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>-88.366669</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>213.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>10.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_laboratory_code :</span></dt><dd>US06L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BND_pm10</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>TSI</dd><dt><span>ebas_instrument_model :</span></dt><dd>3563</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>1022</dd><dt><span>ebas_method_ref :</span></dt><dd>US06L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>Switched impactor at 10 um</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Heating to 40% RH, limit 40 deg. C</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \"Earth System Research Laboratory, Global Monitoring Division\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_submitter :</span></dt><dd>Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \"Boulder, CO\", USA</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>ebas_comment :</span></dt><dd>Standard Anderson &amp; Ogren 1998 values used for truncation correction</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>comment :</span></dt><dd>{\n    \"Data definition\": \"EBAS_1.1\",\n    \"Data license\": \"https://creativecommons.org/licenses/by/4.0/\",\n    \"Citation\": \"Patrick Sheridan, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Bondville, data hosted by EBAS at NILU\",\n    \"Set type code\": \"TU\",\n    \"Timezone\": \"UTC\",\n    \"File name\": \"US0035R.19960101000000.20240122174838.nephelometer...1y.1h.US06L_TSI_3563_BND_pm10.US06L_scat_coef.lev2.nc\",\n    \"File creation\": \"2024-01-22T22:37:20.511196 UTC\",\n    \"Export state\": \"2024-01-22T22:25:04.270285 UTC\",\n    \"Export filter\": \"exclude-900,exclude-invalid\",\n    \"Startdate\": \"19960101000000\",\n    \"Revision date\": \"20240122174838\",\n    \"Version\": \"1\",\n    \"Version description\": \"Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd\",\n    \"Data level\": \"2\",\n    \"Period code\": \"1y\",\n    \"Resolution code\": \"1h\",\n    \"Sample duration\": \"1h\",\n    \"Orig. time res.\": \"1mn\",\n    \"Station code\": \"US0035R\",\n    \"Platform code\": \"US0035S\",\n    \"Station name\": \"Bondville\",\n    \"Station latitude\": \"40.05\",\n    \"Station longitude\": \"-88.36667\",\n    \"Station altitude\": \"213.0 m\",\n    \"Measurement latitude\": \"40.049999\",\n    \"Measurement longitude\": \"-88.366669\",\n    \"Measurement altitude\": \"213.0 m\",\n    \"Measurement height\": \"10.0 m\",\n    \"Regime\": \"IMG\",\n    \"Laboratory code\": \"US06L\",\n    \"Instrument type\": \"nephelometer\",\n    \"Instrument name\": \"TSI_3563_BND_pm10\",\n    \"Instrument manufacturer\": \"TSI\",\n    \"Instrument model\": \"3563\",\n    \"Instrument serial number\": \"1022\",\n    \"Method ref\": \"US06L_scat_coef\",\n    \"Standard method\": \"cal-gas=CO2+AIR_truncation-correction=Anderson1998\",\n    \"Inlet type\": \"Impactor--direct\",\n    \"Inlet description\": \"Switched impactor at 10 um\",\n    \"Humidity/temperature control\": \"Heating to 40% RH, limit 40 deg. 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class=\"xr-text-repr-fallback\">&lt;xarray.Dataset&gt;\nDimensions:                                               (time: 87672,\n                                                           tbnds: 2,\n                                                           metadata_time: 10,\n                                                           Wavelength: 1,\n                                                           aerosol_absorption_coefficient_amean_qc_flags: 1,\n                                                           aerosol_absorption_coefficient_prec1587_qc_flags: 1,\n                                                           aerosol_absorption_coefficient_perc8413_qc_flags: 1)\nCoordinates:\n  * time                                                  (time) datetime64[ns] ...\n  * metadata_time                                         (metadata_time) datetime64[ns] ...\n  * Wavelength                                            (Wavelength) float64 ...\nDimensions without coordinates: tbnds,\n                                aerosol_absorption_coefficient_amean_qc_flags,\n                                aerosol_absorption_coefficient_prec1587_qc_flags,\n                                aerosol_absorption_coefficient_perc8413_qc_flags\nData variables:\n    time_bnds                                             (time, tbnds) datetime64[ns] ...\n    metadata_time_bnds                                    (metadata_time, tbnds) datetime64[ns] ...\n    aerosol_absorption_coefficient_amean_qc               (Wavelength, aerosol_absorption_coefficient_amean_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_prec1587_qc            (Wavelength, aerosol_absorption_coefficient_prec1587_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_prec1587_ebasmetadata  (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_perc8413_ebasmetadata  (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_amean_ebasmetadata     (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_perc8413_qc            (Wavelength, aerosol_absorption_coefficient_perc8413_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_prec1587               (Wavelength, time) float64 ...\n    aerosol_absorption_coefficient_amean                  (Wavelength, time) float64 ...\n    aerosol_absorption_coefficient_perc8413               (Wavelength, time) float64 ...\nAttributes: (12/52)\n    Conventions:                   CF-1.7, ACDD-1.3\n    featureType:                   timeSeries\n    title:                         Ground based in situ observations of aeros...\n    keywords:                      Bondville, NOAA-ESRL, US0035R, pm10, aeros...\n    id:                            US0035R.19960101000000.20200311082648.filt...\n    naming_authority:              EBAS\n    ...                            ...\n    geospatial_lat_units:          degrees_north\n    geospatial_lon_units:          degrees_east\n    comment:                       {\\n    \"Data definition\": \"EBAS_1.1\", \\n  ...\n    standard_name_vocabulary:      CF-1.7, ACDD-1.3\n    history:                       None\n    creator_url:                   ebas.nilu.no</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.Dataset</div></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" disabled=\"\" id=\"section-bb16a9f6-f546-4670-9ea8-a55d3d3622f7\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-bb16a9f6-f546-4670-9ea8-a55d3d3622f7\" title=\"Expand/collapse section\">Dimensions:</label><div class=\"xr-section-inline-details\"><ul class=\"xr-dim-list\"><li><span class=\"xr-has-index\">time</span>: 87672</li><li><span>tbnds</span>: 2</li><li><span class=\"xr-has-index\">metadata_time</span>: 10</li><li><span class=\"xr-has-index\">Wavelength</span>: 1</li><li><span>aerosol_absorption_coefficient_amean_qc_flags</span>: 1</li><li><span>aerosol_absorption_coefficient_prec1587_qc_flags</span>: 1</li><li><span>aerosol_absorption_coefficient_perc8413_qc_flags</span>: 1</li></ul></div><div class=\"xr-section-details\"></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-a7475119-d708-4640-bf21-79e59bbf893b\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-a7475119-d708-4640-bf21-79e59bbf893b\">Coordinates: <span>(3)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">time</span></div><div class=\"xr-var-dims\">(time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">1996-01-01T00:30:00 ... 2005-12-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-1e837d96-55a8-4365-9004-7f700f760649\" type=\"checkbox\"/><label for=\"attrs-1e837d96-55a8-4365-9004-7f700f760649\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-10e6f71e-569a-44a4-b4e1-6ca3848510b4\" type=\"checkbox\"/><label for=\"data-10e6f71e-569a-44a4-b4e1-6ca3848510b4\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of measurement</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd><dt><span>cell_methods :</span></dt><dd>mean</dd></dl></div><div class=\"xr-var-data\"><pre>array(['1996-01-01T00:30:00.000000000', '1996-01-01T01:30:00.000000000',\n       '1996-01-01T02:30:00.000000000', ..., '2005-12-31T21:30:00.000000000',\n       '2005-12-31T22:30:00.000000000', '2005-12-31T23:30:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">metadata_time</span></div><div class=\"xr-var-dims\">(metadata_time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">1996-07-02 ... 2005-07-02T12:00:00</div><input class=\"xr-var-attrs-in\" id=\"attrs-a373e3cd-5ec9-49e0-bf33-4efaa76ffbef\" type=\"checkbox\"/><label for=\"attrs-a373e3cd-5ec9-49e0-bf33-4efaa76ffbef\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-431cbb7b-6c15-4e82-85c3-beb9bb7596eb\" type=\"checkbox\"/><label for=\"data-431cbb7b-6c15-4e82-85c3-beb9bb7596eb\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of ebas metadata intervals</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>metadata_time_bnds</dd><dt><span>cell_methods :</span></dt><dd>mean</dd></dl></div><div class=\"xr-var-data\"><pre>array(['1996-07-02T00:00:00.000000000', '1997-07-02T12:00:00.000000000',\n       '1998-07-02T12:00:00.000000000', '1999-07-02T12:00:00.000000000',\n       '2000-07-02T00:00:00.000000000', '2001-07-02T12:00:00.000000000',\n       '2002-07-02T12:00:00.000000000', '2003-07-02T12:00:00.000000000',\n       '2004-07-02T00:00:00.000000000', '2005-07-02T12:00:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Wavelength</span></div><div class=\"xr-var-dims\">(Wavelength)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">550.0</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-56f7def4-4353-4887-9ee9-3443794f9c35\" type=\"checkbox\"/><label for=\"attrs-56f7def4-4353-4887-9ee9-3443794f9c35\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a8b9a5fe-640e-4231-8f47-de8022dc6139\" type=\"checkbox\"/><label for=\"data-a8b9a5fe-640e-4231-8f47-de8022dc6139\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([550.])</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-bf949eac-b5b7-4181-ba7c-7eca5b1fad54\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-bf949eac-b5b7-4181-ba7c-7eca5b1fad54\">Data variables: <span>(11)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>time_bnds</span></div><div class=\"xr-var-dims\">(time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-6901ffb4-ad02-4056-bfed-0976cf1430e3\" type=\"checkbox\"/><label for=\"attrs-6901ffb4-ad02-4056-bfed-0976cf1430e3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-cb1f86e9-96e1-4f5c-9058-34ce4ad61ebc\" type=\"checkbox\"/><label for=\"data-cb1f86e9-96e1-4f5c-9058-34ce4ad61ebc\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time bounds for measurement</dd></dl></div><div class=\"xr-var-data\"><pre>[175344 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>metadata_time_bnds</span></div><div class=\"xr-var-dims\">(metadata_time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-30cbc839-0fe1-4503-8c03-b31b86466aa3\" type=\"checkbox\"/><label for=\"attrs-30cbc839-0fe1-4503-8c03-b31b86466aa3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-fca6c15a-cc38-4f9d-be2c-5a9501051848\" type=\"checkbox\"/><label for=\"data-fca6c15a-cc38-4f9d-be2c-5a9501051848\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time bounds for ebas metadata intervals</dd></dl></div><div class=\"xr-var-data\"><pre>[20 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-65edd060-326e-4a06-83c2-995e07b267dc\" type=\"checkbox\"/><label for=\"attrs-65edd060-326e-4a06-83c2-995e07b267dc\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a31a90fd-a07c-496d-9de5-b74e3c893df2\" type=\"checkbox\"/><label for=\"data-a31a90fd-a07c-496d-9de5-b74e3c893df2\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-cc996f17-f52e-4d89-9925-c82a4c7e0482\" type=\"checkbox\"/><label for=\"attrs-cc996f17-f52e-4d89-9925-c82a4c7e0482\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-e0245435-5878-46d8-abe8-f444bcc1cc3e\" type=\"checkbox\"/><label for=\"data-e0245435-5878-46d8-abe8-f444bcc1cc3e\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-82ccf4b0-66a2-457d-91ba-3524f56ba7a3\" type=\"checkbox\"/><label for=\"attrs-82ccf4b0-66a2-457d-91ba-3524f56ba7a3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-70307fd7-02d3-4c1c-bb0e-f15e5a06ea47\" type=\"checkbox\"/><label for=\"data-70307fd7-02d3-4c1c-bb0e-f15e5a06ea47\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[10 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-1207cc84-9738-4817-be04-5a3fd3ffc7dd\" type=\"checkbox\"/><label for=\"attrs-1207cc84-9738-4817-be04-5a3fd3ffc7dd\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-05075b1f-4d90-451e-8b0b-35b5edb2ee2b\" type=\"checkbox\"/><label for=\"data-05075b1f-4d90-451e-8b0b-35b5edb2ee2b\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[10 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-0011d4f3-a9e2-4505-843f-ccbc615ebf7c\" type=\"checkbox\"/><label for=\"attrs-0011d4f3-a9e2-4505-843f-ccbc615ebf7c\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-67d81ab1-ef20-431b-9ed8-c096089f583b\" type=\"checkbox\"/><label for=\"data-67d81ab1-ef20-431b-9ed8-c096089f583b\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[10 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-83eab99c-c025-4b14-b6b1-56e2e5ab0a44\" type=\"checkbox\"/><label for=\"attrs-83eab99c-c025-4b14-b6b1-56e2e5ab0a44\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-68a0bfe6-fe2b-441f-a432-926ed003e611\" type=\"checkbox\"/><label for=\"data-68a0bfe6-fe2b-441f-a432-926ed003e611\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-02107892-ecbc-4c22-9255-fefbe7b68159\" type=\"checkbox\"/><label for=\"attrs-02107892-ecbc-4c22-9255-fefbe7b68159\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-aca278f9-6109-450c-bb17-6888da1ceedc\" type=\"checkbox\"/><label for=\"data-aca278f9-6109-450c-bb17-6888da1ceedc\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_prec1587_qc aerosol_absorption_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5fed7d38-2169-4503-9977-c65a9fbbc0ec\" type=\"checkbox\"/><label for=\"attrs-5fed7d38-2169-4503-9977-c65a9fbbc0ec\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-749fddb1-49fa-4d9a-ac80-29fc2f7d4aa0\" type=\"checkbox\"/><label for=\"data-749fddb1-49fa-4d9a-ac80-29fc2f7d4aa0\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_amean_qc aerosol_absorption_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-f301cb68-7aca-4f55-86c6-1e9cba812ccd\" type=\"checkbox\"/><label for=\"attrs-f301cb68-7aca-4f55-86c6-1e9cba812ccd\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-19be010d-e1a4-4826-8217-9476ccb0fc94\" type=\"checkbox\"/><label for=\"data-19be010d-e1a4-4826-8217-9476ccb0fc94\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_perc8413_qc aerosol_absorption_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd></dl></div><div class=\"xr-var-data\"><pre>[87672 values with dtype=float64]</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-7a20c5e4-d51e-495a-a92f-43a3daab8ea8\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-7a20c5e4-d51e-495a-a92f-43a3daab8ea8\">Indexes: <span>(3)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-179c3733-8de8-43d3-8d1f-79531edc0968\" type=\"checkbox\"/><label for=\"index-179c3733-8de8-43d3-8d1f-79531edc0968\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['1996-01-01 00:30:00', '1996-01-01 01:30:00',\n               '1996-01-01 02:30:00', '1996-01-01 03:30:00',\n               '1996-01-01 04:30:00', '1996-01-01 05:30:00',\n               '1996-01-01 06:30:00', '1996-01-01 07:30:00',\n               '1996-01-01 08:30:00', '1996-01-01 09:30:00',\n               ...\n               '2005-12-31 14:30:00', '2005-12-31 15:30:00',\n               '2005-12-31 16:30:00', '2005-12-31 17:30:00',\n               '2005-12-31 18:30:00', '2005-12-31 19:30:00',\n               '2005-12-31 20:30:00', '2005-12-31 21:30:00',\n               '2005-12-31 22:30:00', '2005-12-31 23:30:00'],\n              dtype='datetime64[ns]', name='time', length=87672, freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>metadata_time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-2b115a8b-219b-421d-89d9-a144ad595c0e\" type=\"checkbox\"/><label for=\"index-2b115a8b-219b-421d-89d9-a144ad595c0e\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['1996-07-02 00:00:00', '1997-07-02 12:00:00',\n               '1998-07-02 12:00:00', '1999-07-02 12:00:00',\n               '2000-07-02 00:00:00', '2001-07-02 12:00:00',\n               '2002-07-02 12:00:00', '2003-07-02 12:00:00',\n               '2004-07-02 00:00:00', '2005-07-02 12:00:00'],\n              dtype='datetime64[ns]', name='metadata_time', freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Wavelength</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-78eee57e-5d69-4649-8d90-68e8da64c96b\" type=\"checkbox\"/><label for=\"index-78eee57e-5d69-4649-8d90-68e8da64c96b\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([550.0], dtype='float64', name='Wavelength'))</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-a1c3b382-21af-4c32-be50-090a66ee131e\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-a1c3b382-21af-4c32-be50-090a66ee131e\">Attributes: <span>(52)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>Conventions :</span></dt><dd>CF-1.7, ACDD-1.3</dd><dt><span>featureType :</span></dt><dd>timeSeries</dd><dt><span>title :</span></dt><dd>Ground based in situ observations of aerosol_absorption_coefficient at Bondville (US0035R) using filter_absorption_photometer</dd><dt><span>keywords :</span></dt><dd>Bondville, NOAA-ESRL, US0035R, pm10, aerosol_absorption_coefficient, GAW-WDCA</dd><dt><span>id :</span></dt><dd>US0035R.19960101000000.20200311082648.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.10y.1h.US06L_RadianceResearch_PSAP-1W_BND_pm10.US06L_abs_coef.lev2.nc</dd><dt><span>naming_authority :</span></dt><dd>EBAS</dd><dt><span>project :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>license :</span></dt><dd>GAW-WDCA: , NOAA-ESRL: </dd><dt><span>summary :</span></dt><dd>Ground based in situ observations of aerosol_absorption_coefficient at Bondville (US0035R) using filter_absorption_photometer. These measurements are gathered as a part of the following projects GAW-WDCA, NOAA-ESRL and they are stored in the EBAS database (http://ebas.nilu.no/). Parameters measured are: aerosol_absorption_coefficient in pm10</dd><dt><span>source :</span></dt><dd>surface observation</dd><dt><span>institution :</span></dt><dd>US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, Earth System Research Laboratory, Global Monitoring Division, 325 Broadway, CO 80305-3, Boulder, U.S.A.</dd><dt><span>processing_level :</span></dt><dd>processing_level_test</dd><dt><span>date_created :</span></dt><dd>2020-03-11T08:26:48 UTC</dd><dt><span>date_metadata_modified :</span></dt><dd>2020-03-11T08:26:48 UTC</dd><dt><span>creator_name :</span></dt><dd>Patrick Sheridan</dd><dt><span>creator_type :</span></dt><dd>person</dd><dt><span>creator_email :</span></dt><dd>Patrick.Sheridan@noaa.gov</dd><dt><span>creator_institution :</span></dt><dd>\"National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD\"</dd><dt><span>contributor_name :</span></dt><dd>Patrick Sheridan</dd><dt><span>contributor_role :</span></dt><dd>data submitter</dd><dt><span>publisher_type :</span></dt><dd>institution</dd><dt><span>publisher_name :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_institution :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_email :</span></dt><dd>ebas@nilu.no</dd><dt><span>publisher_url :</span></dt><dd>https://www.nilu.no/</dd><dt><span>geospatial_bounds :</span></dt><dd>POINT Z (40.049999 -88.366669 213.0)</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4979</dd><dt><span>geospatial_lat_min :</span></dt><dd>40.049999</dd><dt><span>geospatial_lat_max :</span></dt><dd>40.049999</dd><dt><span>geospatial_lon_min :</span></dt><dd>-88.366669</dd><dt><span>geospatial_lon_max :</span></dt><dd>-88.366669</dd><dt><span>geospatial_vertical_min :</span></dt><dd>213.0</dd><dt><span>geospatial_vertical_max :</span></dt><dd>213.0</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>up</dd><dt><span>time_coverage_start :</span></dt><dd>1996-01-01T00:00:00 UTC</dd><dt><span>time_coverage_end :</span></dt><dd>2006-01-01T00:00:00 UTC</dd><dt><span>time_coverage_duration :</span></dt><dd>P0010-00-00T00:00:00</dd><dt><span>time_coverage_resolution :</span></dt><dd>P0000-00-00T01:00:00</dd><dt><span>timezone :</span></dt><dd>UTC</dd><dt><span>ebas_framework_acronym :</span></dt><dd>GAW-WDCA, NOAA-ESRL</dd><dt><span>ebas_framework_name :</span></dt><dd>World Data Centre for Aerosols, </dd><dt><span>ebas_framework_description :</span></dt><dd>The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., </dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Markus Fiebig, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>Markus.Fiebig@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>comment :</span></dt><dd>{\n    \"Data definition\": \"EBAS_1.1\", \n    \"Set type code\": \"TU\", \n    \"Timezone\": \"UTC\", \n    \"File name\": \"US0035R.19960101000000.20200311082648.