{"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,PHN2ZyBmaWxsPSJub25lIiB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI1Ij4KICAgIDxwYXRoIGNsYXNzPSJqcC1pY29uMiIgc3Ryb2tlPSIjMzMzMzMzIiBzdHJva2Utd2lkdGg9IjIiIHRyYW5zZm9ybT0idHJhbnNsYXRlKDIgMykiIGQ9Ik0xLjg2MDk0IDExLjQ0MDlDMC44MjY0NDggOC43NzAyNyAwLjg2Mzc3OSA2LjA1NzY0IDEuMjQ5MDcgNC4xOTkzMkMyLjQ4MjA2IDMuOTMzNDcgNC4wODA2OCAzLjQwMzQ3IDUuNjAxMDIgMi44NDQ5QzcuMjM1NDkgMi4yNDQ0IDguODU2NjYgMS41ODE1IDkuOTg3NiAxLjA5NTM5QzExLjA1OTcgMS41ODM0MSAxMi42MDk0IDIuMjQ0NCAxNC4yMTggMi44NDMzOUMxNS43NTAzIDMuNDEzOTQgMTcuMzk5NSAzLjk1MjU4IDE4Ljc1MzkgNC4yMTM4NUMxOS4xMzY0IDYuMDcxNzcgMTkuMTcwOSA4Ljc3NzIyIDE4LjEzOSAxMS40NDA5QzE3LjAzMDMgMTQuMzAzMiAxNC42NjY4IDE3LjE4NDQgOS45OTk5OSAxOC45MzU0QzUuMzMzMiAxNy4xODQ0IDIuOTY5NjggMTQuMzAzMiAxLjg2MDk0IDExLjQ0MDlaIi8+CiAgICA8cGF0aCBjbGFzcz0ianAtaWNvbjIiIGZpbGw9IiMzMzMzMzMiIHN0cm9rZT0iIzMzMzMzMyIgdHJhbnNmb3JtPSJ0cmFuc2xhdGUoOCA5Ljg2NzE5KSIgZD0iTTIuODYwMTUgNC44NjUzNUwwLjcyNjU0OSAyLjk5OTU5TDAgMy42MzA0NUwyLjg2MDE1IDYuMTMxNTdMOCAwLjYzMDg3Mkw3LjI3ODU3IDBMMi44NjAxNSA0Ljg2NTM1WiIvPgo8L3N2Zz4K);\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,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);\n  --jp-icon-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);\n  --jp-icon-word: url(data:image/svg+xml;base64,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);\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 \"&#8222;\">\n<!ENTITY Beta \"&#914;\">\n<!ENTITY beta \"&#946;\">\n<!ENTITY brvbar \"&#166;\">\n<!ENTITY bull \"&#8226;\">\n<!ENTITY cap \"&#8745;\">\n<!ENTITY Ccedil \"&#199;\">\n<!ENTITY ccedil \"&#231;\">\n<!ENTITY cedil \"&#184;\">\n<!ENTITY cent \"&#162;\">\n<!ENTITY Chi \"&#935;\">\n<!ENTITY chi \"&#967;\">\n<!ENTITY circ \"&#710;\">\n<!ENTITY clubs \"&#9827;\">\n<!ENTITY cong \"&#8773;\">\n<!ENTITY copy \"&#169;\">\n<!ENTITY crarr \"&#8629;\">\n<!ENTITY cup \"&#8746;\">\n<!ENTITY curren \"&#164;\">\n<!ENTITY dagger \"&#8224;\">\n<!ENTITY Dagger \"&#8225;\">\n<!ENTITY darr \"&#8595;\">\n<!ENTITY dArr \"&#8659;\">\n<!ENTITY deg \"&#176;\">\n<!ENTITY Delta \"&#916;\">\n<!ENTITY delta \"&#948;\">\n<!ENTITY diams \"&#9830;\">\n<!ENTITY divide \"&#247;\">\n<!ENTITY Eacute \"&#201;\">\n<!ENTITY eacute \"&#233;\">\n<!ENTITY Ecirc \"&#202;\">\n<!ENTITY ecirc \"&#234;\">\n<!ENTITY Egrave \"&#200;\">\n<!ENTITY egrave \"&#232;\">\n<!ENTITY empty \"&#8709;\">\n<!ENTITY emsp \"&#8195;\">\n<!ENTITY ensp \"&#8194;\">\n<!ENTITY epsilon \"&#949;\">\n<!ENTITY Epsilon \"&#917;\">\n<!ENTITY equiv \"&#8801;\">\n<!ENTITY Eta \"&#919;\">\n<!ENTITY eta \"&#951;\">\n<!ENTITY ETH \"&#208;\">\n<!ENTITY eth \"&#240;\">\n<!ENTITY Euml \"&#203;\">\n<!ENTITY euml \"&#235;\">\n<!ENTITY exist \"&#8707;\">\n<!ENTITY fnof \"&#402;\">\n<!ENTITY forall \"&#8704;\">\n<!ENTITY frac12 \"&#189;\">\n<!ENTITY frac14 \"&#188;\">\n<!ENTITY frac34 \"&#190;\">\n<!ENTITY frasl \"&#8260;\">\n<!ENTITY Gamma \"&#915;\">\n<!ENTITY gamma \"&#947;\">\n<!ENTITY ge \"&#8805;\">\n<!ENTITY gt \"&#62;\">\n<!ENTITY harr \"&#8596;\">\n<!ENTITY hArr \"&#8660;\">\n<!ENTITY hearts \"&#9829;\">\n<!ENTITY hellip \"&#8230;\">\n<!ENTITY Iacute \"&#205;\">\n<!ENTITY iacute \"&#237;\">\n<!ENTITY Icirc \"&#206;\">\n<!ENTITY icirc \"&#238;\">\n<!ENTITY iexcl \"&#161;\">\n<!ENTITY Igrave \"&#204;\">\n<!ENTITY igrave \"&#236;\">\n<!ENTITY image \"&#8465;\">\n<!ENTITY infin \"&#8734;\">\n<!ENTITY int \"&#8747;\">\n<!ENTITY Iota \"&#921;\">\n<!ENTITY iota \"&#953;\">\n<!ENTITY iquest \"&#191;\">\n<!ENTITY isin \"&#8712;\">\n<!ENTITY Iuml \"&#207;\">\n<!ENTITY iuml \"&#239;\">\n<!ENTITY Kappa \"&#922;\">\n<!ENTITY kappa \"&#954;\">\n<!ENTITY Lambda \"&#923;\">\n<!ENTITY lambda \"&#955;\">\n<!ENTITY lang \"&#9001;\">\n<!ENTITY laquo \"&#171;\">\n<!ENTITY larr \"&#8592;\">\n<!ENTITY lArr \"&#8656;\">\n<!ENTITY lceil \"&#8968;\">\n<!ENTITY ldquo \"&#8220;\">\n<!ENTITY le \"&#8804;\">\n<!ENTITY lfloor \"&#8970;\">\n<!ENTITY lowast \"&#8727;\">\n<!ENTITY loz \"&#9674;\">\n<!ENTITY lrm \"&#8206;\">\n<!ENTITY lsaquo \"&#8249;\">\n<!ENTITY lsquo \"&#8216;\">\n<!ENTITY lt \"&#60;\">\n<!ENTITY macr \"&#175;\">\n<!ENTITY mdash \"&#8212;\">\n<!ENTITY micro \"&#181;\">\n<!ENTITY middot \"&#183;\">\n<!ENTITY minus \"&#8722;\">\n<!ENTITY Mu \"&#924;\">\n<!ENTITY mu \"&#956;\">\n<!ENTITY nabla \"&#8711;\">\n<!ENTITY nbsp \"&#160;\">\n<!ENTITY ndash \"&#8211;\">\n<!ENTITY ne \"&#8800;\">\n<!ENTITY ni \"&#8715;\">\n<!ENTITY not \"&#172;\">\n<!ENTITY notin \"&#8713;\">\n<!ENTITY nsub \"&#8836;\">\n<!ENTITY Ntilde \"&#209;\">\n<!ENTITY ntilde \"&#241;\">\n<!ENTITY Nu \"&#925;\">\n<!ENTITY nu \"&#957;\">\n<!ENTITY Oacute \"&#211;\">\n<!ENTITY oacute \"&#243;\">\n<!ENTITY Ocirc \"&#212;\">\n<!ENTITY ocirc \"&#244;\">\n<!ENTITY OElig \"&#338;\">\n<!ENTITY oelig \"&#339;\">\n<!ENTITY Ograve \"&#210;\">\n<!ENTITY ograve \"&#242;\">\n<!ENTITY oline \"&#8254;\">\n<!ENTITY Omega \"&#937;\">\n<!ENTITY omega \"&#969;\">\n<!ENTITY Omicron \"&#927;\">\n<!ENTITY omicron \"&#959;\">\n<!ENTITY oplus \"&#8853;\">\n<!ENTITY or \"&#8870;\">\n<!ENTITY ordf \"&#170;\">\n<!ENTITY ordm \"&#186;\">\n<!ENTITY Oslash \"&#216;\">\n<!ENTITY oslash \"&#248;\">\n<!ENTITY Otilde \"&#213;\">\n<!ENTITY otilde \"&#245;\">\n<!ENTITY otimes \"&#8855;\">\n<!ENTITY Ouml \"&#214;\">\n<!ENTITY ouml \"&#246;\">\n<!ENTITY para \"&#182;\">\n<!ENTITY part \"&#8706;\">\n<!ENTITY permil \"&#8240;\">\n<!ENTITY perp \"&#8869;\">\n<!ENTITY Phi \"&#934;\">\n<!ENTITY phi \"&#966;\">\n<!ENTITY Pi \"&#928;\">\n<!ENTITY pi \"&#960;\">\n<!ENTITY piv \"&#982;\">\n<!ENTITY plusmn \"&#177;\">\n<!ENTITY pound \"&#163;\">\n<!ENTITY prime \"&#8242;\">\n<!ENTITY Prime \"&#8243;\">\n<!ENTITY prod \"&#8719;\">\n<!ENTITY prop \"&#8733;\">\n<!ENTITY Psi \"&#936;\">\n<!ENTITY psi \"&#968;\">\n<!ENTITY quot \"&#34;\">\n<!ENTITY radic \"&#8730;\">\n<!ENTITY rang \"&#9002;\">\n<!ENTITY raquo \"&#187;\">\n<!ENTITY rarr \"&#8594;\">\n<!ENTITY rArr \"&#8658;\">\n<!ENTITY rceil \"&#8969;\">\n<!ENTITY rdquo \"&#8221;\">\n<!ENTITY real \"&#8476;\">\n<!ENTITY reg \"&#174;\">\n<!ENTITY rfloor \"&#8971;\">\n<!ENTITY Rho \"&#929;\">\n<!ENTITY rho \"&#961;\">\n<!ENTITY rlm \"&#8207;\">\n<!ENTITY rsaquo \"&#8250;\">\n<!ENTITY rsquo \"&#8217;\">\n<!ENTITY sbquo \"&#8218;\">\n<!ENTITY Scaron \"&#352;\">\n<!ENTITY scaron \"&#353;\">\n<!ENTITY sdot \"&#8901;\">\n<!ENTITY sect \"&#167;\">\n<!ENTITY shy \"&#173;\">\n<!ENTITY Sigma \"&#931;\">\n<!ENTITY sigma \"&#963;\">\n<!ENTITY sigmaf \"&#962;\">\n<!ENTITY sim \"&#8764;\">\n<!ENTITY spades \"&#9824;\">\n<!ENTITY sub \"&#8834;\">\n<!ENTITY sube \"&#8838;\">\n<!ENTITY sum \"&#8721;\">\n<!ENTITY sup \"&#8835;\">\n<!ENTITY sup1 \"&#185;\">\n<!ENTITY sup2 \"&#178;\">\n<!ENTITY sup3 \"&#179;\">\n<!ENTITY supe \"&#8839;\">\n<!ENTITY szlig \"&#223;\">\n<!ENTITY Tau \"&#932;\">\n<!ENTITY tau \"&#964;\">\n<!ENTITY there4 \"&#8756;\">\n<!ENTITY Theta \"&#920;\">\n<!ENTITY theta \"&#952;\">\n<!ENTITY thetasym \"&#977;\">\n<!ENTITY thinsp \"&#8201;\">\n<!ENTITY THORN \"&#222;\">\n<!ENTITY thorn \"&#254;\">\n<!ENTITY tilde \"&#732;\">\n<!ENTITY times \"&#215;\">\n<!ENTITY trade \"&#8482;\">\n<!ENTITY Uacute \"&#218;\">\n<!ENTITY uacute \"&#250;\">\n<!ENTITY uarr \"&#8593;\">\n<!ENTITY uArr \"&#8657;\">\n<!ENTITY Ucirc \"&#219;\">\n<!ENTITY ucirc \"&#251;\">\n<!ENTITY Ugrave \"&#217;\">\n<!ENTITY ugrave \"&#249;\">\n<!ENTITY uml \"&#168;\">\n<!ENTITY upsih \"&#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=c5e8a48f-82e5-4809-8c1d-50d005460f36\">\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<h1 id=\"Comparing-ACTRIS-data-and-CAMS-forecast-model-with-Providentia\">Comparing ACTRIS data and CAMS forecast model with Providentia<a class=\"anchor-link\" href=\"#Comparing-ACTRIS-data-and-CAMS-forecast-model-with-Providentia\">\u00b6</a></h1>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=06b268ca-21e7-4dba-ad33-95a7d895b1f8\">\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=\"Import-libraries\">Import libraries<a class=\"anchor-link\" href=\"#Import-libraries\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=8f6e051e\">\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[1]:</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=\"o\">%</span><span class=\"n\">matplotlib</span> <span class=\"n\">inline</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=a817e605-ceba-4a51-bc5c-21b889089e3c\">\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[2]:</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=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">sys</span>\n<span class=\"n\">sys</span><span class=\"o\">.</span><span class=\"n\">path</span><span class=\"o\">.</span><span class=\"n\">append</span><span class=\"p\">(</span><span class=\"s1\">'/tljh-home/shared/providentia'</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=80e27f39-503a-4a04-bf43-619aa4a9e822\">\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[3]:</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=\"kn\">import</span><span class=\"w\"> </span><span class=\"nn\">providentia</span><span class=\"w\"> </span><span class=\"k\">as</span><span class=\"w\"> </span><span class=\"nn\">prv</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=d9f54c83-739d-4ea5-baf7-221e5ea75871\">\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=\"Load-configuration-file\">Load configuration file<a class=\"anchor-link\" href=\"#Load-configuration-file\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=2b5312c8-a630-4cf2-ba2f-01f27e7633fe\">\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>We are going to load hourly data for nitrogen dioxide mass concentration from the ACTRIS framework and CAMS forecast data for the year November 2024.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs\" id=\"cell-id=3c943a3d-9d3b-4ab8-b551-51d952a64b62\">\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[4]:</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\">provi</span> <span class=\"o\">=</span> <span class=\"n\">prv</span><span class=\"o\">.</span><span class=\"n\">Providentia</span><span class=\"p\">(</span><span class=\"s1\">'actris_vre_cams.conf'</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=39b86a67-7609-425f-8e93-b01b7d8ada7e\">\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[5]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">print_config</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>[ACTRIS-CAMS]\nframework = actris/actris\nspecies = nitrogen dioxide mass concentration\nresolution = hourly\nmodel = cams_forecast_ensemble (CAMS)\ndomain = regional\nstart_date = 20241101\nend_date = 20241201\nreport_type = standard\nreport_summary = True\nreport_stations = False\nreport_filename = PROVIDENTIA_Report\nreport_title = Report\ntemporal_colocation = True\nobservations_data_label = Nitrogen Dioxide Mass Concentration\nforecast = day\ndl_interpolated = False\ndl_mode = both\ndl_thredds_update = False\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=3b29103a\">\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=\"Download-data\">Download data<a class=\"anchor-link\" href=\"#Download-data\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=eb100b31-f42c-467d-bf27-e944c0224ff0\">\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 format and download the data from NILU Thredds server (<code>https://thredds.nilu.no/thredds/catalog/ebas_doi/catalog.html</code>) into the path defined in <code>settings/data_paths.json</code> for local machines.</p>\n<p>We will also be downloading CAMS European air quality forecast model data from the Atmosphere Data Store (<a href=\"https://ads.atmosphere.copernicus.eu/datasets/cams-europe-air-quality-forecasts?tab=download\">https://ads.atmosphere.copernicus.eu/datasets/cams-europe-air-quality-forecasts?tab=download</a>). For this to work, you need to create an account on the ADS in advance and follow these steps to set it up: <a href=\"https://providentia.readthedocs.io/en/latest/ADS.html\">https://providentia.readthedocs.io/en/latest/ADS.html</a>.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=2f521956-84a1-4926-b59b-66f9d84d8adb\">\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[6]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">download</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>Starting Providentia download...\n\nStarting ACTRIS-CAMS section download...\n</pre>\n</div>\n</div>\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>\nThere are some files that were already downloaded in a previous download, do you want to overwrite them ([y]/n)?  y\n</pre>\n</div>\n</div>\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>\n----------------------------------------\n\nDownloading ACTRIS framework data from EBAS DOI...\n\n  - /home/avilanov/data/providentia/obs/nonghost/actris/actris/hourly/sconcno2, source: https://prod-actris-md2.nilu.no/metadata/content/nitrogen dioxide mass concentration\n</pre>\n</div>\n</div>\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=\"application/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>    Processing station data: 100%|\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588| 48/48</pre>\n</div>\n</div>\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>    === ERRORS (6) ===\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/3T/CW/G2/3TCW-G2TJ.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/G3/TK/S4/G3TK-S4GD.nc'] (CH0053R): Selecting station file: could not convert string to float: np.str_('3a').\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/7G/GF/HG/7GGF-HG46.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/PY/KN/ER/PYKN-ERES.nc'] (DE0043G): Selecting station file: could not convert string to float: np.str_('3a').