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.10y.1h.US06L_RadianceResearch_PSAP-1W_BND_pm10.US06L_abs_coef.lev2.nc\", \n    \"File creation\": \"20200311112942\", \n    \"Startdate\": \"19960101000000\", \n    \"Revision date\": \"20200311082648\", \n    \"Version\": \"1\", \n    \"Version description\": \"Version numbering not tracked, generated by CPD3 EBAS Export v24-107-g015cb29-m run as da.output.upload (26215) run by aerosol on aero2-new.cmdl.noaa.gov via da.output.upload --after=undef --profile=ebas --quiet bnd\", \n    \"Data level\": \"2\", \n    \"Period code\": \"10y\", \n    \"Resolution code\": \"1h\", \n    \"Sample duration\": \"1h\", \n    \"Orig. time res.\": \"1mn\", \n    \"Station code\": \"US0035R\", \n    \"Platform code\": \"US0035S\", \n    \"Station name\": \"Bondville\", \n    \"Station latitude\": \"40.05\", \n    \"Station longitude\": \"-88.36667\", \n    \"Station altitude\": \"213.0 m\", \n    \"Measurement latitude\": \"40.049999\", \n    \"Measurement longitude\": \"-88.366669\", \n    \"Measurement altitude\": \"213.0 m\", \n    \"Measurement height\": \"10.0 m\", \n    \"Regime\": \"IMG\", \n    \"Component\": \"aerosol_absorption_coefficient\", \n    \"Unit\": \"1/Mm\", \n    \"Matrix\": \"pm10\", \n    \"Laboratory code\": \"US06L\", \n    \"Instrument type\": \"filter_absorption_photometer\", \n    \"Instrument name\": \"RadianceResearch_PSAP-1W_BND_pm10\", \n    \"Instrument manufacturer\": \"Radiance-Research\", \n    \"Instrument model\": \"PSAP-1W\", \n    \"Method ref\": \"US06L_abs_coef\", \n    \"Standard method\": \"Single-angle_Correction=Bond1999_Ogren2010\", \n    \"Inlet type\": \"Impactor--direct\", \n    \"Inlet description\": \"Switched impactor at 10 um\", \n    \"Humidity/temperature control\": \"Heating to 40% RH, limit 40 deg. C\", \n    \"Volume std. temperature\": \"273.15 K\", \n    \"Volume std. pressure\": \"1013.25 hPa\", \n    \"Zero/negative values code\": \"Zero/negative possible\", \n    \"Zero/negative values\": \"Zero and neg. values may appear due to statistical variations at very low concentrations\", \n    \"Organization\": \"US06L, National Oceanic and Atmospheric Administration, NOAA/ESRL/GMD, \\\"Earth System Research Laboratory, Global Monitoring Division\\\", 325 Broadway, , CO 80305-3, Boulder, U.S.A.\", \n    \"Frameworks\": \"GAW-WDCA NOAA-ESRL\", \n    \"Originator\": \"Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \\\"Boulder, CO\\\", USA\", \n    \"Submitter\": \"Sheridan, Patrick, Patrick.Sheridan@noaa.gov, National Oceanic and Atmospheric Administration/Earth System Research Laboratory/Global Monitoring Division, NOAA/ESRL/GMD, , 325 Broadway, , 80305, \\\"Boulder, CO\\\", USA\", \n    \"Acknowledgement\": \"Request acknowledgement details from data originator\", \n    \"Comment\": \"Standard Bond et al. 1999 values for K1 and K2 used at all wavelengths\"\n}</dd><dt><span>standard_name_vocabulary :</span></dt><dd>CF-1.7, ACDD-1.3</dd><dt><span>history :</span></dt><dd>None</dd><dt><span>creator_url :</span></dt><dd>ebas.nilu.no</dd></dl></div></li></ul></div></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9e917807\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>From the two datasets above, we observe that both of them contain measurements at a wavelength of 550 nm. Additionally, they both possess multiple variables. To make further operations easier, it is beneficial to extract the variables of interest, which in this case is the coefficient means.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=56e1f120\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># extracting variables and wavelengths of interest</span>\n\n<span class=\"c1\"># Absorption</span>\n<span class=\"n\">ab</span> <span class=\"o\">=</span> <span class=\"n\">phot_ds</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">]</span>\n<span class=\"n\">ab_coeff</span> <span class=\"o\">=</span> <span class=\"n\">ab</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">Wavelength</span> <span class=\"o\">=</span> <span class=\"mi\">550</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Scattering</span>\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">neph_ds</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span>\n<span class=\"n\">sc_coeff</span> <span class=\"o\">=</span> <span class=\"n\">sc</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">Wavelength</span> <span class=\"o\">=</span> <span class=\"mf\">550.0</span><span class=\"p\">)</span> \n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b2d81f05\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>As seen in the metadata of the measurements, using the xarrays, the data obtained from the nephelometer includes measurements solely from 1996, whereas the data acquired from the filter absorption photometer spans from 1996 to 2005. When this is the case, we want only want to look at the data from 1996 given by the filter absorption photometer.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=c9dafd05\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Check the datasets for big gaps in time, and adjust according to.</span>\n\n<span class=\"n\">ab_coeff</span> <span class=\"o\">=</span> <span class=\"n\">ab_coeff</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"o\">=</span><span class=\"nb\">slice</span><span class=\"p\">(</span><span class=\"s2\">\"1996-01-01\"</span><span class=\"p\">,</span> <span class=\"s2\">\"1996-12-31\"</span><span class=\"p\">))</span> <span class=\"c1\"># matching the time to the scattering values</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=c1fb9aec\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Converting to dataframe</span>\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">sc_coeff</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>\n<span class=\"n\">ab</span> <span class=\"o\">=</span> <span class=\"n\">ab_coeff</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=039e4959\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Plotting-of-raw-data\">Plotting of raw data<a class=\"anchor-link\" href=\"#Plotting-of-raw-data\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=64e2e23b\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Plotting the coefficients</span>\n<span class=\"n\">ab</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">()</span>\n<span class=\"n\">sc</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">()</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Absorption and scattering coefficients at Bondville (US) in 1996\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Time\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"[1/Mm]\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">legend</span><span class=\"p\">([</span><span class=\"s2\">\"Absorption Coefficient\"</span><span class=\"p\">,</span> <span class=\"s2\">\"Light Scattering Coefficient\"</span><span class=\"p\">])</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.03</span><span class=\"p\">,</span> <span class=\"mf\">0.87</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" src=\"data:image/png;base64,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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8e5a4dd4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Example on how to plot the two coefficients on different y-axis, getting a better view of the absorption coefficient:</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=19262055\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">fig</span><span class=\"p\">,</span> <span class=\"n\">ax1</span> <span class=\"o\">=</span> <span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">subplots</span><span class=\"p\">()</span>\n\n<span class=\"n\">fig</span><span class=\"o\">.</span><span class=\"n\">suptitle</span><span class=\"p\">(</span><span class=\"s2\">\"Absorption and scattering coefficients at Bondville (US) in 1996\"</span><span class=\"p\">)</span>\n\n<span class=\"n\">ax1</span><span class=\"o\">.</span><span class=\"n\">set_xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Time\"</span><span class=\"p\">)</span>\n<span class=\"n\">ax1</span><span class=\"o\">.</span><span class=\"n\">set_ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"Light scattering coefficient [1/Mm]\"</span><span class=\"p\">,</span> <span class=\"n\">color</span> <span class=\"o\">=</span> <span class=\"s2\">\"red\"</span><span class=\"p\">)</span>\n<span class=\"n\">ax1</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">sc</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">],</span> <span class=\"n\">color</span> <span class=\"o\">=</span> <span class=\"s2\">\"red\"</span><span class=\"p\">)</span>\n<span class=\"n\">ax1</span><span class=\"o\">.</span><span class=\"n\">tick_params</span><span class=\"p\">(</span><span class=\"n\">axis</span><span class=\"o\">=</span><span class=\"s1\">'y'</span><span class=\"p\">,</span> <span class=\"n\">labelcolor</span><span class=\"o\">=</span><span class=\"s2\">\"red\"</span><span class=\"p\">)</span>\n\n<span class=\"n\">ax2</span> <span class=\"o\">=</span> <span class=\"n\">ax1</span><span class=\"o\">.</span><span class=\"n\">twinx</span><span class=\"p\">()</span>\n\n<span class=\"n\">ax2</span><span class=\"o\">.</span><span class=\"n\">set_ylabel</span><span class=\"p\">(</span><span class=\"s1\">'Absorption coefficient [1/Mm]'</span><span class=\"p\">,</span> <span class=\"n\">color</span><span class=\"o\">=</span><span class=\"s2\">\"blue\"</span><span class=\"p\">)</span> \n<span class=\"n\">ax2</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">ab</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">],</span> <span class=\"n\">color</span><span class=\"o\">=</span><span class=\"s2\">\"blue\"</span><span class=\"p\">)</span>\n<span class=\"n\">ax2</span><span class=\"o\">.</span><span class=\"n\">tick_params</span><span class=\"p\">(</span><span class=\"n\">axis</span><span class=\"o\">=</span><span class=\"s1\">'y'</span><span class=\"p\">,</span> <span class=\"n\">labelcolor</span><span class=\"o\">=</span><span class=\"s2\">\"blue\"</span><span class=\"p\">)</span>\n\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.03</span><span class=\"p\">,</span> <span class=\"mf\">0.87</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n\n<span class=\"n\">fig</span><span class=\"o\">.</span><span class=\"n\">tight_layout</span><span class=\"p\">()</span>  \n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">show</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c93d6b4a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>There is a large gap in the datasets, for the example's sake, we look at the last part of the times series below.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=27944adf\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># A big gap in the datasets, so we focus on the last months of 1996:</span>\n\n<span class=\"n\">ab</span> <span class=\"o\">=</span> <span class=\"n\">ab_coeff</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"o\">=</span><span class=\"nb\">slice</span><span class=\"p\">(</span><span class=\"s2\">\"1996-10\"</span><span class=\"p\">,</span><span class=\"s2\">\"1996-12\"</span><span class=\"p\">))</span>\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">sc_coeff</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"o\">=</span><span class=\"nb\">slice</span><span class=\"p\">(</span><span class=\"s2\">\"1996-10\"</span><span class=\"p\">,</span><span class=\"s2\">\"1996-12\"</span><span class=\"p\">))</span>\n\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">sc</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>\n<span class=\"n\">ab</span> <span class=\"o\">=</span> <span class=\"n\">ab</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=7d8a312a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Plotting the coefficients</span>\n<span class=\"n\">ab</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">()</span>\n<span class=\"n\">sc</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">()</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Absorption and scattering coefficients (PM10) at Bondville (US) in oct-dec 1996\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Time\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"[1/Mm]\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">legend</span><span class=\"p\">([</span><span class=\"s2\">\"Absorption Coefficient\"</span><span class=\"p\">,</span> <span class=\"s2\">\"Light Scattering Coefficient\"</span><span class=\"p\">])</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.67</span><span class=\"p\">,</span> <span class=\"mf\">0.87</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=d2647f70\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Calculating-SSA\">Calculating SSA<a class=\"anchor-link\" href=\"#Calculating-SSA\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=eccf4613\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Calculating the SSA</span>\n\n<span class=\"c1\"># Due to NaNs in the datasets,it might be useful to calculate SSA using an if/else test:</span>\n\n<span class=\"k\">def</span><span class=\"w\"> </span><span class=\"nf\">SSA</span><span class=\"p\">(</span><span class=\"n\">s</span><span class=\"p\">,</span><span class=\"n\">a</span><span class=\"p\">):</span>\n    <span class=\"c1\"># s, a are the scattering and absorption coeff.</span>\n    <span class=\"c1\"># For a smooth operation, check that datasets are even in size.</span>\n    <span class=\"k\">if</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">s</span><span class=\"p\">)</span> <span class=\"o\">==</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">a</span><span class=\"p\">):</span>\n        <span class=\"n\">x</span> <span class=\"o\">=</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">s</span><span class=\"p\">)</span>\n    <span class=\"k\">else</span><span class=\"p\">:</span>\n        <span class=\"k\">return</span> <span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s2\">\"Match length of datasets.\"</span><span class=\"p\">)</span>\n    \n    <span class=\"n\">ssa</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">zeros</span><span class=\"p\">(</span><span class=\"n\">x</span><span class=\"p\">)</span>\n    <span class=\"c1\"># checking for any timesteps where there is no measurement (NaN)</span>\n    <span class=\"k\">for</span> <span class=\"n\">i</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"n\">x</span><span class=\"p\">):</span>\n        <span class=\"k\">if</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">isnan</span><span class=\"p\">(</span><span class=\"n\">s</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">])</span> <span class=\"ow\">or</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">isnan</span><span class=\"p\">(</span><span class=\"n\">a</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]):</span>\n            <span class=\"n\">ssa</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">nan</span>\n        <span class=\"k\">else</span><span class=\"p\">:</span>\n            <span class=\"n\">ssa</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">s</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">/</span> <span class=\"p\">(</span><span class=\"n\">s</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">+</span> <span class=\"n\">a</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">])</span>\n            \n    <span class=\"n\">time</span> <span class=\"o\">=</span> <span class=\"n\">s</span><span class=\"o\">.</span><span class=\"n\">index</span>\n    <span class=\"k\">return</span> <span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">ssa</span>\n            \n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b948750d\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>If the datasets of scattering coefficicents and absorption coefficients do not match in length, i.e. you get \"Match length of datasets\" when running the function above, there might be duplicates or differences in indexes of the two datasets. How to tackle this is shown in example 2.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=3968012f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Plot-of-SSA\">Plot of SSA<a class=\"anchor-link\" href=\"#Plot-of-SSA\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=5aa5b7d3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Assigning the coefficients to arrays</span>\n<span class=\"n\">sigma_SP</span> <span class=\"o\">=</span> <span class=\"n\">sc</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span>\n<span class=\"n\">sigma_AP</span> <span class=\"o\">=</span> <span class=\"n\">ab</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">]</span>\n\n<span class=\"c1\"># Executing the SSA function on our datasets</span>\n<span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">ssa</span> <span class=\"o\">=</span> <span class=\"n\">SSA</span><span class=\"p\">(</span><span class=\"n\">sigma_SP</span><span class=\"p\">,</span> <span class=\"n\">sigma_AP</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Plotting the results of SSA</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">ssa</span><span class=\"p\">,</span> <span class=\"n\">color</span><span class=\"o\">=</span><span class=\"s1\">'lightsteelblue'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xticks</span><span class=\"p\">(</span><span class=\"n\">rotation</span><span class=\"o\">=</span><span class=\"mi\">45</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Single scattering albedo at Bondville (US) oct-dec 1996\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Date\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"$\\omega 0$\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.67</span><span class=\"p\">,</span> <span class=\"mf\">0.3</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">show</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" src=\"data:image/png;base64,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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=050cbd89\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>The single scattering albedo, as previously explained, is a ratio that theoretically ranges from 0 to 1. However, the plot above indicates that this is not always the case, as the SSA in certain areas exceeds 1. In most instances, these occurrences can be due to measurement errors or anomalies. For further studies, one can look at the flagged measurements specified in the metadata.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9539cb4e\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>With the SSA determined, we might want to know something about the statistics of our calculations and measurements. Here are some examples.