\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/92/BY/2S/92BY-2SAU.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/97/F4/8A/97F4-8AMW.nc'] (FR0030R): Selecting station file: could not convert string to float: np.str_('3a').\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/FE/KU/SS/FEKU-SSXF.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/J4/B9/63/J4B9-63A7.nc'] (CZ0003R): Selecting station file: could not convert string to float: np.str_('3a').\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/FS/JH/28/FSJH-28FN.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/K8/CT/FE/K8CT-FE2D.nc'] (FR0020R): Selecting station file: could not convert string to float: np.str_('3a').\n    ['https://thredds.nilu.no/thredds/dodsC/ebas_doi/H9/G3/AM/H9G3-AM3S.nc', 'https://thredds.nilu.no/thredds/dodsC/ebas_doi/U8/PS/5F/U8PS-5FE2.nc'] (CV0001G): Selecting station file: could not convert string to float: np.str_('3a').\n</pre>\n</div>\n</div>\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=\"application/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>\n    Downloading files (1): 100%|\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588\u2588|1/1\n</pre>\n</div>\n</div>\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>\n\n\n----------------------------------------\n\nDownloading cams_forecast_ensemble-regional-000 model data from the Atmosphere/Climate Data Store...\nWarning: Model data will be downloaded 5 day(s) in advance relative to the configured date.\n\ndataset = 'cams-europe-air-quality-forecasts'\nrequest = {\n'variable' : 'nitrogen_dioxide',\n'leadtime_hour' : ['0', '1', '2', '3', '4', '5', '6', '7', '8', '9', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '20', '21', '22', '23', '24', '25', '26', '27', '28', '29', '30', '31', '32', '33', '34', '35', '36', '37', '38', '39', '40', '41', '42', '43', '44', '45', '46', '47', '48', '49', '50', '51', '52', '53', '54', '55', '56', '57', '58', '59', '60', '61', '62', '63', '64', '65', '66', '67', '68', '69', '70', '71', '72', '73', '74', '75', '76', '77', '78', '79', '80', '81', '82', '83', '84', '85', '86', '87', '88', '89', '90', '91', '92', '93', '94', '95', '96'],\n'date' : '2024-10-27/2024-10-31',\n'model' : 'ensemble',\n'level' : '0',\n'time' : '00:00',\n'type' : 'forecast',\n'data_format' : 'netcdf_zip',\n}\n\nDownloading https://object-store.os-api.cci2.ecmwf.int:443/cci2-prod-cache-3/2026-06-12/5bac7d62098c26a145fac511de71fd97.zip\n</pre>\n</div>\n</div>\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=\"application/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>                                                                                  </pre>\n</div>\n</div>\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>Formatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241027.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241028.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241029.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241030.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241031.nc\n\ndataset = 'cams-europe-air-quality-forecasts'\nrequest = {\n'variable' : 'nitrogen_dioxide',\n'leadtime_hour' : ['0', '1', '2', '3', '4', '5', '6', '7', '8', '9', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '20', '21', '22', '23', '24', '25', '26', '27', '28', '29', '30', '31', '32', '33', '34', '35', '36', '37', '38', '39', '40', '41', '42', '43', '44', '45', '46', '47', '48', '49', '50', '51', '52', '53', '54', '55', '56', '57', '58', '59', '60', '61', '62', '63', '64', '65', '66', '67', '68', '69', '70', '71', '72', '73', '74', '75', '76', '77', '78', '79', '80', '81', '82', '83', '84', '85', '86', '87', '88', '89', '90', '91', '92', '93', '94', '95', '96'],\n'date' : '2024-11-01/2024-11-30',\n'model' : 'ensemble',\n'level' : '0',\n'time' : '00:00',\n'type' : 'forecast',\n'data_format' : 'netcdf_zip',\n}\n\nDownloading https://object-store.os-api.cci2.ecmwf.int:443/cci2-prod-cache-3/2026-06-12/e51ab5c5c2ef9a84eac8ee8be93b8adf.zip\n</pre>\n</div>\n</div>\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=\"application/vnd.jupyter.stderr\" tabindex=\"0\">\n<pre>                                                                                  </pre>\n</div>\n</div>\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>Formatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241101.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241102.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241103.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241104.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241105.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241106.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241107.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241108.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241109.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241110.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241111.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241112.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241113.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241114.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241115.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241116.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241117.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241118.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241119.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241120.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241121.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241122.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241123.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241124.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241125.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241126.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241127.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241128.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241129.nc\nFormatting /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2/sconcno2_20241130.nc\n\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=b8a415a9-913d-4470-b16d-9335f95bc2cb\">\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=\"Interpolate-data\">Interpolate data<a class=\"anchor-link\" href=\"#Interpolate-data\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=f16e55fb-258d-48b5-94c8-bae64cd59b57\">\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 order to see the model data in the observations space, we need to interpolate it. Inside this function we do a nearest-neighbor interpolation.