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=16151d36\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># New dataframe containing SSA</span>\n\n<span class=\"n\">df_SSA</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">DataFrame</span><span class=\"p\">(</span><span class=\"n\">ssa</span><span class=\"p\">,</span><span class=\"n\">time</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Inserting the coefficients into dataframe</span>\n\n<span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"sigma_SP\"</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">sigma_SP</span>\n<span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"sigma_AP\"</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">sigma_AP</span>\n\n<span class=\"c1\"># Editing headings in dataframe</span>\n\n<span class=\"n\">headings</span> <span class=\"o\">=</span> <span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">,</span> <span class=\"s2\">\"sigma_SP\"</span><span class=\"p\">,</span> <span class=\"s2\">\"sigma_AP\"</span><span class=\"p\">]</span>\n<span class=\"n\">df_SSA</span><span class=\"o\">.</span><span class=\"n\">columns</span> <span class=\"o\">=</span> <span class=\"n\">headings</span>\n\n<span class=\"n\">df_SSA</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>SSA</th>\n<th>sigma_SP</th>\n<th>sigma_AP</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n<th></th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>1996-10-01 00:30:00</th>\n<td>0.664687</td>\n<td>43.65</td>\n<td>22.02</td>\n</tr>\n<tr>\n<th>1996-10-01 01:30:00</th>\n<td>0.737142</td>\n<td>41.42</td>\n<td>14.77</td>\n</tr>\n<tr>\n<th>1996-10-01 02:30:00</th>\n<td>0.763162</td>\n<td>52.62</td>\n<td>16.33</td>\n</tr>\n<tr>\n<th>1996-10-01 03:30:00</th>\n<td>0.738882</td>\n<td>50.51</td>\n<td>17.85</td>\n</tr>\n<tr>\n<th>1996-10-01 04:30:00</th>\n<td>0.691579</td>\n<td>50.34</td>\n<td>22.45</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n<td>...</td>\n<td>...</td>\n</tr>\n<tr>\n<th>1996-12-31 19:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 20:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 21:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 22:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 23:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n</tbody>\n</table>\n<p>2208 rows \u00d7 3 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=225219a3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Daily-mean\">Daily mean<a class=\"anchor-link\" href=\"#Daily-mean\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=12aed1d6\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">daily_mean</span> <span class=\"o\">=</span> <span class=\"n\">df_SSA</span><span class=\"o\">.</span><span class=\"n\">resample</span><span class=\"p\">(</span><span class=\"s1\">'D'</span><span class=\"p\">)</span><span class=\"o\">.</span><span class=\"n\">mean</span><span class=\"p\">()</span>\n<span class=\"n\">daily_mean</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>SSA</th>\n<th>sigma_SP</th>\n<th>sigma_AP</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n<th></th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>1996-10-01</th>\n<td>0.831922</td>\n<td>54.765417</td>\n<td>10.772222</td>\n</tr>\n<tr>\n<th>1996-10-02</th>\n<td>0.929965</td>\n<td>96.850417</td>\n<td>6.455417</td>\n</tr>\n<tr>\n<th>1996-10-03</th>\n<td>0.811735</td>\n<td>11.667500</td>\n<td>2.893750</td>\n</tr>\n<tr>\n<th>1996-10-04</th>\n<td>0.806608</td>\n<td>16.566667</td>\n<td>3.960000</td>\n</tr>\n<tr>\n<th>1996-10-05</th>\n<td>0.756470</td>\n<td>22.467083</td>\n<td>6.596087</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n<td>...</td>\n<td>...</td>\n</tr>\n<tr>\n<th>1996-12-27</th>\n<td>0.976364</td>\n<td>68.604583</td>\n<td>1.449130</td>\n</tr>\n<tr>\n<th>1996-12-28</th>\n<td>0.974377</td>\n<td>35.735417</td>\n<td>0.791667</td>\n</tr>\n<tr>\n<th>1996-12-29</th>\n<td>0.996304</td>\n<td>87.985417</td>\n<td>0.130000</td>\n</tr>\n<tr>\n<th>1996-12-30</th>\n<td>0.997897</td>\n<td>60.960000</td>\n<td>-0.004444</td>\n</tr>\n<tr>\n<th>1996-12-31</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n</tbody>\n</table>\n<p>92 rows \u00d7 3 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=43a815c3\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">daily_mean</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"p\">,</span> <span class=\"n\">daily_mean</span><span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">])</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"$\\omega 0$\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Date\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xticks</span><span class=\"p\">(</span><span class=\"n\">rotation</span><span class=\"o\">=</span><span class=\"mi\">45</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Daily mean of SSA at Bondville (US) oct-dec 1996\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.67</span><span class=\"p\">,</span> <span class=\"mf\">0.3</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Text(0.67, 0.3, 'Particle size. PM10\\nWavelength: 550nm')</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" src=\"data:image/png;base64,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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=8484baf4\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"10-day-moving-average\">10-day moving average<a class=\"anchor-link\" href=\"#10-day-moving-average\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=470104a8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">moving_average</span> <span class=\"o\">=</span> <span class=\"n\">df_SSA</span><span class=\"o\">.</span><span class=\"n\">rolling</span><span class=\"p\">(</span><span class=\"n\">window</span><span class=\"o\">=</span><span class=\"mi\">10</span><span class=\"p\">)</span><span class=\"o\">.</span><span class=\"n\">mean</span><span class=\"p\">()</span>\n<span class=\"n\">moving_average</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>SSA</th>\n<th>sigma_SP</th>\n<th>sigma_AP</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n<th></th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>1996-10-01 00:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-10-01 01:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-10-01 02:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-10-01 03:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-10-01 04:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n<td>...</td>\n<td>...</td>\n</tr>\n<tr>\n<th>1996-12-31 19:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 20:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 21:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 22:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n<tr>\n<th>1996-12-31 23:30:00</th>\n<td>NaN</td>\n<td>NaN</td>\n<td>NaN</td>\n</tr>\n</tbody>\n</table>\n<p>2208 rows \u00d7 3 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=9f15f196\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">moving_average</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"p\">,</span> <span class=\"n\">moving_average</span><span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">])</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xticks</span><span class=\"p\">(</span><span class=\"n\">rotation</span><span class=\"o\">=</span><span class=\"mi\">45</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"10-day moving average of SSA at Bondville (US) oct-dec 1996\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Time\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"sa\">r</span><span class=\"s2\">\"$\\bar w_0$\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.67</span><span class=\"p\">,</span> <span class=\"mf\">0.3</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Text(0.67, 0.3, 'Particle size. PM10\\nWavelength: 550nm')</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b0f79e39\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Standard-deviation-and-standard-error\">Standard deviation and standard error<a class=\"anchor-link\" href=\"#Standard-deviation-and-standard-error\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=9f7d75f1\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">n</span> <span class=\"o\">=</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">])</span> <span class=\"c1\"># sample size</span>\n<span class=\"n\">std</span> <span class=\"o\">=</span> <span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">std</span><span class=\"p\">()</span>\n\n<span class=\"n\">std_err</span> <span class=\"o\">=</span> <span class=\"n\">std</span><span class=\"o\">/</span><span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">sqrt</span><span class=\"p\">(</span><span class=\"n\">n</span><span class=\"p\">)</span>\n\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"sa\">f</span><span class=\"s2\">\"The standard deviation of the determined single scattering albedo in Bondville (US) in Oct-Dec 1996 is approximately: </span><span class=\"se\">\\n</span><span class=\"s2\"> </span><span class=\"si\">{</span><span class=\"n\">std</span><span class=\"si\">:</span><span class=\"s2\">.4f</span><span class=\"si\">}</span><span class=\"s2\">\"</span><span class=\"p\">)</span>\n<span class=\"nb\">print</span><span class=\"p\">()</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"sa\">f</span><span class=\"s2\">\"The standard error of the determined single scattering albedo in Bondville (US) in Oct-Dec 1996 is approximately: </span><span class=\"se\">\\n</span><span class=\"s2\"> </span><span class=\"si\">{</span><span class=\"n\">std_err</span><span class=\"si\">:</span><span class=\"s2\">.4f</span><span class=\"si\">}</span><span class=\"s2\">\"</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>The standard deviation of the determined single scattering albedo in Bondville (US) in Oct-Dec 1996 is approximately: \n 0.0721\n\nThe standard error of the determined single scattering albedo in Bondville (US) in Oct-Dec 1996 is approximately: \n 0.0015\n</pre>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=240a6617\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Example-2,-datasets-with-non-matching-wavelengths\">Example 2, datasets with non-matching wavelengths<a class=\"anchor-link\" href=\"#Example-2,-datasets-with-non-matching-wavelengths\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=7ca57e0f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>By using the same procedure as for example 1, you obtain desired datasets. Here we have found data from the Birkenes II station in Norway.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=9217bf7a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Importing datasets, nephelometer and filter absoprtion photometer</span>\n<span class=\"n\">opendap_url</span> <span class=\"o\">=</span> <span class=\"s2\">\"https://thredds.nilu.no/thredds/dodsC/ebas/NO0002R.20100101000000.20230623163936.nephelometer...13y.1h.NO01L_TSI_3563_BIR_dry.NO01L_scat_coef.lev2.nc\"</span>\n<span class=\"n\">opendap_url0</span> <span class=\"o\">=</span> <span class=\"s2\">\"https://thredds.nilu.no/thredds/dodsC/ebas/NO0002R.20170101000000.20230627082633.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.6y.1h.NO01L_Radiance-Research_PSAP-3W_BIR_dry.NO01L_abs_coef_PSAP_v1.lev2.nc\"</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=f1870f2a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">neph_ds</span> <span class=\"o\">=</span> <span class=\"n\">xr</span><span class=\"o\">.</span><span class=\"n\">open_dataset</span><span class=\"p\">(</span><span class=\"n\">opendap_url</span><span class=\"p\">)</span>  <span class=\"c1\"># Opening and showing dataset with xarray</span>\n<span class=\"n\">phot_ds</span> <span class=\"o\">=</span> <span class=\"n\">xr</span><span class=\"o\">.</span><span class=\"n\">open_dataset</span><span class=\"p\">(</span><span class=\"n\">opendap_url0</span><span class=\"p\">)</span>  <span class=\"c1\"># Opening and showing dataset with xarray</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=fd859417\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">neph_ds</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n<defs>\n<symbol id=\"icon-database\" viewbox=\"0 0 32 32\">\n<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n</symbol>\n<symbol id=\"icon-file-text2\" viewbox=\"0 0 32 32\">\n<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n</symbol>\n</defs>\n</svg>\n<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n *\n */\n\n:root {\n  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n  --xr-background-color: var(--jp-layout-color0, white);\n  --xr-background-color-row-even: var(--jp-layout-color1, white);\n  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n}\n\nhtml[theme=dark],\nbody[data-theme=dark],\nbody.vscode-dark {\n  --xr-font-color0: rgba(255, 255, 255, 1);\n  --xr-font-color2: rgba(255, 255, 255, 0.54);\n  --xr-font-color3: rgba(255, 255, 255, 0.38);\n  --xr-border-color: #1F1F1F;\n  --xr-disabled-color: #515151;\n  --xr-background-color: #111111;\n  --xr-background-color-row-even: 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padding-right: 5px;\n}\n\n.xr-has-index {\n  font-weight: bold;\n}\n\n.xr-var-list,\n.xr-var-item {\n  display: contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  margin-bottom: 0;\n}\n\n.xr-var-item > .xr-var-name:hover span {\n  padding-right: 5px;\n}\n\n.xr-var-list > li:nth-child(odd) > div,\n.xr-var-list > li:nth-child(odd) > label,\n.xr-var-list > li:nth-child(odd) > .xr-var-name span {\n  background-color: var(--xr-background-color-row-odd);\n}\n\n.xr-var-name {\n  grid-column: 1;\n}\n\n.xr-var-dims {\n  grid-column: 2;\n}\n\n.xr-var-dtype {\n  grid-column: 3;\n  text-align: right;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-preview {\n  grid-column: 4;\n}\n\n.xr-index-preview {\n  grid-column: 2 / 5;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-name,\n.xr-var-dims,\n.xr-var-dtype,\n.xr-preview,\n.xr-attrs dt {\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n  padding-right: 10px;\n}\n\n.xr-var-name:hover,\n.xr-var-dims:hover,\n.xr-var-dtype:hover,\n.xr-attrs dt:hover {\n  overflow: visible;\n  width: auto;\n  z-index: 1;\n}\n\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  display: none;\n  background-color: var(--xr-background-color) !important;\n  padding-bottom: 5px !important;\n}\n\n.xr-var-attrs-in:checked ~ .xr-var-attrs,\n.xr-var-data-in:checked ~ .xr-var-data,\n.xr-index-data-in:checked ~ .xr-index-data {\n  display: block;\n}\n\n.xr-var-data > table {\n  float: right;\n}\n\n.xr-var-name span,\n.xr-var-data,\n.xr-index-name div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.Dataset&gt;\nDimensions:                                                         (\n                                                                     time: 113952,\n                                                                     tbnds: 2,\n                                                                     metadata_time: 13,\n                                                                     Location: 1,\n                                                                     pressure_qc_flags: 3,\n                                                                     ...\n                                                                     aerosol_light_backscattering_coefficient_amean_qc_flags: 3,\n                                                                     aerosol_light_backscattering_coefficient_prec1587_qc_flags: 3,\n                                                                     aerosol_light_backscattering_coefficient_perc8413_qc_flags: 3,\n                                                                     aerosol_light_scattering_coefficient_amean_qc_flags: 3,\n                                                                     aerosol_light_scattering_coefficient_prec1587_qc_flags: 3,\n                                                                     aerosol_light_scattering_coefficient_perc8413_qc_flags: 3)\nCoordinates:\n  * time                                                            (time) datetime64[ns] ...\n  * metadata_time                                                   (metadata_time) datetime64[ns] ...\n  * Location                                                        (Location) |S64 ...\n  * Wavelength                                                      (Wavelength) float64 ...\nDimensions without coordinates: tbnds, pressure_qc_flags,\n                                relative_humidity_qc_flags,\n                                temperature_qc_flags,\n                                aerosol_light_backscattering_coefficient_amean_qc_flags,\n                                aerosol_light_backscattering_coefficient_prec1587_qc_flags,\n                                aerosol_light_backscattering_coefficient_perc8413_qc_flags,\n                                aerosol_light_scattering_coefficient_amean_qc_flags,\n                                aerosol_light_scattering_coefficient_prec1587_qc_flags,\n                                aerosol_light_scattering_coefficient_perc8413_qc_flags\nData variables: (12/29)\n    time_bnds                                                       (time, tbnds) datetime64[ns] ...\n    metadata_time_bnds                                              (metadata_time, tbnds) datetime64[ns] ...\n    pressure_qc                                                     (Location, pressure_qc_flags, time) float64 ...\n    pressure_ebasmetadata                                           (Location, metadata_time) |S64 ...\n    relative_humidity_qc                                            (Location, relative_humidity_qc_flags, time) float64 ...\n    relative_humidity_ebasmetadata                                  (Location, metadata_time) |S64 ...\n    ...                                                              ...\n    aerosol_light_backscattering_coefficient_amean                  (Wavelength, time) float64 ...\n    aerosol_light_backscattering_coefficient_prec1587               (Wavelength, time) float64 ...\n    aerosol_light_backscattering_coefficient_perc8413               (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_amean                      (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_prec1587                   (Wavelength, time) float64 ...\n    aerosol_light_scattering_coefficient_perc8413                   (Wavelength, time) float64 ...\nAttributes: (12/94)\n    Conventions:                       CF-1.8, ACDD-1.3\n    featureType:                       timeSeries\n    title:                             Ground based in situ observations of n...\n    keywords:                          GAW-WDCA, Birkenes II, NILU, EMEP, NO0...\n    id:                                NO0002R.20100101000000.20230623163936....\n    naming_authority:                  EBAS\n    ...                                ...\n    geospatial_lat_units:              degrees_north\n    geospatial_lon_units:              degrees_east\n    comment:                           {\\n    \"Data definition\": \"EBAS_1.1\",\\...\n    standard_name_vocabulary:          CF-1.7, ACDD-1.3\n    history:                           None\n    creator_url:                       ebas.nilu.no</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.Dataset</div></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" disabled=\"\" id=\"section-98035b3c-8146-41c6-a560-4a7ff6dba803\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-98035b3c-8146-41c6-a560-4a7ff6dba803\" title=\"Expand/collapse section\">Dimensions:</label><div class=\"xr-section-inline-details\"><ul class=\"xr-dim-list\"><li><span class=\"xr-has-index\">time</span>: 113952</li><li><span>tbnds</span>: 2</li><li><span class=\"xr-has-index\">metadata_time</span>: 13</li><li><span class=\"xr-has-index\">Location</span>: 1</li><li><span>pressure_qc_flags</span>: 3</li><li><span>relative_humidity_qc_flags</span>: 3</li><li><span>temperature_qc_flags</span>: 3</li><li><span class=\"xr-has-index\">Wavelength</span>: 3</li><li><span>aerosol_light_backscattering_coefficient_amean_qc_flags</span>: 3</li><li><span>aerosol_light_backscattering_coefficient_prec1587_qc_flags</span>: 3</li><li><span>aerosol_light_backscattering_coefficient_perc8413_qc_flags</span>: 3</li><li><span>aerosol_light_scattering_coefficient_amean_qc_flags</span>: 3</li><li><span>aerosol_light_scattering_coefficient_prec1587_qc_flags</span>: 3</li><li><span>aerosol_light_scattering_coefficient_perc8413_qc_flags</span>: 3</li></ul></div><div class=\"xr-section-details\"></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-b50a95b3-7cd1-4729-b3c3-c9b47a98a4df\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-b50a95b3-7cd1-4729-b3c3-c9b47a98a4df\">Coordinates: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">time</span></div><div class=\"xr-var-dims\">(time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">2010-01-01T00:30:00 ... 