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=6ca65048-7ca2-4183-8fa9-ac56cb02f72a\">\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[7]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">interpolate</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>Starting Providentia interpolation...\n\nStarting ACTRIS-CAMS section interpolation...\n\nWarning: During interpolation, multiprocessing must be turned on for local runs, activating...\nVariables used for the interpolation:\n\nghost_version: 1.5\nstart_date: 202411\nend_date: 202412\nmodels:\n - cams_forecast_ensemble-regional-000 (CAMS)\nspecies: ['sconcno2']\nnetwork: ['actris/actris']\nresolution: ['hourly']\nmodel_resolution: []\nforecast: ['day']\ninterp_spinup_timesteps: 0\ninterp_model_downsampling: mean\ninterp_model_upsampling: fill\ninterp_n_neighbours: 4\ninterp_reverse_vertical_orientation: False\ninterp_chunk_size: 16\ninterp_job_array_limit: 100\nmod_root: /home/avilanov/data/providentia/mod\nghost_root: /home/avilanov/data/providentia/obs/ghost\nnonghost_root: /home/avilanov/data/providentia/obs/nonghost\nmod_to_interp_root: /home/avilanov/data/providentia/mod_to_interp\ninterp_multiprocessing: True\n\nMODEL: CAMS\n\n2 observation file(s) for actris/actris and hourly resolution were found in /home/avilanov/data/providentia/obs/nonghost/actris/actris/hourly/sconcno2.\n70 model file(s) for hourly resolution were found in /home/avilanov/data/providentia/mod_to_interp/cams_forecast_ensemble/regional/hourly/sconcno2.\n\n***INTERSECTING OBSERVATIONAL AND EXPERIMENTAL DATA IS AVAILABLE FOR INTERPOLATION.***\n\nUsing multiprocessing to manage the job submission.\nUsing 1 out of 12 available CPUs to ensure that other processes keep running. \nIf you encounter any problems consider reducing the number of CPUS by running Providentia using --cores (./bin/providentia --cores=2).\n\nSubmitting job with arguments: [cams_forecast_ensemble-regional-000 sconcno2 actris/actris hourly 202411]\n1/1 jobs completed\n\nALL 1 INTERPOLATION TASKS COMPLETED SUCCESSFULLY IN 0.56 MINUTES\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=de887afe\">\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=\"Read-data\">Read data<a class=\"anchor-link\" href=\"#Read-data\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=252fdc80-87c3-4c50-aa84-6fea8ad1d42e\">\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>It is time to explore the data, for this we need to first load it in memory.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=33b16290-c490-46ab-8882-2a02578af3c6\">\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[8]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">load</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>\nUpdating file tree /home/avilanov/software/providentia/settings/internal/ghost_filetree_1.5.json...\nUpdating file tree /home/avilanov/software/providentia/settings/internal/nonghost_filetree.json...\nReading data\n\nOBSERVATIONS\n - actris/actris|sconcno2\nMODELS\n - cams_forecast_ensemble-regional-000-day1 (CAMS-day1)\n - cams_forecast_ensemble-regional-000-day2 (CAMS-day2)\n - cams_forecast_ensemble-regional-000-day3 (CAMS-day3)\n - cams_forecast_ensemble-regional-000-day4 (CAMS-day4)\nResetting data filters to when class was initialised, loading ACTRIS-CAMS subsection filters.\nFiltering data\n</pre>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=fb0c6bb5-5e18-4709-861c-34e3251f0513\">\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[9]:</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\">data</span> <span class=\"o\">=</span> <span class=\"n\">provi</span><span class=\"o\">.</span><span class=\"n\">data</span><span class=\"p\">(</span><span class=\"nb\">format</span><span class=\"o\">=</span><span class=\"s1\">'xr'</span><span class=\"p\">)</span>\n<span class=\"n\">data</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[9]:</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 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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\n.xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n.xr-var-data-in:checked + label > .xr-icon-database,\n.xr-index-data-in:checked + label > .xr-icon-database {\n  color: var(--xr-font-color0);\n  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n  stroke-width: 0.8px;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.Dataset&gt; Size: 631kB\nDimensions:                                                        (\n                                                                    data_label: 5,\n                                                                    station_actris_actris|sconcno2: 39,\n                                                                    time: 720,\n                                                                    month: 1)\nCoordinates:\n  * time                                                           (time) datetime64[ns] 6kB ...\nDimensions without coordinates: data_label, station_actris_actris|sconcno2,\n                                month\nData variables: (12/29)\n    data_labels                                                    (data_label) &lt;U35 700B ...\n    actris_actris|sconcno2_data                                    (data_label, station_actris_actris|sconcno2, time) float32 562kB ...\n    actris_actris|sconcno2_station_reference                       (station_actris_actris|sconcno2, month) &lt;U7 1kB ...\n    actris_actris|sconcno2_longitude                               (station_actris_actris|sconcno2, month) float64 312B ...\n    actris_actris|sconcno2_latitude                                (station_actris_actris|sconcno2, month) float64 312B ...\n    actris_actris|sconcno2_station_name                            (station_actris_actris|sconcno2, month) &lt;U22 3kB ...\n    ...                                                             ...\n    actris_actris|sconcno2_contact_name                            (station_actris_actris|sconcno2, month) &lt;U63 10kB ...\n    actris_actris|sconcno2_contact_institution                     (station_actris_actris|sconcno2, month) &lt;U4 624B ...\n    actris_actris|sconcno2_contact_email_address                   (station_actris_actris|sconcno2, month) &lt;U12 2kB ...\n    actris_actris|sconcno2_data_licence                            (station_actris_actris|sconcno2, month) &lt;U3 468B ...\n    actris_actris|sconcno2_doi                                     (station_actris_actris|sconcno2, month) &lt;U4 624B ...\n    actris_actris|sconcno2_actris_national_facility                (station_actris_actris|sconcno2, month) &lt;U5 780B ...\nAttributes:\n    title:        Saved data from Providentia\n    institution:  Barcelona Supercomputing Center\n    source:       Providentia</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-24130cbb-27c6-473a-81eb-7d6b3ec200c3\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-24130cbb-27c6-473a-81eb-7d6b3ec200c3\" title=\"Expand/collapse section\">Dimensions:</label><div class=\"xr-section-inline-details\"><ul class=\"xr-dim-list\"><li><span>data_label</span>: 5</li><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span class=\"xr-has-index\">time</span>: 720</li><li><span>month</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-c0c65aa6-e456-4d7d-95a6-fe4d4f5b092c\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-c0c65aa6-e456-4d7d-95a6-fe4d4f5b092c\">Coordinates: <span>(1)</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\">2024-11-01 ... 2024-11-30T23:00:00</div><input class=\"xr-var-attrs-in\" id=\"attrs-8be648e5-95af-47ef-9230-9e45411b7701\" type=\"checkbox\"/><label for=\"attrs-8be648e5-95af-47ef-9230-9e45411b7701\" 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-afc277b7-3232-48ef-981a-b73f6cd15d2a\" type=\"checkbox\"/><label for=\"data-afc277b7-3232-48ef-981a-b73f6cd15d2a\" 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</dd><dt><span>description :</span></dt><dd>Time in hours since 2024-11-01 00:00 UTC. Time given refers to the start of the time window the measurement is representative of (temporal resolution).</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>tz :</span></dt><dd>UTC</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2024-11-01T00:00:00.000000000', '2024-11-01T01:00:00.000000000',\n       '2024-11-01T02:00:00.000000000', ..., '2024-11-30T21:00:00.000000000',\n       '2024-11-30T22:00:00.000000000', '2024-11-30T23:00:00.000000000'],\n      shape=(720,), dtype='datetime64[ns]')</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-ad3b1894-f1a0-4249-9680-3a85fb67cfcd\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-ad3b1894-f1a0-4249-9680-3a85fb67cfcd\">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>data_labels</span></div><div class=\"xr-var-dims\">(data_label)</div><div class=\"xr-var-dtype\">&lt;U35</div><div class=\"xr-var-preview xr-preview\">'Nitrogen Dioxide Mass Concentra...</div><input class=\"xr-var-attrs-in\" id=\"attrs-3edb62e5-d167-4129-93a3-b59e56584fab\" type=\"checkbox\"/><label for=\"attrs-3edb62e5-d167-4129-93a3-b59e56584fab\" 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-5ad67c49-392e-43ee-98d2-a01f1d56b8a5\" type=\"checkbox\"/><label for=\"data-5ad67c49-392e-43ee-98d2-a01f1d56b8a5\" 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>data_labels</dd><dt><span>long_name :</span></dt><dd>data_labels</dd><dt><span>description :</span></dt><dd>Labels associated with each data array, e.g. observations, model_1, etc.</dd></dl></div><div class=\"xr-var-data\"><pre>array(['Nitrogen Dioxide Mass Concentration', 'CAMS-day1', 'CAMS-day2',\n       'CAMS-day3', 'CAMS-day4'], dtype='&lt;U35')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_data</span></div><div class=\"xr-var-dims\">(data_label, station_actris_actris|sconcno2, time)</div><div class=\"xr-var-dtype\">float32</div><div class=\"xr-var-preview xr-preview\">0.1081 0.1044 ... 1.258 1.141</div><input class=\"xr-var-attrs-in\" id=\"attrs-7993571b-d293-4866-a2be-3baebb9098e5\" type=\"checkbox\"/><label for=\"attrs-7993571b-d293-4866-a2be-3baebb9098e5\" 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-48a22f59-742e-49fd-9860-925abcb4a4e2\" type=\"checkbox\"/><label for=\"data-48a22f59-742e-49fd-9860-925abcb4a4e2\" 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>nitrogen dioxide</dd><dt><span>long_name :</span></dt><dd>nitrogen dioxide</dd><dt><span>units :</span></dt><dd>nmol mol-1</dd><dt><span>description :</span></dt><dd>Measured value of surface nitrogen dioxide for the stated temporal resolution.</dd><dt><span>resolution :</span></dt><dd>hourly</dd><dt><span>resampling_resolution :</span></dt><dd>None</dd><dt><span>start_date :</span></dt><dd>20241101</dd><dt><span>end_date :</span></dt><dd>20241201</dd><dt><span>temporal_colocation :</span></dt><dd>True</dd><dt><span>spatial_colocation :</span></dt><dd>True</dd><dt><span>filter_species :</span></dt><dd>{}</dd><dt><span>forecast :</span></dt><dd>['day']</dd><dt><span>calibration_factor :</span></dt><dd>{}</dd><dt><span>remove_extreme_stations :</span></dt><dd>None</dd><dt><span>statistic_mode :</span></dt><dd>Temporal|Spatial</dd><dt><span>statistic_aggregation :</span></dt><dd>Median</dd><dt><span>periodic_statistic_mode :</span></dt><dd>Independent</dd><dt><span>periodic_statistic_aggregation :</span></dt><dd>Median</dd><dt><span>timeseries_statistic_aggregation :</span></dt><dd>Median</dd><dt><span>spatial_colocation_tolerance :</span></dt><dd>19.053</dd><dt><span>spatial_colocation_station_reference :</span></dt><dd>True</dd><dt><span>spatial_colocation_station_name :</span></dt><dd>True</dd><dt><span>spatial_colocation_longitude_latitude :</span></dt><dd>True</dd><dt><span>spatial_colocation_measurement_altitude :</span></dt><dd>True</dd><dt><span>spatial_colocation_validation :</span></dt><dd>True</dd><dt><span>spatial_colocation_validation_tolerance :</span></dt><dd>10000.0</dd></dl></div><div class=\"xr-var-data\"><pre>array([[[ 0.1081    ,  0.1044    ,  0.1044    , ...,  0.1456    ,\n          0.1362    ,  0.1344    ],\n        [ 1.2       ,  0.8       ,  0.5       , ...,  6.2       ,\n          6.1       ,  5.5       ],\n        [ 1.83      ,  1.52      ,  1.8299912 , ...,  5.78      ,\n                 nan,         nan],\n        ...,\n        [ 8.89      ,  7.62      ,  7.81      , ...,  7.08      ,\n          7.25      ,  7.51      ],\n        [ 0.8599994 ,  0.84      ,  0.84      , ...,  0.54000115,\n          0.58      ,  0.68      ],\n        [ 0.681     ,  0.694     ,  0.687     , ...,  1.237     ,\n          1.369     ,  1.519     ]],\n\n       [[ 0.28936833,  0.264558  ,  0.22955692, ...,  0.21422814,\n          0.18671042,  0.16415396],\n        [ 3.9153981 ,  3.638523  ,  3.3475795 , ...,  4.544748  ,\n          4.407166  ,  4.245712  ],\n        [ 8.641489  ,  7.7312    ,  5.7538195 , ...,  6.708142  ,\n                 nan,         nan],\n...\n        [11.606844  , 11.675176  , 11.696394  , ...,  9.48593   ,\n          8.941064  ,  9.195124  ],\n        [ 0.6983912 ,  0.6693007 ,  0.6711319 , ...,  1.0383463 ,\n          1.1330887 ,  1.337833  ],\n        [ 0.6146215 ,  0.54766774,  0.51533794, ...,  1.2137526 ,\n          1.2564213 ,  1.2346132 ]],\n\n       [[ 0.28353882,  0.24788448,  0.2156254 , ...,  0.2561922 ,\n          0.21549767,  0.17778215],\n        [ 4.080958  ,  3.6677926 ,  3.0815    , ...,  3.668224  ,\n          3.9382844 ,  4.26908   ],\n        [ 7.2228403 ,  6.6661253 ,  6.5867205 , ...,  5.1680193 ,\n                 nan,         nan],\n        ...,\n        [13.666465  , 14.136363  , 13.806133  , ...,  8.555674  ,\n          8.542054  ,  8.801542  ],\n        [ 0.6892451 ,  0.6612716 ,  0.63843554, ...,  1.4759581 ,\n          1.4430975 ,  1.3208728 ],\n        [ 0.4878093 ,  0.44765663,  0.42100197, ...,  1.3193734 ,\n          1.2584934 ,  1.1411233 ]]], shape=(5, 39, 720), dtype=float32)</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_station_reference</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U7</div><div class=\"xr-var-preview xr-preview\">'AT0034G' 'BE0001R' ... 