2022-12-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-1ebc5a3b-3f35-4db3-ace9-3acf7121f830\" type=\"checkbox\"/><label for=\"attrs-1ebc5a3b-3f35-4db3-ace9-3acf7121f830\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-5d6f16fb-c265-4eea-9ba4-b3d3b2fd19d6\" type=\"checkbox\"/><label for=\"data-5d6f16fb-c265-4eea-9ba4-b3d3b2fd19d6\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of measurement</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2010-01-01T00:30:00.000000000', '2010-01-01T01:30:00.000000000',\n       '2010-01-01T02:30:00.000000000', ..., '2022-12-31T21:30:00.000000000',\n       '2022-12-31T22:30:00.000000000', '2022-12-31T23:30:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">metadata_time</span></div><div class=\"xr-var-dims\">(metadata_time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">2010-07-02T12:00:00 ... 2022-07-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-0a2be8ec-611d-4a5e-9f17-f67753204c36\" type=\"checkbox\"/><label for=\"attrs-0a2be8ec-611d-4a5e-9f17-f67753204c36\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-ff9ecc47-8340-4efb-8b99-875abcecccdb\" type=\"checkbox\"/><label for=\"data-ff9ecc47-8340-4efb-8b99-875abcecccdb\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of ebas metadata intervals</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>metadata_time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2010-07-02T12:00:00.000000000', '2011-07-02T12:00:00.000000000',\n       '2012-07-02T00:00:00.000000000', '2013-07-02T12:00:00.000000000',\n       '2014-07-02T12:00:00.000000000', '2015-07-02T12:00:00.000000000',\n       '2016-07-02T00:00:00.000000000', '2017-07-02T12:00:00.000000000',\n       '2018-07-02T12:00:00.000000000', '2019-07-02T12:00:00.000000000',\n       '2020-07-02T00:00:00.000000000', '2021-07-02T12:00:00.000000000',\n       '2022-07-02T12:00:00.000000000'], dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Location</span></div><div class=\"xr-var-dims\">(Location)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">b'instrument internal'</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-3fcb4671-fc14-4b27-a172-5716109948c4\" type=\"checkbox\"/><label for=\"attrs-3fcb4671-fc14-4b27-a172-5716109948c4\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-245e7b73-3c23-45c8-825f-8f826c8fbf4c\" type=\"checkbox\"/><label for=\"data-245e7b73-3c23-45c8-825f-8f826c8fbf4c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([b'instrument internal'], dtype='|S64')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Wavelength</span></div><div class=\"xr-var-dims\">(Wavelength)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">450.0 550.0 700.0</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-b74ddeff-e5e8-4bc9-bccc-72815fb6f5e7\" type=\"checkbox\"/><label for=\"attrs-b74ddeff-e5e8-4bc9-bccc-72815fb6f5e7\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a30ced39-b781-44a1-9663-69c057929a03\" type=\"checkbox\"/><label for=\"data-a30ced39-b781-44a1-9663-69c057929a03\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([450., 550., 700.])</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-5fdd6008-4c83-450d-b8b7-c4a5f820f871\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-5fdd6008-4c83-450d-b8b7-c4a5f820f871\">Data variables: <span>(29)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>time_bnds</span></div><div class=\"xr-var-dims\">(time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-13c2be58-d0bc-4da5-a9ce-86ffcc9f92a2\" type=\"checkbox\"/><label for=\"attrs-13c2be58-d0bc-4da5-a9ce-86ffcc9f92a2\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-babae001-ffbf-432c-a6c5-688752b41be9\" type=\"checkbox\"/><label for=\"data-babae001-ffbf-432c-a6c5-688752b41be9\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for measurement</dd></dl></div><div class=\"xr-var-data\"><pre>[227904 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>metadata_time_bnds</span></div><div class=\"xr-var-dims\">(metadata_time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-a0ea664e-222d-418b-92a6-b8e85029d79f\" type=\"checkbox\"/><label for=\"attrs-a0ea664e-222d-418b-92a6-b8e85029d79f\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-7484e115-907b-483a-99bd-00c743b351d4\" type=\"checkbox\"/><label for=\"data-7484e115-907b-483a-99bd-00c743b351d4\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for ebas metadata intervals</dd></dl></div><div class=\"xr-var-data\"><pre>[26 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure_qc</span></div><div class=\"xr-var-dims\">(Location, pressure_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-dc043dac-11fd-49b0-b72f-b8b2a365acb1\" type=\"checkbox\"/><label for=\"attrs-dc043dac-11fd-49b0-b72f-b8b2a365acb1\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a40d1d44-0342-4c92-aa64-5a66ac0efe1d\" type=\"checkbox\"/><label for=\"data-a40d1d44-0342-4c92-aa64-5a66ac0efe1d\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure_ebasmetadata</span></div><div class=\"xr-var-dims\">(Location, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-18cf717c-a65d-4f30-a1ae-4fcdf76e643d\" type=\"checkbox\"/><label for=\"attrs-18cf717c-a65d-4f30-a1ae-4fcdf76e643d\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-7a5fd166-181b-430b-81da-e184b34c638b\" type=\"checkbox\"/><label for=\"data-7a5fd166-181b-430b-81da-e184b34c638b\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[13 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>relative_humidity_qc</span></div><div class=\"xr-var-dims\">(Location, relative_humidity_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-8c88aee2-f881-437b-b943-a5560e5bfa5e\" type=\"checkbox\"/><label for=\"attrs-8c88aee2-f881-437b-b943-a5560e5bfa5e\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-4d3f5b43-db5c-4ba8-9615-a7a5eae19dc1\" type=\"checkbox\"/><label for=\"data-4d3f5b43-db5c-4ba8-9615-a7a5eae19dc1\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>relative_humidity_ebasmetadata</span></div><div class=\"xr-var-dims\">(Location, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-51d72b4f-e787-42ea-a514-ce1615e1e20d\" type=\"checkbox\"/><label for=\"attrs-51d72b4f-e787-42ea-a514-ce1615e1e20d\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-3d66775d-15be-4738-aef8-5ddfefe16f31\" type=\"checkbox\"/><label for=\"data-3d66775d-15be-4738-aef8-5ddfefe16f31\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[13 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature_qc</span></div><div class=\"xr-var-dims\">(Location, temperature_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5b14e8a2-e871-4cbc-9ba7-352d2e3ae9c4\" type=\"checkbox\"/><label for=\"attrs-5b14e8a2-e871-4cbc-9ba7-352d2e3ae9c4\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-a61308e3-1df1-44da-88a4-a674bc0e1950\" type=\"checkbox\"/><label for=\"data-a61308e3-1df1-44da-88a4-a674bc0e1950\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature_ebasmetadata</span></div><div class=\"xr-var-dims\">(Location, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-63bee973-4890-4ddd-85e1-66cc1c416d65\" type=\"checkbox\"/><label for=\"attrs-63bee973-4890-4ddd-85e1-66cc1c416d65\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-4412536c-9e66-423e-ba7d-1c5c99038ac2\" type=\"checkbox\"/><label for=\"data-4412536c-9e66-423e-ba7d-1c5c99038ac2\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[13 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-84245479-0ef0-4220-b4a9-f7cb638b1b42\" type=\"checkbox\"/><label for=\"attrs-84245479-0ef0-4220-b4a9-f7cb638b1b42\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-fe5eb136-7fa6-43a8-90c8-2a59a4f7042b\" type=\"checkbox\"/><label for=\"data-fe5eb136-7fa6-43a8-90c8-2a59a4f7042b\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-dab10314-eafe-45e1-95ca-cca14eab1dc7\" type=\"checkbox\"/><label for=\"attrs-dab10314-eafe-45e1-95ca-cca14eab1dc7\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-673e0877-112d-4fcb-abeb-3c703f6e7c8f\" type=\"checkbox\"/><label for=\"data-673e0877-112d-4fcb-abeb-3c703f6e7c8f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-d1d6eda0-5ca9-4ba1-a625-0a5a8d52de73\" type=\"checkbox\"/><label for=\"attrs-d1d6eda0-5ca9-4ba1-a625-0a5a8d52de73\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-9fb1c893-4e2b-4302-aa36-ae85c754aae3\" type=\"checkbox\"/><label for=\"data-9fb1c893-4e2b-4302-aa36-ae85c754aae3\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-de727150-9b9e-4ebf-85d7-7f45c1b0eb6b\" type=\"checkbox\"/><label for=\"attrs-de727150-9b9e-4ebf-85d7-7f45c1b0eb6b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-c835fdef-1a6c-4a9b-a3ec-02b75f07e44f\" type=\"checkbox\"/><label for=\"data-c835fdef-1a6c-4a9b-a3ec-02b75f07e44f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_backscattering_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-cc30f94f-f189-44e5-9efb-37ed123df49f\" type=\"checkbox\"/><label for=\"attrs-cc30f94f-f189-44e5-9efb-37ed123df49f\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-7e9f995c-370f-4612-9501-710b08afdb7e\" type=\"checkbox\"/><label for=\"data-7e9f995c-370f-4612-9501-710b08afdb7e\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-9592fa19-4956-48f3-829d-e3abf4d55343\" type=\"checkbox\"/><label for=\"attrs-9592fa19-4956-48f3-829d-e3abf4d55343\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-e65139c1-cb0b-4ec3-bdc2-f74611efd03e\" type=\"checkbox\"/><label for=\"data-e65139c1-cb0b-4ec3-bdc2-f74611efd03e\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-be58f75a-0240-4694-971f-63bb0b3ce89b\" type=\"checkbox\"/><label for=\"attrs-be58f75a-0240-4694-971f-63bb0b3ce89b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-62d40ced-9653-4a1e-8dde-d54684f28fd2\" type=\"checkbox\"/><label for=\"data-62d40ced-9653-4a1e-8dde-d54684f28fd2\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-822a50ec-cb8a-497a-82e6-a58ddc7961dc\" type=\"checkbox\"/><label for=\"attrs-822a50ec-cb8a-497a-82e6-a58ddc7961dc\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-fe72a183-618d-4fcc-a3b0-08f9e973dade\" type=\"checkbox\"/><label for=\"data-fe72a183-618d-4fcc-a3b0-08f9e973dade\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-d6e7c2ad-c8dd-490a-bde3-650ece4db5ee\" type=\"checkbox\"/><label for=\"attrs-d6e7c2ad-c8dd-490a-bde3-650ece4db5ee\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-36b35340-6c43-411c-9900-6549c2957a65\" type=\"checkbox\"/><label for=\"data-36b35340-6c43-411c-9900-6549c2957a65\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5ffc3a85-dd89-40c7-84cb-338c513dc102\" type=\"checkbox\"/><label for=\"attrs-5ffc3a85-dd89-40c7-84cb-338c513dc102\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-b4f5a4f4-01eb-43e9-a3d0-d5ea8acceacc\" type=\"checkbox\"/><label for=\"data-b4f5a4f4-01eb-43e9-a3d0-d5ea8acceacc\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_light_scattering_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-88978a00-cc70-4ef8-a7e1-73a4da8983e9\" type=\"checkbox\"/><label for=\"attrs-88978a00-cc70-4ef8-a7e1-73a4da8983e9\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-e8362e41-f10e-46cb-9ff7-59e5975004a8\" type=\"checkbox\"/><label for=\"data-e8362e41-f10e-46cb-9ff7-59e5975004a8\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[1025568 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-84fdfc70-b773-4346-ac81-d0457466db39\" type=\"checkbox\"/><label for=\"attrs-84fdfc70-b773-4346-ac81-d0457466db39\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-c19d8b4e-3daa-40cf-9388-4367f434b016\" type=\"checkbox\"/><label for=\"data-c19d8b4e-3daa-40cf-9388-4367f434b016\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[39 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>pressure</span></div><div class=\"xr-var-dims\">(Location, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-1c0e999b-8032-4922-b8fa-802bd567bd5b\" type=\"checkbox\"/><label for=\"attrs-1c0e999b-8032-4922-b8fa-802bd567bd5b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-93e6752b-d1b8-43e5-a800-dd2215244e11\" type=\"checkbox\"/><label for=\"data-93e6752b-d1b8-43e5-a800-dd2215244e11\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>hPa</dd><dt><span>ancillary_variables :</span></dt><dd>pressure_qc pressure_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>pressure</dd><dt><span>ebas_unit :</span></dt><dd>hPa</dd><dt><span>ebas_matrix :</span></dt><dd>instrument</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[113952 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>relative_humidity</span></div><div class=\"xr-var-dims\">(Location, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-bedb1c6f-438b-497d-b0ca-ad5a69352e07\" type=\"checkbox\"/><label for=\"attrs-bedb1c6f-438b-497d-b0ca-ad5a69352e07\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-385e5167-41f8-4d7d-90d2-55611aa660a5\" type=\"checkbox\"/><label for=\"data-385e5167-41f8-4d7d-90d2-55611aa660a5\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>relative_humidity</dd><dt><span>units :</span></dt><dd>%</dd><dt><span>ancillary_variables :</span></dt><dd>relative_humidity_qc relative_humidity_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>relative_humidity</dd><dt><span>ebas_unit :</span></dt><dd>%</dd><dt><span>ebas_matrix :</span></dt><dd>instrument</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[113952 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>temperature</span></div><div class=\"xr-var-dims\">(Location, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-55b362e5-b749-4b73-90e0-90dd27a595ff\" type=\"checkbox\"/><label for=\"attrs-55b362e5-b749-4b73-90e0-90dd27a595ff\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-5ebc1ae7-27ef-4b29-9618-ab37ba3690bc\" type=\"checkbox\"/><label for=\"data-5ebc1ae7-27ef-4b29-9618-ab37ba3690bc\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>K</dd><dt><span>ancillary_variables :</span></dt><dd>temperature_qc temperature_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>temperature</dd><dt><span>ebas_unit :</span></dt><dd>K</dd><dt><span>ebas_matrix :</span></dt><dd>instrument</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[113952 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-792c3143-7ddd-4f8e-abc1-6f6efc3d28f9\" type=\"checkbox\"/><label for=\"attrs-792c3143-7ddd-4f8e-abc1-6f6efc3d28f9\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-074424d4-12f6-4af8-8942-bedf15936abe\" type=\"checkbox\"/><label for=\"data-074424d4-12f6-4af8-8942-bedf15936abe\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_amean_qc aerosol_light_backscattering_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-6b5c6870-53ec-448a-953e-d19edf2e616b\" type=\"checkbox\"/><label for=\"attrs-6b5c6870-53ec-448a-953e-d19edf2e616b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-f2fae1c4-234d-4109-9b75-1d0abc5db582\" type=\"checkbox\"/><label for=\"data-f2fae1c4-234d-4109-9b75-1d0abc5db582\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_prec1587_qc aerosol_light_backscattering_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:15.87</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_backscattering_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-466457bb-49c6-41d2-b2a1-0061b70d8f1c\" type=\"checkbox\"/><label for=\"attrs-466457bb-49c6-41d2-b2a1-0061b70d8f1c\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-100cdcc4-03ad-4e6c-be6d-ce0992057c41\" type=\"checkbox\"/><label for=\"data-100cdcc4-03ad-4e6c-be6d-ce0992057c41\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_backscattering_coefficient_perc8413_qc aerosol_light_backscattering_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:84.13</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_backscattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-5f0767f5-e45a-4518-bf34-81bb3b1315e2\" type=\"checkbox\"/><label for=\"attrs-5f0767f5-e45a-4518-bf34-81bb3b1315e2\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-ebcd9abb-5e0b-4e14-827d-a82d715536a9\" type=\"checkbox\"/><label for=\"data-ebcd9abb-5e0b-4e14-827d-a82d715536a9\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_amean_qc aerosol_light_scattering_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-328c156e-8e8a-4cdd-bec7-103fac72257b\" type=\"checkbox\"/><label for=\"attrs-328c156e-8e8a-4cdd-bec7-103fac72257b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-e82fc0fb-79ca-4131-adc2-77360d38c3e7\" type=\"checkbox\"/><label for=\"data-e82fc0fb-79ca-4131-adc2-77360d38c3e7\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_prec1587_qc aerosol_light_scattering_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:15.87</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_light_scattering_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-cb281268-22c7-411f-a14a-1cf418410db9\" type=\"checkbox\"/><label for=\"attrs-cb281268-22c7-411f-a14a-1cf418410db9\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-087334cc-b22d-4d3c-a83b-6d70a81ed779\" type=\"checkbox\"/><label for=\"data-087334cc-b22d-4d3c-a83b-6d70a81ed779\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_light_scattering_coefficient_perc8413_qc aerosol_light_scattering_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:84.13</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_light_scattering_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd></dl></div><div class=\"xr-var-data\"><pre>[341856 values with dtype=float64]</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-3c627346-930e-4b8a-a302-158c8fc08efd\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-3c627346-930e-4b8a-a302-158c8fc08efd\">Indexes: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-8f13c3da-b495-40d4-9d0f-6744d58d1d82\" type=\"checkbox\"/><label for=\"index-8f13c3da-b495-40d4-9d0f-6744d58d1d82\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['2010-01-01 00:30:00', '2010-01-01 01:30:00',\n               '2010-01-01 02:30:00', '2010-01-01 03:30:00',\n               '2010-01-01 04:30:00', '2010-01-01 05:30:00',\n               '2010-01-01 06:30:00', '2010-01-01 07:30:00',\n               '2010-01-01 08:30:00', '2010-01-01 09:30:00',\n               ...