'SI0008R'</div><input class=\"xr-var-attrs-in\" id=\"attrs-7f9519e9-4138-4699-9a34-74a8c98ef1b5\" type=\"checkbox\"/><label for=\"attrs-7f9519e9-4138-4699-9a34-74a8c98ef1b5\" 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-3afbb000-f6c4-4e76-b68c-a5b8778a7b9c\" type=\"checkbox\"/><label for=\"data-3afbb000-f6c4-4e76-b68c-a5b8778a7b9c\" 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>station reference</dd><dt><span>long_name :</span></dt><dd>station reference identifier</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>reference ID for station.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['AT0034G'],\n       ['BE0001R'],\n       ['BE0013R'],\n       ['BE0032R'],\n       ['BE0035R'],\n       ['CH0002R'],\n       ['CH0003R'],\n       ['CH0004R'],\n       ['CH0005R'],\n       ['DE0044R'],\n       ['DK0005R'],\n       ['DK0008R'],\n       ['DK0012R'],\n       ['DK0031R'],\n       ['ES0005R'],\n       ['ES0014R'],\n       ['FI0009R'],\n       ['FI0022R'],\n       ['FI0027R'],\n       ['FI0096G'],\n       ['GB0002R'],\n       ['GB0013R'],\n       ['GB0014R'],\n       ['GB0031R'],\n       ['GB0033R'],\n       ['GB0038R'],\n       ['GB0043R'],\n       ['GB0045R'],\n       ['GB0048R'],\n       ['GB0053R'],\n       ['GB1055R'],\n       ['IT0004R'],\n       ['NL0007R'],\n       ['NL0009R'],\n       ['NL0010R'],\n       ['NL0091R'],\n       ['NL0644R'],\n       ['PL0005R'],\n       ['SI0008R']], dtype='&lt;U7')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_longitude</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">12.96 5.204 2.582 ... 22.07 14.87</div><input class=\"xr-var-attrs-in\" id=\"attrs-bdbda8a8-b57f-4aa3-8edc-c824be4d73c5\" type=\"checkbox\"/><label for=\"attrs-bdbda8a8-b57f-4aa3-8edc-c824be4d73c5\" 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-f8dd5244-83bb-4f6a-9e27-041c4a3dd38e\" type=\"checkbox\"/><label for=\"data-f8dd5244-83bb-4f6a-9e27-041c4a3dd38e\" 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>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>decimal degrees East</dd><dt><span>description :</span></dt><dd>Geodetic longitude of measuring instrument, in decimal degrees East, following the stated horizontal datum.</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class=\"xr-var-data\"><pre>array([[12.95794 ],\n       [ 5.203611],\n       [ 2.58232 ],\n       [ 6.001019],\n       [ 4.989444],\n       [ 6.944722],\n       [ 8.904722],\n       [ 6.979444],\n       [ 8.46389 ],\n       [12.9277  ],\n       [10.73616 ],\n       [11.516667],\n       [12.085797],\n       [ 8.427486],\n       [-8.92361 ],\n       [ 0.73472 ],\n       [21.377222],\n       [29.401667],\n       [27.55872 ],\n       [24.116111],\n       [-3.204167],\n       [-3.713056],\n       [-0.8075  ],\n       [-3.033056],\n       [-3.205   ],\n       [ 0.179444],\n       [-4.691462],\n       [ 0.292778],\n       [-3.2429  ],\n       [-2.68345 ],\n       [-1.438228],\n       [ 8.633333],\n       [ 6.566667],\n       [ 6.277222],\n       [ 5.853611],\n       [ 4.5     ],\n       [ 4.923611],\n       [22.066667],\n       [14.866667]])</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_latitude</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">float64</div><div class=\"xr-var-preview xr-preview\">47.05 49.88 51.02 ... 54.15 45.57</div><input class=\"xr-var-attrs-in\" id=\"attrs-e156fcc4-bb2b-4e92-aaf0-48f583cbd1c8\" type=\"checkbox\"/><label for=\"attrs-e156fcc4-bb2b-4e92-aaf0-48f583cbd1c8\" 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-b43a5b8d-4c73-4fd8-b58b-dad37a8658dd\" type=\"checkbox\"/><label for=\"data-b43a5b8d-4c73-4fd8-b58b-dad37a8658dd\" 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>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>decimal degrees North</dd><dt><span>description :</span></dt><dd>Geodetic latitude of measuring instrument, in decimal degrees North, following the stated horizontal datum.</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class=\"xr-var-data\"><pre>array([[47.05407 ],\n       [49.877778],\n       [51.01628 ],\n       [50.629421],\n       [50.503333],\n       [46.813056],\n       [47.479722],\n       [47.049722],\n       [47.0675  ],\n       [51.525   ],\n       [54.746495],\n       [56.716667],\n       [55.693588],\n       [56.290424],\n       [42.72056 ],\n       [41.39389 ],\n       [59.779167],\n       [66.320278],\n       [60.53774 ],\n       [67.973333],\n       [55.313056],\n       [50.596389],\n       [54.334444],\n       [52.503889],\n       [55.858611],\n       [50.792778],\n       [51.781784],\n       [52.298333],\n       [55.79216 ],\n       [51.05625 ],\n       [51.149617],\n       [45.8     ],\n       [52.083333],\n       [53.333889],\n       [51.541111],\n       [52.3     ],\n       [51.974444],\n       [54.15    ],\n       [45.566667]])</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_station_name</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U22</div><div class=\"xr-var-preview xr-preview\">'Sonnblick' 'Offagne' ... 'Iskrba'</div><input class=\"xr-var-attrs-in\" id=\"attrs-84e643a0-7728-4587-bac8-7f49ecc21857\" type=\"checkbox\"/><label for=\"attrs-84e643a0-7728-4587-bac8-7f49ecc21857\" 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-897d0ca7-f0df-4aec-a880-db0e059275e9\" type=\"checkbox\"/><label for=\"data-897d0ca7-f0df-4aec-a880-db0e059275e9\" 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>station name</dd><dt><span>long_name :</span></dt><dd>station name</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Name of station where the measurement was conducted.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Sonnblick'],\n       ['Offagne'],\n       ['Houtem'],\n       ['Eupen'],\n       ['Vezin'],\n       ['Payerne'],\n       ['T\u00e4nikon'],\n       ['Chaumont'],\n       ['Rigi'],\n       ['Melpitz'],\n       ['Keldsnor'],\n       ['Anholt'],\n       ['Risoe'],\n       ['Ulborg'],\n       ['Noia'],\n       ['Els Torms'],\n       ['Ut\u00f6'],\n       ['Oulanka'],\n       ['Virolahti Harju'],\n       ['Pallas (Sammaltunturi)'],\n       ['Eskdalemuir'],\n       ['Yarner Wood'],\n       ['High Muffles'],\n       ['Aston Hill'],\n       ['Bush'],\n       ['Lullington Heath'],\n       ['Narberth'],\n       ['Wicken Fen'],\n       ['Auchencorth Moss'],\n       ['Charlton Mackrell'],\n       ['Chilbolton Observatory'],\n       ['Ispra'],\n       ['Eibergen'],\n       ['Kollumerwaard'],\n       ['Vredepeel'],\n       ['De Zilk'],\n       ['Cabauw Wielsekade'],\n       ['Diabla Gora'],\n       ['Iskrba']], dtype='&lt;U22')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_measurement_altitude</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">float32</div><div class=\"xr-var-preview xr-preview\">3.116e+03 430.0 6.0 ... 161.4 520.0</div><input class=\"xr-var-attrs-in\" id=\"attrs-6365cdff-0ee1-46e7-901d-2342254e3b6e\" type=\"checkbox\"/><label for=\"attrs-6365cdff-0ee1-46e7-901d-2342254e3b6e\" 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-02aa8915-09f3-44c4-a28c-ef358c5361a5\" type=\"checkbox\"/><label for=\"data-02aa8915-09f3-44c4-a28c-ef358c5361a5\" 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>measurement altitude</dd><dt><span>long_name :</span></dt><dd>measurement altitude relative to mean sea level</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Altitude of the inlet/instrument/sampler, relative to the stated vertical datum, in metres.</dd></dl></div><div class=\"xr-var-data\"><pre>array([[3.1160e+03],\n       [4.3000e+02],\n       [6.0000e+00],\n       [2.9500e+02],\n       [1.6000e+02],\n       [4.8900e+02],\n       [5.3900e+02],\n       [1.1370e+03],\n       [1.0310e+03],\n       [8.9500e+01],\n       [1.0000e+01],\n       [4.0000e+01],\n       [3.0000e+00],\n       [1.0000e+01],\n       [6.8650e+02],\n       [4.7350e+02],\n       [7.0000e+00],\n       [3.1000e+02],\n       [2.4000e+01],\n       [5.7000e+02],\n       [2.4300e+02],\n       [1.1900e+02],\n       [2.6700e+02],\n       [3.7000e+02],\n       [1.8000e+02],\n       [1.2000e+02],\n       [1.6000e+02],\n       [5.0000e+00],\n       [2.6360e+02],\n       [5.4000e+01],\n       [7.8000e+01],\n       [2.1550e+02],\n       [2.2000e+01],\n       [3.0000e+00],\n       [3.0000e+01],\n       [6.0000e+00],\n       [3.0000e+00],\n       [1.6135e+02],\n       [5.2000e+02]], dtype=float32)</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_station_timezone</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U3</div><div class=\"xr-var-preview xr-preview\">'UTC' 'UTC' 'UTC' ... 'UTC' 'UTC'</div><input class=\"xr-var-attrs-in\" id=\"attrs-8a3d1a23-4a8b-42a4-a950-f114c3e74945\" type=\"checkbox\"/><label for=\"attrs-8a3d1a23-4a8b-42a4-a950-f114c3e74945\" 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-151c1273-15d3-472e-aff7-4605cd730447\" type=\"checkbox\"/><label for=\"data-151c1273-15d3-472e-aff7-4605cd730447\" 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>station timezone</dd><dt><span>long_name :</span></dt><dd>station timezone</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Name of the local timezone that the measuring station is located in. This is automatically generated using Timezone Finder Python package (taking longitude and latitude as inputs).</dd></dl></div><div class=\"xr-var-data\"><pre>array([['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC'],\n       ['UTC']], dtype='&lt;U3')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_altitude</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">float32</div><div class=\"xr-var-preview xr-preview\">3.106e+03 430.0 2.0 ... 157.0 520.0</div><input class=\"xr-var-attrs-in\" id=\"attrs-5aff3e3f-9953-4190-8c93-d77f763d0570\" type=\"checkbox\"/><label for=\"attrs-5aff3e3f-9953-4190-8c93-d77f763d0570\" 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-1f7a3314-9daa-4152-ab88-1497151dbfc6\" type=\"checkbox\"/><label for=\"data-1f7a3314-9daa-4152-ab88-1497151dbfc6\" 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>altitude</dd><dt><span>long_name :</span></dt><dd>altitude relative to mean sea level</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Altitude of the ground level at the station, relative to the stated vertical datum, in metres.</dd></dl></div><div class=\"xr-var-data\"><pre>array([[3.106e+03],\n       [4.300e+02],\n       [2.000e+00],\n       [2.950e+02],\n       [1.600e+02],\n       [4.890e+02],\n       [5.390e+02],\n       [1.137e+03],\n       [1.031e+03],\n       [8.600e+01],\n       [1.000e+01],\n       [4.000e+01],\n       [3.000e+00],\n       [1.000e+01],\n       [6.830e+02],\n       [4.700e+02],\n       [7.000e+00],\n       [3.100e+02],\n       [2.000e+01],\n       [5.650e+02],\n       [2.430e+02],\n       [1.190e+02],\n       [2.670e+02],\n       [3.700e+02],\n       [1.800e+02],\n       [1.200e+02],\n       [1.600e+02],\n       [5.000e+00],\n       [2.600e+02],\n       [5.400e+01],\n       [7.800e+01],\n       [2.090e+02],\n       [2.000e+01],\n       [1.000e+00],\n       [2.800e+01],\n       [4.000e+00],\n       [1.000e+00],\n       [1.570e+02],\n       [5.200e+02]], dtype=float32)</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_sampling_height</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">float32</div><div class=\"xr-var-preview xr-preview\">10.0 0.0 4.0 0.0 ... 2.0 4.35 0.0</div><input class=\"xr-var-attrs-in\" id=\"attrs-8e0b9f75-7d8d-48a4-8ab2-02eb36070a7b\" type=\"checkbox\"/><label for=\"attrs-8e0b9f75-7d8d-48a4-8ab2-02eb36070a7b\" 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-26607803-8212-41cd-8d1b-105382fa1204\" type=\"checkbox\"/><label for=\"data-26607803-8212-41cd-8d1b-105382fa1204\" 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>sampling height</dd><dt><span>long_name :</span></dt><dd>sampling height relative to ground</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Height above the ground of the inlet/instrument/sampler, in metres.</dd></dl></div><div class=\"xr-var-data\"><pre>array([[10.  ],\n       [ 0.  ],\n       [ 4.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 3.5 ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 3.5 ],\n       [ 3.5 ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 4.  ],\n       [ 5.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 3.6 ],\n       [ 0.  ],\n       [ 0.  ],\n       [ 6.5 ],\n       [ 2.  ],\n       [ 2.  ],\n       [ 2.  ],\n       [ 2.  ],\n       [ 2.  ],\n       [ 4.35],\n       [ 0.  ]], dtype=float32)</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_data_level</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U1</div><div class=\"xr-var-preview xr-preview\">'2' '2' '2' '2' ... '2' '2' '2' '2'</div><input class=\"xr-var-attrs-in\" id=\"attrs-06988e01-6d1f-4896-9fa2-1db2c0dc81c2\" type=\"checkbox\"/><label for=\"attrs-06988e01-6d1f-4896-9fa2-1db2c0dc81c2\" 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-0fe2883b-0bb3-4dda-a7e1-98c33e2679ca\" type=\"checkbox\"/><label for=\"data-0fe2883b-0bb3-4dda-a7e1-98c33e2679ca\" 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>data level</dd><dt><span>long_name :</span></dt><dd>data level</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Data level of data reported. This varies per network. If data level is variable per measurement, and not static per reported file, then this is set as \"variable\". If there is no reported data level this is set as \"none\"</dd></dl></div><div class=\"xr-var-data\"><pre>array([['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2'],\n       ['2']], dtype='&lt;U1')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_country</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U14</div><div class=\"xr-var-preview xr-preview\">'Austria' 'Belgium' ... 