\n               '2022-12-31 14:30:00', '2022-12-31 15:30:00',\n               '2022-12-31 16:30:00', '2022-12-31 17:30:00',\n               '2022-12-31 18:30:00', '2022-12-31 19:30:00',\n               '2022-12-31 20:30:00', '2022-12-31 21:30:00',\n               '2022-12-31 22:30:00', '2022-12-31 23:30:00'],\n              dtype='datetime64[ns]', name='time', length=113952, freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>metadata_time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-62841327-8623-4ca2-93c2-986dd50dc985\" type=\"checkbox\"/><label for=\"index-62841327-8623-4ca2-93c2-986dd50dc985\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['2010-07-02 12:00:00', '2011-07-02 12:00:00',\n               '2012-07-02 00:00:00', '2013-07-02 12:00:00',\n               '2014-07-02 12:00:00', '2015-07-02 12:00:00',\n               '2016-07-02 00:00:00', '2017-07-02 12:00:00',\n               '2018-07-02 12:00:00', '2019-07-02 12:00:00',\n               '2020-07-02 00:00:00', '2021-07-02 12:00:00',\n               '2022-07-02 12:00:00'],\n              dtype='datetime64[ns]', name='metadata_time', freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Location</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-9e87854f-6695-4a3d-a257-31c22839f708\" type=\"checkbox\"/><label for=\"index-9e87854f-6695-4a3d-a257-31c22839f708\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([b'instrument internal'], dtype='object', name='Location'))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Wavelength</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-242f0dfb-50f9-4459-ae00-7a014c58cb11\" type=\"checkbox\"/><label for=\"index-242f0dfb-50f9-4459-ae00-7a014c58cb11\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([450.0, 550.0, 700.0], dtype='float64', name='Wavelength'))</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-83ec49c7-a115-4052-9ce0-5c675d19c5d7\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-83ec49c7-a115-4052-9ce0-5c675d19c5d7\">Attributes: <span>(94)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>Conventions :</span></dt><dd>CF-1.8, ACDD-1.3</dd><dt><span>featureType :</span></dt><dd>timeSeries</dd><dt><span>title :</span></dt><dd>Ground based in situ observations of nephelometer at Birkenes II (NO0002R)</dd><dt><span>keywords :</span></dt><dd>GAW-WDCA, Birkenes II, NILU, EMEP, NO0002R, aerosol_light_scattering_coefficient, ACTRIS, pm10, aerosol_light_backscattering_coefficient</dd><dt><span>id :</span></dt><dd>NO0002R.20100101000000.20230623163936.nephelometer...13y.1h.NO01L_TSI_3563_BIR_dry.NO01L_scat_coef.lev2.nc</dd><dt><span>naming_authority :</span></dt><dd>EBAS</dd><dt><span>project :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>citation :</span></dt><dd>Markus Fiebig, Chris Lunder, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Birkenes II, data hosted by EBAS at NILU</dd><dt><span>summary :</span></dt><dd>Ground based in situ observations of nephelometer at Birkenes II (NO0002R). These measurements are gathered as a part of the following projects ACTRIS, EMEP, GAW-WDCA, NILU and they are stored in the EBAS database (http://ebas.nilu.no/). Parameters measured are: aerosol_light_backscattering_coefficient in pm10, aerosol_light_backscattering_coefficient in pm10, aerosol_light_backscattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10, aerosol_light_scattering_coefficient in pm10</dd><dt><span>source :</span></dt><dd>surface observation</dd><dt><span>institution :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, Instituttveien 18, 2007, Kjeller, Norway</dd><dt><span>processing_level :</span></dt><dd>processing_level_test</dd><dt><span>date_created :</span></dt><dd>2023-06-23T16:39:36 UTC</dd><dt><span>date_metadata_modified :</span></dt><dd>2023-06-23T16:39:36 UTC</dd><dt><span>creator_name :</span></dt><dd>Markus Fiebig, Chris Lunder</dd><dt><span>creator_type :</span></dt><dd>person</dd><dt><span>creator_email :</span></dt><dd>Markus.Fiebig@nilu.no, crl@nilu.no</dd><dt><span>creator_institution :</span></dt><dd>\"Norwegian Institute for Air Research, Atmosphere and Climate Department, NILU\", \"Norwegian Institute for Air Research, Atmosphere and Climate Department, NILU\"</dd><dt><span>contributor_name :</span></dt><dd>Markus Fiebig, Are B\u00e4cklund, Chris Lunder</dd><dt><span>contributor_role :</span></dt><dd>data submitter, data submitter, data submitter</dd><dt><span>publisher_type :</span></dt><dd>institution</dd><dt><span>publisher_name :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_institution :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_email :</span></dt><dd>ebas@nilu.no</dd><dt><span>publisher_url :</span></dt><dd>https://www.nilu.no/</dd><dt><span>geospatial_bounds :</span></dt><dd>POINT Z (58.38853 8.252 219.0)</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4979</dd><dt><span>geospatial_lat_min :</span></dt><dd>58.38853</dd><dt><span>geospatial_lat_max :</span></dt><dd>58.38853</dd><dt><span>geospatial_lon_min :</span></dt><dd>8.252</dd><dt><span>geospatial_lon_max :</span></dt><dd>8.252</dd><dt><span>geospatial_vertical_min :</span></dt><dd>219.0</dd><dt><span>geospatial_vertical_max :</span></dt><dd>219.0</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>up</dd><dt><span>time_coverage_start :</span></dt><dd>2010-01-01T00:00:00 UTC</dd><dt><span>time_coverage_end :</span></dt><dd>2023-01-01T00:00:00 UTC</dd><dt><span>time_coverage_duration :</span></dt><dd>P0013-00-00T00:00:00</dd><dt><span>time_coverage_resolution :</span></dt><dd>P0000-00-00T01:00:00</dd><dt><span>timezone :</span></dt><dd>UTC</dd><dt><span>ebas_data_definition :</span></dt><dd>EBAS_1.1</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_citation :</span></dt><dd>Markus Fiebig, Chris Lunder, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Birkenes II, data hosted by EBAS at NILU</dd><dt><span>ebas_set_type_code :</span></dt><dd>TU</dd><dt><span>ebas_timezone :</span></dt><dd>UTC</dd><dt><span>ebas_file_name :</span></dt><dd>NO0002R.20100101000000.20230623163936.nephelometer...13y.1h.NO01L_TSI_3563_BIR_dry.NO01L_scat_coef.lev2.nc</dd><dt><span>ebas_file_creation :</span></dt><dd>2023-06-23T22:34:32.097758 UTC</dd><dt><span>ebas_export_state :</span></dt><dd>2023-06-23T22:25:04.176928 UTC</dd><dt><span>ebas_export_filter :</span></dt><dd>exclude-900,exclude-invalid</dd><dt><span>ebas_startdate :</span></dt><dd>20100101000000</dd><dt><span>ebas_revision_date :</span></dt><dd>20230623163936</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_period_code :</span></dt><dd>13y</dd><dt><span>ebas_resolution_code :</span></dt><dd>1h</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>nephelometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>TSI_3563_BIR_dry</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_scat_coef</dd><dt><span>ebas_standard_method :</span></dt><dd>cal-gas=CO2+AIR_truncation-correction=Anderson1998</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>Nafion dryer</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA, NILU</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>comment :</span></dt><dd>{\n    \"Data definition\": \"EBAS_1.1\",\n    \"Data license\": \"https://creativecommons.org/licenses/by/4.0/\",\n    \"Citation\": \"Markus Fiebig, Chris Lunder, aerosol_light_backscattering_coefficient, aerosol_light_scattering_coefficient - nephelometer at Birkenes II, data hosted by EBAS at NILU\",\n    \"Set type code\": \"TU\",\n    \"Timezone\": \"UTC\",\n    \"File name\": \"NO0002R.20100101000000.20230623163936.nephelometer...13y.1h.NO01L_TSI_3563_BIR_dry.NO01L_scat_coef.lev2.nc\",\n    \"File creation\": \"2023-06-23T22:34:32.097758 UTC\",\n    \"Export state\": \"2023-06-23T22:25:04.176928 UTC\",\n    \"Export filter\": \"exclude-900,exclude-invalid\",\n    \"Startdate\": \"20100101000000\",\n    \"Revision date\": \"20230623163936\",\n    \"Data level\": \"2\",\n    \"Period code\": \"13y\",\n    \"Resolution code\": \"1h\",\n    \"Station code\": \"NO0002R\",\n    \"Platform code\": \"NO0002S\",\n    \"Station name\": \"Birkenes II\",\n    \"Station WDCA-ID\": \"GAWANO__BIR\",\n    \"Station GAW-ID\": \"BIR\",\n    \"Station GAW-Name\": \"Birkenes Atmospheric Observatory\",\n    \"Station other IDs\": \"BIR (ICOS), Birkenes (AERONET)\",\n    \"Station land use\": \"Forest\",\n    \"Station setting\": \"Rural\",\n    \"Station GAW type\": \"R\",\n    \"Station WMO region\": \"6\",\n    \"Station latitude\": \"58.38853\",\n    \"Station longitude\": \"8.252\",\n    \"Station altitude\": \"219.0 m\",\n    \"Regime\": \"IMG\",\n    \"Laboratory code\": \"NO01L\",\n    \"Instrument type\": \"nephelometer\",\n    \"Instrument name\": \"TSI_3563_BIR_dry\",\n    \"Method ref\": \"NO01L_scat_coef\",\n    \"Standard method\": \"cal-gas=CO2+AIR_truncation-correction=Anderson1998\",\n    \"Inlet type\": \"Impactor--direct\",\n    \"Humidity/temperature control\": \"Nafion dryer\",\n    \"Volume std. temperature\": \"273.15 K\",\n    \"Volume std. pressure\": \"1013.25 hPa\",\n    \"Organization\": \"NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway\",\n    \"Framework acronym\": \"ACTRIS, EMEP, GAW-WDCA, NILU\",\n    \"Framework name\": \"European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols, Norwegian Institute for Air Research\",\n    \"Framework description\": \"ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme., Atmospheric measuremnts produced at NILU.\",\n    \"Framework contact name\": \"Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig, Kjetil T\u00f8rseth\",\n    \"Framework contact email\": \"clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no, kt@nilu.no\",\n    \"Originator\": \"Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, 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contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  margin-bottom: 0;\n}\n\n.xr-var-item > .xr-var-name:hover span {\n  padding-right: 5px;\n}\n\n.xr-var-list > li:nth-child(odd) > div,\n.xr-var-list > li:nth-child(odd) > label,\n.xr-var-list > li:nth-child(odd) > .xr-var-name span {\n  background-color: var(--xr-background-color-row-odd);\n}\n\n.xr-var-name {\n  grid-column: 1;\n}\n\n.xr-var-dims {\n  grid-column: 2;\n}\n\n.xr-var-dtype {\n  grid-column: 3;\n  text-align: right;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-preview {\n  grid-column: 4;\n}\n\n.xr-index-preview {\n  grid-column: 2 / 5;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-name,\n.xr-var-dims,\n.xr-var-dtype,\n.xr-preview,\n.xr-attrs dt {\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n  padding-right: 10px;\n}\n\n.xr-var-name:hover,\n.xr-var-dims:hover,\n.xr-var-dtype:hover,\n.xr-attrs dt:hover {\n  overflow: visible;\n  width: auto;\n  z-index: 1;\n}\n\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  display: none;\n  background-color: var(--xr-background-color) !important;\n  padding-bottom: 5px !important;\n}\n\n.xr-var-attrs-in:checked ~ .xr-var-attrs,\n.xr-var-data-in:checked ~ .xr-var-data,\n.xr-index-data-in:checked ~ .xr-index-data {\n  display: block;\n}\n\n.xr-var-data > table {\n  float: right;\n}\n\n.xr-var-name span,\n.xr-var-data,\n.xr-index-name div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.Dataset&gt;\nDimensions:                                               (time: 52560,\n                                                           tbnds: 2,\n                                                           metadata_time: 6,\n                                                           Wavelength: 3,\n                                                           aerosol_absorption_coefficient_amean_qc_flags: 3,\n                                                           aerosol_absorption_coefficient_prec1587_qc_flags: 3,\n                                                           aerosol_absorption_coefficient_perc8413_qc_flags: 3)\nCoordinates:\n  * time                                                  (time) datetime64[ns] ...\n  * metadata_time                                         (metadata_time) datetime64[ns] ...\n  * Wavelength                                            (Wavelength) float64 ...\nDimensions without coordinates: tbnds,\n                                aerosol_absorption_coefficient_amean_qc_flags,\n                                aerosol_absorption_coefficient_prec1587_qc_flags,\n                                aerosol_absorption_coefficient_perc8413_qc_flags\nData variables:\n    time_bnds                                             (time, tbnds) datetime64[ns] ...\n    metadata_time_bnds                                    (metadata_time, tbnds) datetime64[ns] ...\n    aerosol_absorption_coefficient_amean_qc               (Wavelength, aerosol_absorption_coefficient_amean_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_amean_ebasmetadata     (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_prec1587_qc            (Wavelength, aerosol_absorption_coefficient_prec1587_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_prec1587_ebasmetadata  (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_perc8413_qc            (Wavelength, aerosol_absorption_coefficient_perc8413_qc_flags, time) float64 ...\n    aerosol_absorption_coefficient_perc8413_ebasmetadata  (Wavelength, metadata_time) |S64 ...\n    aerosol_absorption_coefficient_amean                  (Wavelength, time) float64 ...\n    aerosol_absorption_coefficient_prec1587               (Wavelength, time) float64 ...\n    aerosol_absorption_coefficient_perc8413               (Wavelength, time) float64 ...\nAttributes: (12/115)\n    Conventions:                                   CF-1.8, ACDD-1.3\n    featureType:                                   timeSeries\n    title:                                         Ground based in situ obser...\n    keywords:                                      NO0002R, EMEP, aerosol_abs...\n    id:                                            NO0002R.20170101000000.202...\n    naming_authority:                              EBAS\n    ...                                            ...\n    geospatial_lat_units:                          degrees_north\n    geospatial_lon_units:                          degrees_east\n    comment:                                       {\\n    \"Data definition\": ...\n    standard_name_vocabulary:                      CF-1.7, ACDD-1.3\n    history:                                       None\n    creator_url:                                   ebas.nilu.no</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.Dataset</div></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" disabled=\"\" id=\"section-8f65c529-a1ed-4f2e-a6c5-e78dbc1c0b5a\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-8f65c529-a1ed-4f2e-a6c5-e78dbc1c0b5a\" title=\"Expand/collapse section\">Dimensions:</label><div class=\"xr-section-inline-details\"><ul class=\"xr-dim-list\"><li><span class=\"xr-has-index\">time</span>: 52560</li><li><span>tbnds</span>: 2</li><li><span class=\"xr-has-index\">metadata_time</span>: 6</li><li><span class=\"xr-has-index\">Wavelength</span>: 3</li><li><span>aerosol_absorption_coefficient_amean_qc_flags</span>: 3</li><li><span>aerosol_absorption_coefficient_prec1587_qc_flags</span>: 3</li><li><span>aerosol_absorption_coefficient_perc8413_qc_flags</span>: 3</li></ul></div><div class=\"xr-section-details\"></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-661d7f80-a2bb-4c6d-bfac-f3086654699f\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-661d7f80-a2bb-4c6d-bfac-f3086654699f\">Coordinates: <span>(3)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">time</span></div><div class=\"xr-var-dims\">(time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">2017-01-01T00:30:00 ... 2022-12-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-ab3ad2e8-42df-46dc-ab84-8a548e21f3fc\" type=\"checkbox\"/><label for=\"attrs-ab3ad2e8-42df-46dc-ab84-8a548e21f3fc\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-ed650d95-c6a3-4b95-b79e-b642c4cea390\" type=\"checkbox\"/><label for=\"data-ed650d95-c6a3-4b95-b79e-b642c4cea390\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of measurement</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2017-01-01T00:30:00.000000000', '2017-01-01T01:30:00.000000000',\n       '2017-01-01T02:30:00.000000000', ..., '2022-12-31T21:30:00.000000000',\n       '2022-12-31T22:30:00.000000000', '2022-12-31T23:30:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">metadata_time</span></div><div class=\"xr-var-dims\">(metadata_time)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">2017-07-02T12:00:00 ... 2022-07-...</div><input class=\"xr-var-attrs-in\" id=\"attrs-c7d60fc9-b212-49b4-abf2-30aac978d9bc\" type=\"checkbox\"/><label for=\"attrs-c7d60fc9-b212-49b4-abf2-30aac978d9bc\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-116999d0-1c03-4180-ba8b-e1ab082a4aa0\" type=\"checkbox\"/><label for=\"data-116999d0-1c03-4180-ba8b-e1ab082a4aa0\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time of ebas metadata intervals</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>bounds :</span></dt><dd>metadata_time_bnds</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2017-07-02T12:00:00.000000000', '2018-07-02T12:00:00.000000000',\n       '2019-07-02T12:00:00.000000000', '2020-07-02T00:00:00.000000000',\n       '2021-07-03T00:00:00.000000000', '2022-07-02T12:00:00.000000000'],\n      dtype='datetime64[ns]')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span class=\"xr-has-index\">Wavelength</span></div><div class=\"xr-var-dims\">(Wavelength)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">470.0 522.0 660.0</div><input class=\"xr-var-attrs-in\" disabled=\"\" id=\"attrs-1a82c043-98f9-419c-b03e-aa9a76ffd5f3\" type=\"checkbox\"/><label for=\"attrs-1a82c043-98f9-419c-b03e-aa9a76ffd5f3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-31e9268b-64b4-4065-bf70-f2dde257aa3f\" type=\"checkbox\"/><label for=\"data-31e9268b-64b4-4065-bf70-f2dde257aa3f\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"></dl></div><div class=\"xr-var-data\"><pre>array([470., 522., 660.])</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-25d31b5a-a5c1-427b-ba2f-415e682de367\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-25d31b5a-a5c1-427b-ba2f-415e682de367\">Data variables: <span>(11)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>time_bnds</span></div><div class=\"xr-var-dims\">(time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-60d19733-0824-4d2d-b9a7-e9ddbec9551b\" type=\"checkbox\"/><label for=\"attrs-60d19733-0824-4d2d-b9a7-e9ddbec9551b\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-80d085d4-2142-4739-80ba-87d24a3857cb\" type=\"checkbox\"/><label for=\"data-80d085d4-2142-4739-80ba-87d24a3857cb\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for measurement</dd></dl></div><div class=\"xr-var-data\"><pre>[105120 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>metadata_time_bnds</span></div><div class=\"xr-var-dims\">(metadata_time, tbnds)</div><div class=\"xr-var-dtype\">datetime64[ns]</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-4c2d8a3b-92df-4cac-a5b0-c90be96fd2fb\" type=\"checkbox\"/><label for=\"attrs-4c2d8a3b-92df-4cac-a5b0-c90be96fd2fb\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-b0f1c5d7-9fe1-46e3-b745-a7d107430e2c\" type=\"checkbox\"/><label for=\"data-b0f1c5d7-9fe1-46e3-b745-a7d107430e2c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>time bounds for ebas metadata intervals</dd></dl></div><div class=\"xr-var-data\"><pre>[12 values with dtype=datetime64[ns]]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_amean_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-4a52dd3d-1c24-4c30-adee-ca805cedaf61\" type=\"checkbox\"/><label for=\"attrs-4a52dd3d-1c24-4c30-adee-ca805cedaf61\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-9aeaf413-1d7f-4284-a862-558e14b3f73c\" type=\"checkbox\"/><label for=\"data-9aeaf413-1d7f-4284-a862-558e14b3f73c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[473040 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-a48c97be-87c7-4927-a561-96ee855dbd24\" type=\"checkbox\"/><label for=\"attrs-a48c97be-87c7-4927-a561-96ee855dbd24\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-2d04fcb1-2c43-4112-bd32-06a90ffe3637\" type=\"checkbox\"/><label for=\"data-2d04fcb1-2c43-4112-bd32-06a90ffe3637\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[18 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_prec1587_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-09c5ab88-0cc4-4fe2-8eff-4de7ae616d73\" type=\"checkbox\"/><label for=\"attrs-09c5ab88-0cc4-4fe2-8eff-4de7ae616d73\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-4446bf9c-116c-49ab-ba3c-14e9e15a7b9c\" type=\"checkbox\"/><label for=\"data-4446bf9c-116c-49ab-ba3c-14e9e15a7b9c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[473040 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-244bca54-0370-40ee-9c68-9089cb7b8ff4\" type=\"checkbox\"/><label for=\"attrs-244bca54-0370-40ee-9c68-9089cb7b8ff4\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-f4056a98-31b0-4eb3-a386-16901e85efe1\" type=\"checkbox\"/><label for=\"data-f4056a98-31b0-4eb3-a386-16901e85efe1\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[18 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413_qc</span></div><div class=\"xr-var-dims\">(Wavelength, aerosol_absorption_coefficient_perc8413_qc_flags, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-f8a91fd0-c07a-4780-98d8-d2d7723793ff\" type=\"checkbox\"/><label for=\"attrs-f8a91fd0-c07a-4780-98d8-d2d7723793ff\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-12838d06-a165-4962-8d3c-ab05b2fd9b98\" type=\"checkbox\"/><label for=\"data-12838d06-a165-4962-8d3c-ab05b2fd9b98\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class=\"xr-var-data\"><pre>[473040 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413_ebasmetadata</span></div><div class=\"xr-var-dims\">(Wavelength, metadata_time)</div><div class=\"xr-var-dtype\">|S64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-3dc54420-6993-4ef8-bbe5-183272f54bd5\" type=\"checkbox\"/><label for=\"attrs-3dc54420-6993-4ef8-bbe5-183272f54bd5\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-6b22aae4-46d6-4160-aa34-2ead42cf7628\" type=\"checkbox\"/><label for=\"data-6b22aae4-46d6-4160-aa34-2ead42cf7628\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>long_name :</span></dt><dd>ebas metadata for different time intervals; json encoded</dd></dl></div><div class=\"xr-var-data\"><pre>[18 values with dtype=|S64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_amean</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-ca2c1f73-e788-43a8-a536-2cc92e3d64a3\" type=\"checkbox\"/><label for=\"attrs-ca2c1f73-e788-43a8-a536-2cc92e3d64a3\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-3fae5627-83e0-4847-a7cf-ce0ff0924b55\" type=\"checkbox\"/><label for=\"data-3fae5627-83e0-4847-a7cf-ce0ff0924b55\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_amean_qc aerosol_absorption_coefficient_amean_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: mean</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230627082633</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>initial revision</dd><dt><span>ebas_statistics :</span></dt><dd>arithmetic mean</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>58.38</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>8.25</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>220.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>4.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_absorption_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>filter_absorption_photometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>Radiance-Research_PSAP-3W_BIR_dry</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>Radiance-Research</dd><dt><span>ebas_instrument_model :</span></dt><dd>PSAP-3W</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>0121</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_abs_coef_PSAP_v1</dd><dt><span>ebas_standard_method :</span></dt><dd>Single-angle_Correction=Bond1999_Ogren2010</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>PM10 at ambient humidity inlet, Digitel, flow 140 l/min</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>None</dd><dt><span>ebas_humidity_temperaure_control_description :</span></dt><dd>passive, sample heated from atmospheric to lab temperature</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_detection_limit :</span></dt><dd>0.1 1/Mm</dd><dt><span>ebas_detection_limit_expl :</span></dt><dd>Determined by instrument noise characteristics, no detection limit flag used</dd><dt><span>ebas_measurement_uncertainty_expl :</span></dt><dd>typical value of unit-to-unit variability as estimated by Bond et al., 1999.</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Fiebig, Markus, Markus.Fiebig@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway, ORCID=0000-0002-3380-3470</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd></dl></div><div class=\"xr-var-data\"><pre>[157680 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_prec1587</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-c3ec9744-ba02-4a65-b14d-c585639282ef\" type=\"checkbox\"/><label for=\"attrs-c3ec9744-ba02-4a65-b14d-c585639282ef\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-2ad9f165-fade-4164-9f6d-248e90502fb6\" type=\"checkbox\"/><label for=\"data-2ad9f165-fade-4164-9f6d-248e90502fb6\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_prec1587_qc aerosol_absorption_coefficient_prec1587_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:15.87</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230627082633</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>initial revision</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:15.87</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>58.38</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>8.25</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>220.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>4.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_absorption_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>filter_absorption_photometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>Radiance-Research_PSAP-3W_BIR_dry</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>Radiance-Research</dd><dt><span>ebas_instrument_model :</span></dt><dd>PSAP-3W</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>0121</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_abs_coef_PSAP_v1</dd><dt><span>ebas_standard_method :</span></dt><dd>Single-angle_Correction=Bond1999_Ogren2010</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>PM10 at ambient humidity inlet, Digitel, flow 140 l/min</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>None</dd><dt><span>ebas_humidity_temperaure_control_description :</span></dt><dd>passive, sample heated from atmospheric to lab temperature</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_detection_limit :</span></dt><dd>0.1 1/Mm</dd><dt><span>ebas_detection_limit_expl :</span></dt><dd>Determined by instrument noise characteristics, no detection limit flag used</dd><dt><span>ebas_measurement_uncertainty_expl :</span></dt><dd>typical value of unit-to-unit variability as estimated by Bond et al., 1999.</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Fiebig, Markus, Markus.Fiebig@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway, ORCID=0000-0002-3380-3470</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd></dl></div><div class=\"xr-var-data\"><pre>[157680 values with dtype=float64]</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>aerosol_absorption_coefficient_perc8413</span></div><div class=\"xr-var-dims\">(Wavelength, time)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">...</div><input class=\"xr-var-attrs-in\" id=\"attrs-f19ad871-205b-4e62-b5dc-f28f43a70a15\" type=\"checkbox\"/><label for=\"attrs-f19ad871-205b-4e62-b5dc-f28f43a70a15\" title=\"Show/Hide attributes\"><svg class=\"icon xr-icon-file-text2\"><use xlink:href=\"#icon-file-text2\"></use></svg></label><input class=\"xr-var-data-in\" id=\"data-92621833-f5b4-44b1-9848-fc9c3752c50c\" type=\"checkbox\"/><label for=\"data-92621833-f5b4-44b1-9848-fc9c3752c50c\" title=\"Show/Hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-var-attrs\"><dl class=\"xr-attrs\"><dt><span>units :</span></dt><dd>1/Mm</dd><dt><span>ancillary_variables :</span></dt><dd>aerosol_absorption_coefficient_perc8413_qc aerosol_absorption_coefficient_perc8413_ebasmetadata</dd><dt><span>cell_methods :</span></dt><dd>time: percentile:84.13</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_revision_date :</span></dt><dd>20230627082633</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>initial revision</dd><dt><span>ebas_statistics :</span></dt><dd>percentile:84.13</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>58.38</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>8.25</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>220.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>4.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_absorption_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>filter_absorption_photometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>Radiance-Research_PSAP-3W_BIR_dry</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>Radiance-Research</dd><dt><span>ebas_instrument_model :</span></dt><dd>PSAP-3W</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>0121</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_abs_coef_PSAP_v1</dd><dt><span>ebas_standard_method :</span></dt><dd>Single-angle_Correction=Bond1999_Ogren2010</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>PM10 at ambient humidity inlet, Digitel, flow 140 l/min</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>None</dd><dt><span>ebas_humidity_temperaure_control_description :</span></dt><dd>passive, sample heated from atmospheric to lab temperature</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_detection_limit :</span></dt><dd>0.1 1/Mm</dd><dt><span>ebas_detection_limit_expl :</span></dt><dd>Determined by instrument noise characteristics, no detection limit flag used</dd><dt><span>ebas_measurement_uncertainty_expl :</span></dt><dd>typical value of unit-to-unit variability as estimated by Bond et al., 1999.</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Fiebig, Markus, Markus.Fiebig@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway, ORCID=0000-0002-3380-3470</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd></dl></div><div class=\"xr-var-data\"><pre>[157680 values with dtype=float64]</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-a00b1fd0-5036-4415-8818-a5158a91fbd3\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-a00b1fd0-5036-4415-8818-a5158a91fbd3\">Indexes: <span>(3)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><ul class=\"xr-var-list\"><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-41523d84-abcb-446b-8665-1a8c411adb6c\" type=\"checkbox\"/><label for=\"index-41523d84-abcb-446b-8665-1a8c411adb6c\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['2017-01-01 00:30:00', '2017-01-01 01:30:00',\n               '2017-01-01 02:30:00', '2017-01-01 03:30:00',\n               '2017-01-01 04:30:00', '2017-01-01 05:30:00',\n               '2017-01-01 06:30:00', '2017-01-01 07:30:00',\n               '2017-01-01 08:30:00', '2017-01-01 09:30:00',\n               ...\n               '2022-12-31 14:30:00', '2022-12-31 15:30:00',\n               '2022-12-31 16:30:00', '2022-12-31 17:30:00',\n               '2022-12-31 18:30:00', '2022-12-31 19:30:00',\n               '2022-12-31 20:30:00', '2022-12-31 21:30:00',\n               '2022-12-31 22:30:00', '2022-12-31 23:30:00'],\n              dtype='datetime64[ns]', name='time', length=52560, freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>metadata_time</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-0f28873a-7e47-447e-b8cc-ad9adfc4d2f8\" type=\"checkbox\"/><label for=\"index-0f28873a-7e47-447e-b8cc-ad9adfc4d2f8\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(DatetimeIndex(['2017-07-02 12:00:00', '2018-07-02 12:00:00',\n               '2019-07-02 12:00:00', '2020-07-02 00:00:00',\n               '2021-07-03 00:00:00', '2022-07-02 12:00:00'],\n              dtype='datetime64[ns]', name='metadata_time', freq=None))</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-index-name\"><div>Wavelength</div></div><div class=\"xr-index-preview\">PandasIndex</div><div></div><input class=\"xr-index-data-in\" id=\"index-060afb59-c33c-4417-9b2f-50faf878c5b3\" type=\"checkbox\"/><label for=\"index-060afb59-c33c-4417-9b2f-50faf878c5b3\" title=\"Show/Hide index repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-index-data\"><pre>PandasIndex(Index([470.0, 522.0, 660.0], dtype='float64', name='Wavelength'))</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-c8b5d195-6bdd-4adc-b6e7-7856dc498d4c\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-c8b5d195-6bdd-4adc-b6e7-7856dc498d4c\">Attributes: <span>(115)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>Conventions :</span></dt><dd>CF-1.8, ACDD-1.3</dd><dt><span>featureType :</span></dt><dd>timeSeries</dd><dt><span>title :</span></dt><dd>Ground based in situ observations of aerosol_absorption_coefficient at Birkenes II (NO0002R) using filter_absorption_photometer</dd><dt><span>keywords :</span></dt><dd>NO0002R, EMEP, aerosol_absorption_coefficient, ACTRIS, Birkenes II, GAW-WDCA, pm10</dd><dt><span>id :</span></dt><dd>NO0002R.20170101000000.20230627082633.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.6y.1h.NO01L_Radiance-Research_PSAP-3W_BIR_dry.NO01L_abs_coef_PSAP_v1.lev2.nc</dd><dt><span>naming_authority :</span></dt><dd>EBAS</dd><dt><span>project :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA</dd><dt><span>acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>citation :</span></dt><dd>Markus Fiebig, aerosol_absorption_coefficient - filter_absorption_photometer at Birkenes II, data hosted by EBAS at NILU</dd><dt><span>summary :</span></dt><dd>Ground based in situ observations of aerosol_absorption_coefficient at Birkenes II (NO0002R) using filter_absorption_photometer. These measurements are gathered as a part of the following projects ACTRIS, EMEP, GAW-WDCA and they are stored in the EBAS database (http://ebas.nilu.no/). Parameters measured are: aerosol_absorption_coefficient in pm10, aerosol_absorption_coefficient in pm10, aerosol_absorption_coefficient in pm10</dd><dt><span>source :</span></dt><dd>surface observation</dd><dt><span>institution :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, Instituttveien 18, 2007, Kjeller, Norway</dd><dt><span>processing_level :</span></dt><dd>processing_level_test</dd><dt><span>date_created :</span></dt><dd>2023-06-27T08:26:33 UTC</dd><dt><span>date_metadata_modified :</span></dt><dd>2023-06-27T08:26:33 UTC</dd><dt><span>creator_name :</span></dt><dd>Markus Fiebig</dd><dt><span>creator_type :</span></dt><dd>person</dd><dt><span>creator_email :</span></dt><dd>Markus.Fiebig@nilu.no</dd><dt><span>creator_institution :</span></dt><dd>\"Norwegian Institute for Air Research, Atmosphere and Climate Department, NILU\"</dd><dt><span>contributor_name :</span></dt><dd>Markus Fiebig, Chris Lunder</dd><dt><span>contributor_role :</span></dt><dd>data submitter, data submitter</dd><dt><span>publisher_type :</span></dt><dd>institution</dd><dt><span>publisher_name :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_institution :</span></dt><dd>NILU - Norwegian Institute for Air Research, ATMOS, EBAS</dd><dt><span>publisher_email :</span></dt><dd>ebas@nilu.no</dd><dt><span>publisher_url :</span></dt><dd>https://www.nilu.no/</dd><dt><span>geospatial_bounds :</span></dt><dd>POINT Z (58.38 8.25 220.0)</dd><dt><span>geospatial_bounds_crs :</span></dt><dd>EPSG:4979</dd><dt><span>geospatial_lat_min :</span></dt><dd>58.38</dd><dt><span>geospatial_lat_max :</span></dt><dd>58.38</dd><dt><span>geospatial_lon_min :</span></dt><dd>8.25</dd><dt><span>geospatial_lon_max :</span></dt><dd>8.25</dd><dt><span>geospatial_vertical_min :</span></dt><dd>220.0</dd><dt><span>geospatial_vertical_max :</span></dt><dd>220.0</dd><dt><span>geospatial_vertical_positive :</span></dt><dd>up</dd><dt><span>time_coverage_start :</span></dt><dd>2017-01-01T00:00:00 UTC</dd><dt><span>time_coverage_end :</span></dt><dd>2023-01-01T00:00:00 UTC</dd><dt><span>time_coverage_duration :</span></dt><dd>P0006-00-00T00:00:00</dd><dt><span>time_coverage_resolution :</span></dt><dd>P0000-00-00T01:00:00</dd><dt><span>timezone :</span></dt><dd>UTC</dd><dt><span>ebas_data_definition :</span></dt><dd>EBAS_1.1</dd><dt><span>ebas_data_license :</span></dt><dd>https://creativecommons.org/licenses/by/4.0/</dd><dt><span>ebas_citation :</span></dt><dd>Markus Fiebig, aerosol_absorption_coefficient - filter_absorption_photometer at Birkenes II, data hosted by EBAS at NILU</dd><dt><span>ebas_set_type_code :</span></dt><dd>TI</dd><dt><span>ebas_timezone :</span></dt><dd>UTC</dd><dt><span>ebas_file_name :</span></dt><dd>NO0002R.20170101000000.20230627082633.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.6y.1h.NO01L_Radiance-Research_PSAP-3W_BIR_dry.NO01L_abs_coef_PSAP_v1.lev2.nc</dd><dt><span>ebas_file_creation :</span></dt><dd>2023-06-27T10:49:04.457369 UTC</dd><dt><span>ebas_export_state :</span></dt><dd>2023-06-27T09:53:47.937237 UTC</dd><dt><span>ebas_export_filter :</span></dt><dd>exclude-900,exclude-invalid</dd><dt><span>ebas_startdate :</span></dt><dd>20170101000000</dd><dt><span>ebas_revision_date :</span></dt><dd>20230627082633</dd><dt><span>ebas_version :</span></dt><dd>1</dd><dt><span>ebas_version_description :</span></dt><dd>initial revision</dd><dt><span>ebas_data_level :</span></dt><dd>2</dd><dt><span>ebas_period_code :</span></dt><dd>6y</dd><dt><span>ebas_resolution_code :</span></dt><dd>1h</dd><dt><span>ebas_sample_duration :</span></dt><dd>1h</dd><dt><span>ebas_station_code :</span></dt><dd>NO0002R</dd><dt><span>ebas_platform_code :</span></dt><dd>NO0002S</dd><dt><span>ebas_station_name :</span></dt><dd>Birkenes II</dd><dt><span>ebas_station_wdca_id :</span></dt><dd>GAWANO__BIR</dd><dt><span>ebas_station_gaw_id :</span></dt><dd>BIR</dd><dt><span>ebas_station_gaw_name :</span></dt><dd>Birkenes Atmospheric Observatory</dd><dt><span>ebas_station_other_ids :</span></dt><dd>BIR (ICOS), Birkenes (AERONET)</dd><dt><span>ebas_station_land_use :</span></dt><dd>Forest</dd><dt><span>ebas_station_setting :</span></dt><dd>Rural</dd><dt><span>ebas_station_gaw_type :</span></dt><dd>R</dd><dt><span>ebas_station_wmo_region :</span></dt><dd>6</dd><dt><span>ebas_station_latitude :</span></dt><dd>58.38853</dd><dt><span>ebas_station_longitude :</span></dt><dd>8.252</dd><dt><span>ebas_station_altitude :</span></dt><dd>219.0 m</dd><dt><span>ebas_measuremenet_latitude :</span></dt><dd>58.38</dd><dt><span>ebas_measurement_longitude :</span></dt><dd>8.25</dd><dt><span>ebas_measurement_altitude :</span></dt><dd>220.0 m</dd><dt><span>ebas_measurement_height :</span></dt><dd>4.0 m</dd><dt><span>ebas_regime :</span></dt><dd>IMG</dd><dt><span>ebas_component :</span></dt><dd>aerosol_absorption_coefficient</dd><dt><span>ebas_unit :</span></dt><dd>1/Mm</dd><dt><span>ebas_matrix :</span></dt><dd>pm10</dd><dt><span>ebas_laboratory_code :</span></dt><dd>NO01L</dd><dt><span>ebas_instrument_type :</span></dt><dd>filter_absorption_photometer</dd><dt><span>ebas_instrument_name :</span></dt><dd>Radiance-Research_PSAP-3W_BIR_dry</dd><dt><span>ebas_instrument_manufacturer :</span></dt><dd>Radiance-Research</dd><dt><span>ebas_instrument_model :</span></dt><dd>PSAP-3W</dd><dt><span>ebas_instrument_serial_number :</span></dt><dd>0121</dd><dt><span>ebas_method_ref :</span></dt><dd>NO01L_abs_coef_PSAP_v1</dd><dt><span>ebas_standard_method :</span></dt><dd>Single-angle_Correction=Bond1999_Ogren2010</dd><dt><span>ebas_inlet_type :</span></dt><dd>Impactor--direct</dd><dt><span>ebas_inlet_description :</span></dt><dd>PM10 at ambient humidity inlet, Digitel, flow 140 l/min</dd><dt><span>ebas_humidity_temperaure_control :</span></dt><dd>None</dd><dt><span>ebas_humidity_temperaure_control_description :</span></dt><dd>passive, sample heated from atmospheric to lab temperature</dd><dt><span>ebas_volume_std_temperature :</span></dt><dd>273.15 K</dd><dt><span>ebas_volume_std_pressure :</span></dt><dd>1013.25 hPa</dd><dt><span>ebas_detection_limit :</span></dt><dd>0.1 1/Mm</dd><dt><span>ebas_detection_limit_expl :</span></dt><dd>Determined by instrument noise characteristics, no detection limit flag used</dd><dt><span>ebas_measurement_uncertainty_expl :</span></dt><dd>typical value of unit-to-unit variability as estimated by Bond et al., 1999.</dd><dt><span>ebas_zero_negative_values_code :</span></dt><dd>Zero/negative possible</dd><dt><span>ebas_zero_negative_values :</span></dt><dd>Zero and neg. values may appear due to statistical variations at very low concentrations</dd><dt><span>ebas_organization :</span></dt><dd>NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_framework_acronym :</span></dt><dd>ACTRIS, EMEP, GAW-WDCA</dd><dt><span>ebas_framework_name :</span></dt><dd>European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols</dd><dt><span>ebas_framework_description :</span></dt><dd>ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme.</dd><dt><span>ebas_framework_contact_name :</span></dt><dd>Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig</dd><dt><span>ebas_framework_contact_email :</span></dt><dd>clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no</dd><dt><span>ebas_originator :</span></dt><dd>Fiebig, Markus, Markus.Fiebig@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway, ORCID=0000-0002-3380-3470</dd><dt><span>ebas_submitter :</span></dt><dd>Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway</dd><dt><span>ebas_acknowledgement :</span></dt><dd>Request acknowledgement details from data originator</dd><dt><span>Metadata_Conventions :</span></dt><dd>Unidata Dataset Discovery v1.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>comment :</span></dt><dd>{\n    \"Data definition\": \"EBAS_1.1\",\n    \"Data license\": \"https://creativecommons.org/licenses/by/4.0/\",\n    \"Citation\": \"Markus Fiebig, aerosol_absorption_coefficient - filter_absorption_photometer at Birkenes II, data hosted by EBAS at NILU\",\n    \"Set type code\": \"TI\",\n    \"Timezone\": \"UTC\",\n    \"File name\": \"NO0002R.20170101000000.20230627082633.filter_absorption_photometer.aerosol_absorption_coefficient.pm10.6y.1h.NO01L_Radiance-Research_PSAP-3W_BIR_dry.NO01L_abs_coef_PSAP_v1.lev2.nc\",\n    \"File creation\": \"2023-06-27T10:49:04.457369 UTC\",\n    \"Export state\": \"2023-06-27T09:53:47.937237 UTC\",\n    \"Export filter\": \"exclude-900,exclude-invalid\",\n    \"Startdate\": \"20170101000000\",\n    \"Revision date\": \"20230627082633\",\n    \"Version\": \"1\",\n    \"Version description\": \"initial revision\",\n    \"Data level\": \"2\",\n    \"Period code\": \"6y\",\n    \"Resolution code\": \"1h\",\n    \"Sample duration\": \"1h\",\n    \"Station code\": \"NO0002R\",\n    \"Platform code\": \"NO0002S\",\n    \"Station name\": \"Birkenes II\",\n    \"Station WDCA-ID\": \"GAWANO__BIR\",\n    \"Station GAW-ID\": \"BIR\",\n    \"Station GAW-Name\": \"Birkenes Atmospheric Observatory\",\n    \"Station other IDs\": \"BIR (ICOS), Birkenes (AERONET)\",\n    \"Station land use\": \"Forest\",\n    \"Station setting\": \"Rural\",\n    \"Station GAW type\": \"R\",\n    \"Station WMO region\": \"6\",\n    \"Station latitude\": \"58.38853\",\n    \"Station longitude\": \"8.252\",\n    \"Station altitude\": \"219.0 m\",\n    \"Measurement latitude\": \"58.38\",\n    \"Measurement longitude\": \"8.25\",\n    \"Measurement altitude\": \"220.0 m\",\n    \"Measurement height\": \"4.0 m\",\n    \"Regime\": \"IMG\",\n    \"Component\": \"aerosol_absorption_coefficient\",\n    \"Unit\": \"1/Mm\",\n    \"Matrix\": \"pm10\",\n    \"Laboratory code\": \"NO01L\",\n    \"Instrument type\": \"filter_absorption_photometer\",\n    \"Instrument name\": \"Radiance-Research_PSAP-3W_BIR_dry\",\n    \"Instrument manufacturer\": \"Radiance-Research\",\n    \"Instrument model\": \"PSAP-3W\",\n    \"Instrument serial number\": \"0121\",\n    \"Method ref\": \"NO01L_abs_coef_PSAP_v1\",\n    \"Standard method\": \"Single-angle_Correction=Bond1999_Ogren2010\",\n    \"Inlet type\": \"Impactor--direct\",\n    \"Inlet description\": \"PM10 at ambient humidity inlet, Digitel, flow 140 l/min\",\n    \"Humidity/temperature control\": \"None\",\n    \"Humidity/temperature control description\": \"passive, sample heated from atmospheric to lab temperature\",\n    \"Volume std. temperature\": \"273.15 K\",\n    \"Volume std. pressure\": \"1013.25 hPa\",\n    \"Detection limit\": \"0.1 1/Mm\",\n    \"Detection limit expl.\": \"Determined by instrument noise characteristics, no detection limit flag used\",\n    \"Measurement uncertainty expl.\": \"typical value of unit-to-unit variability as estimated by Bond et al., 1999.\",\n    \"Zero/negative values code\": \"Zero/negative possible\",\n    \"Zero/negative values\": \"Zero and neg. values may appear due to statistical variations at very low concentrations\",\n    \"Organization\": \"NO01L, Norwegian Institute for Air Research, NILU, , Instituttveien 18, , 2007, Kjeller, Norway\",\n    \"Framework acronym\": \"ACTRIS, EMEP, GAW-WDCA\",\n    \"Framework name\": \"European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases, European Monitoring and Evaluation Programme, World Data Centre for Aerosols\",\n    \"Framework description\": \"ACTRIS is the European Research Infrastructure for the observation of Aerosol, Clouds, and Trace gases. ACTRIS is composed of observing stations, exploratory platforms, instruments calibration centres, and a data centre., The European Monitoring and Evaluation Programme (EMEP) is a scientifically based and policy driven programme under the Convention on Long-range Transboundary Air Pollution (CLRTAP) for int'l co-operation to solve transboundary air pollution problems., The World Data Centre for Aerosols is the data repository and archive for microphysical, optical, and chemical properties of atmospheric aerosol of the World Meteorological Organisation's (WMO) Global Atmosphere Watch (GAW) programme.\",\n    \"Framework contact name\": \"Cathrine Lund Myhre, Kjetil T\u00f8rseth, Markus Fiebig\",\n    \"Framework contact email\": \"clm@nilu.no, kt@nilu.no, Markus.Fiebig@nilu.no\",\n    \"Originator\": \"Fiebig, Markus, Markus.Fiebig@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway, ORCID=0000-0002-3380-3470\",\n    \"Submitter\": \"Lunder, Chris, crl@nilu.no, Norwegian Institute for Air Research, NILU, Atmosphere and Climate Department, Instituttveien 18, , 2007, Kjeller, Norway\",\n    \"Acknowledgement\": \"Request acknowledgement details from data originator\"\n}</dd><dt><span>standard_name_vocabulary :</span></dt><dd>CF-1.7, ACDD-1.3</dd><dt><span>history :</span></dt><dd>None</dd><dt><span>creator_url :</span></dt><dd>ebas.nilu.no</dd></dl></div></li></ul></div></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=742417b7\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>In this case, the nephelometer has measurements at wavelengths 450, 550 and 700 nm, while the filter absoprtion photometer has 470, 522, 660 nm. We will continue to focus on the 550nm wavelength, and hence need to interpolate the data from the filter absorption photometer. The goal is to calculate the SSA for 550 nm.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=d67a439c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"The-%C3%85ngstr%C3%B6m-exponent\">The \u00c5ngstr\u00f6m exponent<a class=\"anchor-link\" href=\"#The-%C3%85ngstr%C3%B6m-exponent\">\u00b6</a></h3><p>To determine the single scattering albedo with datasets where the measuring wavelengths of the nephelometer and filter absorption photometer does not match, we can use the angstrom exponent to manipulate the data.</p>\n<p>The \u00c5ngstr\u00f6m exponent parametrizes the wavelength dependence of either scattering or absorption, with the equation:</p>\n<p>$\\frac{\\sigma_1}{\\sigma_2}=\\frac{\\lambda_1}{\\lambda_2}^{-\\alpha}$</p>\n<p>Where $\\sigma$ denotes either scattering or absorption coefficient at two different wavelengths, $\\lambda$ denotes the wavelength and $\\alpha$ the Angstrom exponent. By evaluating how the coefficients depend on wavelength and derive the \u00c5ngstr\u00f6m exponent, we can further use this to obtain either the scattering or absorption coefficient.</p>\n<p>For instance, if $\\alpha = -1$ for absorption coefficients, there is a uniform absorption of all wavelengths, where one example is soot. Meaning that the magnitude of the \u00c5ngstr\u00f6m exponent for absorption coefficients is telling about the dependence of wavelength for absorption. While $\\alpha$ for scattering coefficient is telling about the particle size.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=6f104356\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>In this case we want to determine the Angstrom exponent for the light absoprtion coefficient.</p>\n<p>$\\alpha = \\frac{ln(\\frac{\\sigma_2}{\\sigma_1})}{ln(\\frac{\\lambda_1}{\\lambda_2})}$</p>\n<p>To derive the absorption coefficient for $\\lambda = 550 nm$, we will use the data for wavelenghts $\\lambda = 522 nm, 660 nm$.</p>\n<p>Therefore $\\sigma_1$ and $\\sigma_2$ denotes the ligth absorption coefficients at wavelengths $\\lambda_1 = 522 nm$ and $\\lambda_2 = 660 nm$</p>\n<p>While we are working with bigger datasets, one must calculate the exponent for each timestep. Once the exponent is known, one can use it to obtain a coefficient at desired wavelength.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=81334075\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Extracting variables and wavelenghts of interest from datasets</span>\n\n<span class=\"c1\"># Scattering</span>\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">neph_ds</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span> \n<span class=\"n\">sc_coeff</span> <span class=\"o\">=</span> <span class=\"n\">sc</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">Wavelength</span> <span class=\"o\">=</span> <span class=\"mi\">550</span><span class=\"p\">)</span> \n\n<span class=\"c1\"># Absorption</span>\n<span class=\"n\">ab</span> <span class=\"o\">=</span> <span class=\"n\">phot_ds</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">]</span> \n<span class=\"n\">ab_522</span> <span class=\"o\">=</span> <span class=\"n\">ab</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">Wavelength</span> <span class=\"o\">=</span> <span class=\"mi\">522</span><span class=\"p\">)</span> \n<span class=\"n\">ab_660</span> <span class=\"o\">=</span> <span class=\"n\">ab</span><span class=\"o\">.</span><span class=\"n\">sel</span><span class=\"p\">(</span><span class=\"n\">Wavelength</span> <span class=\"o\">=</span> <span class=\"mi\">660</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=85a6c23c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Converting to dataframe</span>\n\n<span class=\"n\">sc</span> <span class=\"o\">=</span> <span class=\"n\">sc_coeff</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>  <span class=\"c1\"># dataframe of scattering coefficients at wavelength 550 nm</span>\n<span class=\"n\">ab522</span> <span class=\"o\">=</span> <span class=\"n\">ab_522</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>  <span class=\"c1\"># dataframe of absorption coefficients at wavelength 522 nm</span>\n<span class=\"n\">ab660</span> <span class=\"o\">=</span> <span class=\"n\">ab_660</span><span class=\"o\">.</span><span class=\"n\">to_dataframe</span><span class=\"p\">()</span>  <span class=\"c1\"># dataframe of absorption coefficients at wavelength 660 nm</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=6e5bf78c\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Only looking at data where both sets have measurements</span>\n\n<span class=\"n\">start_date</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">Timestamp</span><span class=\"p\">(</span><span class=\"s2\">\"2020-12\"</span><span class=\"p\">)</span>\n<span class=\"n\">end_date</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">Timestamp</span><span class=\"p\">(</span><span class=\"s2\">\"2022-08\"</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Filter out rows that fall outside the desired timespan</span>\n<span class=\"n\">df_ab522</span> <span class=\"o\">=</span> <span class=\"n\">ab522</span><span class=\"p\">[(</span><span class=\"n\">ab522</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&gt;=</span> <span class=\"n\">start_date</span><span class=\"p\">)</span> <span class=\"o\">&amp;</span> <span class=\"p\">(</span><span class=\"n\">ab522</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&lt;=</span> <span class=\"n\">end_date</span><span class=\"p\">)]</span>\n<span class=\"n\">df_ab660</span> <span class=\"o\">=</span> <span class=\"n\">ab660</span><span class=\"p\">[(</span><span class=\"n\">ab660</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&gt;=</span> <span class=\"n\">start_date</span><span class=\"p\">)</span> <span class=\"o\">&amp;</span> <span class=\"p\">(</span><span class=\"n\">ab660</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&lt;=</span> <span class=\"n\">end_date</span><span class=\"p\">)]</span>\n<span class=\"n\">df_sc</span> <span class=\"o\">=</span> <span class=\"n\">sc</span><span class=\"p\">[(</span><span class=\"n\">sc</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&gt;=</span> <span class=\"n\">start_date</span><span class=\"p\">)</span> <span class=\"o\">&amp;</span> <span class=\"p\">(</span><span class=\"n\">sc</span><span class=\"o\">.</span><span class=\"n\">index</span> <span class=\"o\">&lt;=</span> <span class=\"n\">end_date</span><span class=\"p\">)]</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=fee98de8\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Function-for-calculating-the-Angstrom-exponent\">Function for calculating the Angstrom exponent<a class=\"anchor-link\" href=\"#Function-for-calculating-the-Angstrom-exponent\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=e37d358a\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># making a function to calculate angstrom exponent</span>\n\n<span class=\"c1\"># sigma1 and sigma2: scattering or absorption coefficients</span>\n<span class=\"c1\"># lambda1 and lambda2: respective wavelengths</span>\n\n<span class=\"k\">def</span><span class=\"w\"> </span><span class=\"nf\">angstrom</span><span class=\"p\">(</span><span class=\"n\">sigma1</span><span class=\"p\">,</span><span class=\"n\">sigma2</span><span class=\"p\">,</span><span class=\"n\">lambda1</span><span class=\"p\">,</span> <span class=\"n\">lambda2</span><span class=\"p\">):</span>\n    <span class=\"c1\"># For a smooth operation, check that datasets are even in size.</span>\n    <span class=\"k\">if</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">sigma1</span><span class=\"p\">)</span> <span class=\"o\">==</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">sigma2</span><span class=\"p\">):</span>\n        <span class=\"n\">A</span> <span class=\"o\">=</span> <span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">sigma1</span><span class=\"p\">)</span>\n    <span class=\"k\">else</span><span class=\"p\">:</span>\n        <span class=\"k\">return</span> <span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s2\">\"Match length of datasets.\"</span><span class=\"p\">)</span>\n    \n    <span class=\"n\">alpha</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">zeros</span><span class=\"p\">(</span><span class=\"n\">A</span><span class=\"p\">)</span> <span class=\"c1\"># empty array with length of dataset</span>\n    \n    <span class=\"k\">for</span> <span class=\"n\">i</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"n\">A</span><span class=\"p\">):</span>\n        <span class=\"c1\"># checking for NaNs and negative numbers</span>\n        <span class=\"k\">if</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">isnan</span><span class=\"p\">(</span><span class=\"n\">sigma1</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">])</span> <span class=\"ow\">or</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">isnan</span><span class=\"p\">(</span><span class=\"n\">sigma2</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]):</span>\n            <span class=\"n\">alpha</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">nan</span>\n        <span class=\"k\">if</span> <span class=\"n\">sigma1</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">&lt;</span> <span class=\"mi\">0</span> <span class=\"ow\">or</span> <span class=\"n\">sigma2</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">&lt;</span> <span class=\"mi\">0</span><span class=\"p\">:</span>\n            <span class=\"n\">alpha</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">nan</span>\n        <span class=\"k\">else</span><span class=\"p\">:</span>\n            <span class=\"n\">alpha</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"p\">(</span><span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">log</span><span class=\"p\">(</span><span class=\"n\">sigma2</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span><span class=\"o\">/</span><span class=\"n\">sigma1</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]))</span><span class=\"o\">/</span><span class=\"p\">(</span><span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">log</span><span class=\"p\">(</span><span class=\"n\">lambda1</span><span class=\"o\">/</span><span class=\"n\">lambda2</span><span class=\"p\">))</span>\n        <span class=\"n\">time</span> <span class=\"o\">=</span> <span class=\"n\">sigma1</span><span class=\"o\">.</span><span class=\"n\">index</span>\n    <span class=\"k\">return</span> <span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">alpha</span>\n\n<span class=\"c1\"># Executing the function using the known absorption coefficients</span>\n\n<span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">alpha</span> <span class=\"o\">=</span> <span class=\"n\">angstrom</span><span class=\"p\">(</span><span class=\"n\">df_ab522</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">],</span> <span class=\"n\">df_ab660</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">],</span><span class=\"mi\">522</span><span class=\"p\">,</span><span class=\"mi\">660</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=9087ef31\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Plotting-the-Angstorm-exponent\">Plotting the Angstorm exponent<a class=\"anchor-link\" href=\"#Plotting-the-Angstorm-exponent\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=e12f9430\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"p\">,</span> <span class=\"n\">color</span><span class=\"o\">=</span><span class=\"s1\">'g'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xticks</span><span class=\"p\">(</span><span class=\"n\">rotation</span><span class=\"o\">=</span><span class=\"mi\">45</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Angstrom exponent for absorption\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Date\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"\u03b1\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.02</span><span class=\"p\">,</span> <span class=\"mf\">0.87</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelengths: 522nm, 660nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">show</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=cf18ebe0\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Now we can use the angstrom exponent and its equation in reverse, to obtain the absorption coefficients at wavelength 550nm.\nBy rearranging the equation:</p>\n<p>$\\frac{\\sigma_1}{\\sigma_2}=\\frac{\\lambda_1}{\\lambda_2}^{-\\alpha}$</p>\n<p>Solve for wanted coefficient. In this case it is:</p>\n<p>$\\sigma _{A550} = \\frac{\\lambda _{550}}{\\lambda_{522}}^{-\\alpha} \\sigma _{A522}$</p>\n<p>One could use either $\\lambda = 522 nm$ or $\\lambda = 660 nm$, as long as you use the known coefficient with the corresponding wavelength.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=66d4fc08\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Calculating-absorption-coefficicents-at-$%5Clambda-=-550nm$\">Calculating absorption coefficicents at $\\lambda = 550nm$<a class=\"anchor-link\" href=\"#Calculating-absorption-coefficicents-at-$%5Clambda-=-550nm$\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=31e0f1dc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># a: angstrom exponent</span>\n<span class=\"c1\"># sigma: known coefficient, either absorption or scattering. depending on what you calculated the exponent for</span>\n<span class=\"c1\"># lambda_a: wavelength you want to find the coefficient for</span>\n<span class=\"c1\"># lambda1: wavelength for sigma</span>\n\n<span class=\"k\">def</span><span class=\"w\"> </span><span class=\"nf\">make_coeff</span><span class=\"p\">(</span><span class=\"n\">a</span><span class=\"p\">,</span> <span class=\"n\">sigma</span><span class=\"p\">,</span> <span class=\"n\">lambda_a</span><span class=\"p\">,</span> <span class=\"n\">lambda1</span><span class=\"p\">):</span>\n    <span class=\"n\">coeff</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">zeros</span><span class=\"p\">(</span><span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">a</span><span class=\"p\">))</span>\n    <span class=\"k\">for</span> <span class=\"n\">i</span> <span class=\"ow\">in</span> <span class=\"nb\">range</span><span class=\"p\">(</span><span class=\"nb\">len</span><span class=\"p\">(</span><span class=\"n\">a</span><span class=\"p\">)):</span>\n        <span class=\"n\">coeff</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"p\">((</span><span class=\"n\">lambda_a</span><span class=\"o\">/</span><span class=\"n\">lambda1</span><span class=\"p\">)</span><span class=\"o\">**</span><span class=\"p\">(</span><span class=\"o\">-</span><span class=\"n\">a</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]))</span><span class=\"o\">*</span><span class=\"n\">sigma</span><span class=\"p\">[</span><span class=\"n\">i</span><span class=\"p\">]</span>\n    <span class=\"n\">time</span> <span class=\"o\">=</span> <span class=\"n\">sigma</span><span class=\"o\">.</span><span class=\"n\">index</span>\n    <span class=\"k\">return</span> <span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">coeff</span>\n\n<span class=\"c1\"># Executing the function for deriving absoprtion coefficient at wanted wavelength</span>\n\n<span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">abs_coeff550</span> <span class=\"o\">=</span> <span class=\"n\">make_coeff</span><span class=\"p\">(</span><span class=\"n\">alpha</span><span class=\"p\">,</span> <span class=\"n\">df_ab522</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_absorption_coefficient_amean\"</span><span class=\"p\">],</span> <span class=\"mi\">550</span><span class=\"p\">,</span> <span class=\"mi\">522</span><span class=\"p\">)</span>\n\n<span class=\"n\">df_ab550</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">DataFrame</span><span class=\"p\">(</span><span class=\"n\">abs_coeff550</span><span class=\"p\">,</span> <span class=\"n\">time</span><span class=\"p\">)</span> <span class=\"c1\"># making into dataframe</span>\n<span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">columns</span> <span class=\"o\">=</span> <span class=\"p\">[</span><span class=\"s2\">\"Estimated absorption coefficient, 550nm\"</span><span class=\"p\">]</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=b4611d61\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Plotting-scattering-coefficient-and-absorption-coefficient-at-$%5Clambda-=-550nm$\">Plotting scattering coefficient and absorption coefficient at $\\lambda = 550nm$<a class=\"anchor-link\" href=\"#Plotting-scattering-coefficient-and-absorption-coefficient-at-$%5Clambda-=-550nm$\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=aedbdabc\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">fig</span><span class=\"p\">,</span> <span class=\"n\">ax</span> <span class=\"o\">=</span> <span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">subplots</span><span class=\"p\">()</span>\n\n<span class=\"n\">df_sc</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">ax</span><span class=\"o\">=</span><span class=\"n\">ax</span><span class=\"p\">,</span> <span class=\"n\">label</span><span class=\"o\">=</span><span class=\"s2\">\"Scattering coefficient, 550nm\"</span><span class=\"p\">)</span>\n\n<span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">ax</span><span class=\"o\">=</span><span class=\"n\">ax</span><span class=\"p\">,</span> <span class=\"n\">label</span><span class=\"o\">=</span><span class=\"s2\">\"Estimated absorption coefficient, 550nm\"</span><span class=\"p\">)</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Scattering coefficients and estimated absorption coefficient at Birkenes II (NO)\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Time\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"[1/Mm]\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">legend</span><span class=\"p\">()</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.02</span><span class=\"p\">,</span> <span class=\"mf\">0.76</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">show</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=d4757505\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Before we can calculate the SSA, we need to check that the two dataframes we have for scattering coefficient and absorption coefficient matches in length. We know the data they contain spans over the same time period, but have a quick look below and see that they contain different number of measurements. To fix this, we check for any unique indexes in both dataframes and insert the ones \"missing\" and giving them a \"NaN\" value.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=98bc4162\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">df_sc</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>Wavelength</th>\n<th>aerosol_light_scattering_coefficient_amean</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>2020-12-01 00:30:00</th>\n<td>550.0</td>\n<td>1.73604</td>\n</tr>\n<tr>\n<th>2020-12-01 01:30:00</th>\n<td>550.0</td>\n<td>0.95774</td>\n</tr>\n<tr>\n<th>2020-12-01 02:30:00</th>\n<td>550.0</td>\n<td>0.57248</td>\n</tr>\n<tr>\n<th>2020-12-01 03:30:00</th>\n<td>550.0</td>\n<td>0.19908</td>\n</tr>\n<tr>\n<th>2020-12-01 04:30:00</th>\n<td>550.0</td>\n<td>0.46737</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n<td>...</td>\n</tr>\n<tr>\n<th>2022-07-31 19:30:00</th>\n<td>550.0</td>\n<td>10.16694</td>\n</tr>\n<tr>\n<th>2022-07-31 20:30:00</th>\n<td>550.0</td>\n<td>7.76920</td>\n</tr>\n<tr>\n<th>2022-07-31 21:30:00</th>\n<td>550.0</td>\n<td>6.51373</td>\n</tr>\n<tr>\n<th>2022-07-31 22:30:00</th>\n<td>550.0</td>\n<td>5.87390</td>\n</tr>\n<tr>\n<th>2022-07-31 23:30:00</th>\n<td>550.0</td>\n<td>7.25679</td>\n</tr>\n</tbody>\n</table>\n<p>14592 rows \u00d7 2 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=911e7792\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"n\">df_ab550</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>Estimated absorption coefficient, 550nm</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>2020-12-01 00:30:00</th>\n<td>0.434964</td>\n</tr>\n<tr>\n<th>2020-12-01 01:30:00</th>\n<td>0.281459</td>\n</tr>\n<tr>\n<th>2020-12-01 02:30:00</th>\n<td>0.151241</td>\n</tr>\n<tr>\n<th>2020-12-01 03:30:00</th>\n<td>0.119096</td>\n</tr>\n<tr>\n<th>2020-12-01 04:30:00</th>\n<td>0.155996</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n</tr>\n<tr>\n<th>2022-07-31 19:30:00</th>\n<td>1.712482</td>\n</tr>\n<tr>\n<th>2022-07-31 20:30:00</th>\n<td>1.593215</td>\n</tr>\n<tr>\n<th>2022-07-31 21:30:00</th>\n<td>1.193781</td>\n</tr>\n<tr>\n<th>2022-07-31 22:30:00</th>\n<td>0.855651</td>\n</tr>\n<tr>\n<th>2022-07-31 23:30:00</th>\n<td>0.815754</td>\n</tr>\n</tbody>\n</table>\n<p>14568 rows \u00d7 1 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=73c17bfe\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Find the common indexes between df_sc and df_ab550</span>\n<span class=\"n\">common_indexes</span> <span class=\"o\">=</span> <span class=\"n\">df_sc</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"o\">.</span><span class=\"n\">intersection</span><span class=\"p\">(</span><span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Find the unique indexes in df_sc that are not in df_ab550</span>\n<span class=\"n\">unique_indexes_sc</span> <span class=\"o\">=</span> <span class=\"n\">df_sc</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"o\">.</span><span class=\"n\">difference</span><span class=\"p\">(</span><span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Find the unique indexes in df_ab550 that are not in df_sc</span>\n<span class=\"n\">unique_indexes_ab550</span> <span class=\"o\">=</span> <span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"o\">.</span><span class=\"n\">difference</span><span class=\"p\">(</span><span class=\"n\">df_sc</span><span class=\"o\">.</span><span class=\"n\">index</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Create a new dataframe for df_ab550 with NaN values and reindexed with unique indexes from df_sc</span>\n<span class=\"n\">df_ab550_with_nan</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">DataFrame</span><span class=\"p\">(</span><span class=\"n\">index</span><span class=\"o\">=</span><span class=\"n\">unique_indexes_sc</span><span class=\"p\">,</span> <span class=\"n\">columns</span><span class=\"o\">=</span><span class=\"n\">df_ab550</span><span class=\"o\">.</span><span class=\"n\">columns</span><span class=\"p\">)</span>\n<span class=\"n\">df_ab550_with_nan</span><span class=\"p\">[</span><span class=\"s1\">'Estimated absorption coefficient, 550nm'</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">nan</span>\n\n<span class=\"c1\"># Create a new dataframe for df_sc with NaN values and reindexed with unique indexes from df_ab550</span>\n<span class=\"n\">df_sc_with_nan</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">DataFrame</span><span class=\"p\">(</span><span class=\"n\">index</span><span class=\"o\">=</span><span class=\"n\">unique_indexes_ab550</span><span class=\"p\">,</span> <span class=\"n\">columns</span><span class=\"o\">=</span><span class=\"n\">df_sc</span><span class=\"o\">.</span><span class=\"n\">columns</span><span class=\"p\">)</span>\n<span class=\"n\">df_sc_with_nan</span><span class=\"p\">[</span><span class=\"s1\">'aerosol_light_scattering_coefficient_amean'</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">np</span><span class=\"o\">.</span><span class=\"n\">nan</span>\n\n<span class=\"c1\"># Concatenate the original dataframe df_ab550 with df_ab550_with_nan</span>\n<span class=\"n\">df_ab550_combined</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">concat</span><span class=\"p\">([</span><span class=\"n\">df_ab550</span><span class=\"p\">,</span> <span class=\"n\">df_ab550_with_nan</span><span class=\"p\">])</span><span class=\"o\">.</span><span class=\"n\">sort_index</span><span class=\"p\">()</span>\n\n<span class=\"c1\"># Concatenate the original dataframe df_sc with df_sc_with_nan</span>\n<span class=\"n\">df_sc_combined</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">concat</span><span class=\"p\">([</span><span class=\"n\">df_sc</span><span class=\"p\">,</span> <span class=\"n\">df_sc_with_nan</span><span class=\"p\">])</span><span class=\"o\">.</span><span class=\"n\">sort_index</span><span class=\"p\">()</span>\n\n<span class=\"c1\"># Output the combined dataframes</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s2\">\"Combined df_ab550:\"</span><span class=\"p\">)</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"n\">df_ab550_combined</span><span class=\"p\">)</span>\n\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"s2\">\"Combined df_sc:\"</span><span class=\"p\">)</span>\n<span class=\"nb\">print</span><span class=\"p\">(</span><span class=\"n\">df_sc_combined</span><span class=\"p\">)</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Combined df_ab550:\n                     Estimated absorption coefficient, 550nm\ntime                                                        \n2020-12-01 00:30:00                                 0.434964\n2020-12-01 01:30:00                                 0.281459\n2020-12-01 02:30:00                                 0.151241\n2020-12-01 03:30:00                                 0.119096\n2020-12-01 04:30:00                                 0.155996\n...                                                      ...\n2022-07-31 19:30:00                                 1.712482\n2022-07-31 20:30:00                                 1.593215\n2022-07-31 21:30:00                                 1.193781\n2022-07-31 22:30:00                                 0.855651\n2022-07-31 23:30:00                                 0.815754\n\n[14592 rows x 1 columns]\nCombined df_sc:\n                     Wavelength  aerosol_light_scattering_coefficient_amean\ntime                                                                       \n2020-12-01 00:30:00       550.0                                     1.73604\n2020-12-01 01:30:00       550.0                                     0.95774\n2020-12-01 02:30:00       550.0                                     0.57248\n2020-12-01 03:30:00       550.0                                     0.19908\n2020-12-01 04:30:00       550.0                                     0.46737\n...                         ...                                         ...\n2022-07-31 19:30:00       550.0                                    10.16694\n2022-07-31 20:30:00       550.0                                     7.76920\n2022-07-31 21:30:00       550.0                                     6.51373\n2022-07-31 22:30:00       550.0                                     5.87390\n2022-07-31 23:30:00       550.0                                     7.25679\n\n[14592 rows x 2 columns]\n</pre>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=45173500\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Plot-of-SSA\">Plot of SSA<a class=\"anchor-link\" href=\"#Plot-of-SSA\">\u00b6</a></h3><p>Now that we have found scattering coeffients and absorption coefficients, at the same wavelength/timespan/station, we can determine the single scattering albedo. Here using the function defined in example 1.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=2af36b5f\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># Assigning the coefficients to arrays</span>\n<span class=\"n\">sigma_SP</span> <span class=\"o\">=</span> <span class=\"n\">df_sc_combined</span><span class=\"p\">[</span><span class=\"s2\">\"aerosol_light_scattering_coefficient_amean\"</span><span class=\"p\">]</span>\n<span class=\"n\">sigma_AP</span> <span class=\"o\">=</span> <span class=\"n\">df_ab550_combined</span><span class=\"p\">[</span><span class=\"s2\">\"Estimated absorption coefficient, 550nm\"</span><span class=\"p\">]</span>\n\n<span class=\"c1\"># Executing function from example 1, determining the SSA</span>\n<span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">ssa</span> <span class=\"o\">=</span> <span class=\"n\">SSA</span><span class=\"p\">(</span><span class=\"n\">sigma_SP</span><span class=\"p\">,</span> <span class=\"n\">sigma_AP</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Plotting the SSA</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"n\">time</span><span class=\"p\">,</span> <span class=\"n\">ssa</span><span class=\"p\">,</span> <span class=\"n\">color</span><span class=\"o\">=</span><span class=\"s1\">'pink'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xticks</span><span class=\"p\">(</span><span class=\"n\">rotation</span><span class=\"o\">=</span><span class=\"mi\">45</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">title</span><span class=\"p\">(</span><span class=\"s2\">\"Single scattering albedo at Birkenes II (NO) 2020-2022\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">xlabel</span><span class=\"p\">(</span><span class=\"s2\">\"Date\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">ylabel</span><span class=\"p\">(</span><span class=\"s2\">\"$\\omega 0$\"</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">set_facecolor</span><span class=\"p\">(</span><span class=\"s1\">'white'</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">grid</span><span class=\"p\">(</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">linestyle</span><span class=\"o\">=</span><span class=\"s1\">'--'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">text_box_props</span> <span class=\"o\">=</span> <span class=\"nb\">dict</span><span class=\"p\">(</span><span class=\"n\">boxstyle</span><span class=\"o\">=</span><span class=\"s1\">'round'</span><span class=\"p\">,</span> <span class=\"n\">facecolor</span><span class=\"o\">=</span><span class=\"s1\">'white'</span><span class=\"p\">,</span> <span class=\"n\">alpha</span><span class=\"o\">=</span><span class=\"mf\">0.5</span><span class=\"p\">)</span>\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">text</span><span class=\"p\">(</span><span class=\"mf\">0.05</span><span class=\"p\">,</span> <span class=\"mf\">0.05</span><span class=\"p\">,</span> <span class=\"s1\">'Particle size. PM10</span><span class=\"se\">\\n</span><span class=\"s1\">Wavelength: 550nm'</span><span class=\"p\">,</span> <span class=\"n\">transform</span><span class=\"o\">=</span><span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">gca</span><span class=\"p\">()</span><span class=\"o\">.</span><span class=\"n\">transAxes</span><span class=\"p\">,</span> <span class=\"n\">bbox</span><span class=\"o\">=</span><span class=\"n\">text_box_props</span><span class=\"p\">)</span>\n\n<span class=\"n\">plt</span><span class=\"o\">.</span><span class=\"n\">show</span><span class=\"p\">()</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" src=\"data:image/png;base64,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\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=30a1a337\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>If you should encounter datasets with non matching wavelenghts, but say for instance that it is the filter absorption photometer that has data for the wanted wavelength and the nephelometer has measurements at different wavelengths. You can then follow the same procedure by calculating the Angstrom exponent, but instead use the scattering coefficients at wavelengths surrounding your desired wavelength. When you have obtained the Angstrom exponent for scattering at all timesteps, apply it in reverese to calculate the scattering coefficient at desired wavelength, and lastly use this in combination with the filter absoprtion photometers absorption coefficicents to determine the SSA.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=847f06ff\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\">\n<div class=\"jp-InputPrompt jp-InputArea-prompt\">In\u00a0[\u00a0]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor cm-s-jupyter\">\n<div class=\"highlight hl-ipython3\"><pre><span></span><span class=\"c1\"># New dataframe containing SSA</span>\n\n<span class=\"n\">df_SSA</span> <span class=\"o\">=</span> <span class=\"n\">pd</span><span class=\"o\">.</span><span class=\"n\">DataFrame</span><span class=\"p\">(</span><span class=\"n\">ssa</span><span class=\"p\">,</span><span class=\"n\">time</span><span class=\"p\">)</span>\n\n<span class=\"c1\"># Inserting the coefficients into dataframe</span>\n\n<span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"sigma_SP\"</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">sigma_SP</span>\n<span class=\"n\">df_SSA</span><span class=\"p\">[</span><span class=\"s2\">\"sigma_AP\"</span><span class=\"p\">]</span> <span class=\"o\">=</span> <span class=\"n\">sigma_AP</span>\n\n<span class=\"c1\"># Editing headings in dataframe</span>\n\n<span class=\"n\">headings</span> <span class=\"o\">=</span> <span class=\"p\">[</span><span class=\"s2\">\"SSA\"</span><span class=\"p\">,</span> <span class=\"s2\">\"sigma_SP\"</span><span class=\"p\">,</span> <span class=\"s2\">\"sigma_AP\"</span><span class=\"p\">]</span>\n<span class=\"n\">df_SSA</span><span class=\"o\">.</span><span class=\"n\">columns</span> <span class=\"o\">=</span> <span class=\"n\">headings</span>\n\n<span class=\"n\">df_SSA</span>\n</pre></div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[\u00a0]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n<style scoped=\"\">\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>SSA</th>\n<th>sigma_SP</th>\n<th>sigma_AP</th>\n</tr>\n<tr>\n<th>time</th>\n<th></th>\n<th></th>\n<th></th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>2020-12-01 00:30:00</th>\n<td>0.799649</td>\n<td>1.73604</td>\n<td>0.434964</td>\n</tr>\n<tr>\n<th>2020-12-01 01:30:00</th>\n<td>0.772870</td>\n<td>0.95774</td>\n<td>0.281459</td>\n</tr>\n<tr>\n<th>2020-12-01 02:30:00</th>\n<td>0.791023</td>\n<td>0.57248</td>\n<td>0.151241</td>\n</tr>\n<tr>\n<th>2020-12-01 03:30:00</th>\n<td>0.625691</td>\n<td>0.19908</td>\n<td>0.119096</td>\n</tr>\n<tr>\n<th>2020-12-01 04:30:00</th>\n<td>0.749752</td>\n<td>0.46737</td>\n<td>0.155996</td>\n</tr>\n<tr>\n<th>...</th>\n<td>...</td>\n<td>...</td>\n<td>...</td>\n</tr>\n<tr>\n<th>2022-07-31 19:30:00</th>\n<td>0.855845</td>\n<td>10.16694</td>\n<td>1.712482</td>\n</tr>\n<tr>\n<th>2022-07-31 20:30:00</th>\n<td>0.829829</td>\n<td>7.76920</td>\n<td>1.593215</td>\n</tr>\n<tr>\n<th>2022-07-31 21:30:00</th>\n<td>0.845115</td>\n<td>6.51373</td>\n<td>1.193781</td>\n</tr>\n<tr>\n<th>2022-07-31 22:30:00</th>\n<td>0.872852</td>\n<td>5.87390</td>\n<td>0.855651</td>\n</tr>\n<tr>\n<th>2022-07-31 23:30:00</th>\n<td>0.898947</td>\n<td>7.25679</td>\n<td>0.815754</td>\n</tr>\n</tbody>\n</table>\n<p>14592 rows \u00d7 3 columns</p>\n</div>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=13955794\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Further, statistics can be done on the data as shown in example 1.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=861a9630\">\n<div class=\"jp-Cell-inputWrapper\" tabindex=\"0\">\n<div class=\"jp-Collapser jp-InputCollapser jp-Cell-inputCollapser\">\n</div>\n<div class=\"jp-InputArea jp-Cell-inputArea\"><div class=\"jp-InputPrompt jp-InputArea-prompt\">\n</div><div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n</div>\n</div>\n</div>\n</div>\n</main>\n</div>\n</div>\n"}