'Slovenia'</div><input class=\"xr-var-attrs-in\" id=\"attrs-8119c633-3bb5-4867-8444-9e8f1ce2904d\" type=\"checkbox\"/><label for=\"attrs-8119c633-3bb5-4867-8444-9e8f1ce2904d\" 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-bb32c81d-0dd6-4a4c-a2e8-3ae16e3e8e49\" type=\"checkbox\"/><label for=\"data-bb32c81d-0dd6-4a4c-a2e8-3ae16e3e8e49\" 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>country</dd><dt><span>long_name :</span></dt><dd>country</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Name of the country the station is located in.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Austria'],\n       ['Belgium'],\n       ['Belgium'],\n       ['Belgium'],\n       ['Belgium'],\n       ['Switzerland'],\n       ['Switzerland'],\n       ['Switzerland'],\n       ['Switzerland'],\n       ['Germany'],\n       ['Denmark'],\n       ['Denmark'],\n       ['Denmark'],\n       ['Denmark'],\n       ['Spain'],\n       ['Spain'],\n       ['Finland'],\n       ['Finland'],\n       ['Finland'],\n       ['Finland'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['United Kingdom'],\n       ['Italy'],\n       ['Netherlands'],\n       ['Netherlands'],\n       ['Netherlands'],\n       ['Netherlands'],\n       ['Netherlands'],\n       ['Poland'],\n       ['Slovenia']], dtype='&lt;U14')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_network</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U3</div><div class=\"xr-var-preview xr-preview\">'nan' 'nan' 'nan' ... 'nan' 'nan'</div><input class=\"xr-var-attrs-in\" id=\"attrs-b852cd33-ad89-4f92-a809-bd1601be375d\" type=\"checkbox\"/><label for=\"attrs-b852cd33-ad89-4f92-a809-bd1601be375d\" 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-d37bd370-c511-4099-bab7-e0dd40e5189f\" type=\"checkbox\"/><label for=\"data-d37bd370-c511-4099-bab7-e0dd40e5189f\" 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>network</dd><dt><span>long_name :</span></dt><dd>data network</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>The name of the network which reports data for the specific station in question.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan']], dtype='&lt;U3')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_associated_networks</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U29</div><div class=\"xr-var-preview xr-preview\">\"['EMEP', 'GAW-WDCRG']\" ... \"['G...</div><input class=\"xr-var-attrs-in\" id=\"attrs-65397e3e-381d-4e09-8ca5-f972408daf40\" type=\"checkbox\"/><label for=\"attrs-65397e3e-381d-4e09-8ca5-f972408daf40\" 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-74760a05-2795-4a7a-a7bb-76f7826f9945\" type=\"checkbox\"/><label for=\"data-74760a05-2795-4a7a-a7bb-76f7826f9945\" 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>other associated networks</dd><dt><span>long_name :</span></dt><dd>other associated networks</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>String pair of associated network name and station reference. Format: network1:station_reference1;network2:station_reference2</dd></dl></div><div class=\"xr-var-data\"><pre>array([[\"['EMEP', 'GAW-WDCRG']\"],\n       [\"['CAMP', 'EMEP']\"],\n       [\"['EMEP', 'CAMP']\"],\n       [\"['CAMP', 'EMEP']\"],\n       [\"['CAMP', 'EMEP']\"],\n       [\"['EMEP', 'GAW-WDCRG']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP', 'GAW-WDCRG']\"],\n       [\"['ACTRIS', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['HELCOM', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['HELCOM', 'EMEP']\"],\n       [\"['EMEP', 'AMAP']\"],\n       [\"['EMEP']\"],\n       [\"['GAW-WDCRG', 'EMEP', 'AMAP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP', 'CAMP']\"],\n       [\"['CAMP', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['ACTRIS', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['GAW-WDCRG', 'CAMP', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['CAMP', 'EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['EMEP']\"],\n       [\"['GAW-WDCRG', 'EMEP']\"]], dtype='&lt;U29')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_land_use</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U16</div><div class=\"xr-var-preview xr-preview\">'Gravel and stone' 'nan' ... 'nan'</div><input class=\"xr-var-attrs-in\" id=\"attrs-567468c9-1aa8-4226-9ce4-beca42344c1b\" type=\"checkbox\"/><label for=\"attrs-567468c9-1aa8-4226-9ce4-beca42344c1b\" 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-91812e33-f99a-4fa6-ab86-b339f11ab5c4\" type=\"checkbox\"/><label for=\"data-91812e33-f99a-4fa6-ab86-b339f11ab5c4\" 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>land use</dd><dt><span>long_name :</span></dt><dd>standardised network provided land use type</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Standardised network provided classification, describing the dominant land use in the area of the reporting station.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Gravel and stone'],\n       ['nan'],\n       ['Agricultural'],\n       ['nan'],\n       ['nan'],\n       ['Agricultural'],\n       ['nan'],\n       ['nan'],\n       ['Grassland'],\n       ['Agricultural'],\n       ['nan'],\n       ['Forest'],\n       ['Agricultural'],\n       ['nan'],\n       ['nan'],\n       ['Agricultural'],\n       ['nan'],\n       ['nan'],\n       ['Agricultural'],\n       ['Forest'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['Agricultural'],\n       ['nan'],\n       ['nan'],\n       ['Other'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan']], dtype='&lt;U16')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_WMO_region</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U6</div><div class=\"xr-var-preview xr-preview\">'Europe' 'Europe' ... 'Europe'</div><input class=\"xr-var-attrs-in\" id=\"attrs-b12289fd-1fc6-4c49-a886-675e3baac7eb\" type=\"checkbox\"/><label for=\"attrs-b12289fd-1fc6-4c49-a886-675e3baac7eb\" 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-aad78fb9-90b3-4128-945d-af8aa15d57d6\" type=\"checkbox\"/><label for=\"data-aad78fb9-90b3-4128-945d-af8aa15d57d6\" 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>WMO region</dd><dt><span>long_name :</span></dt><dd>WMO region code</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>World Meteorological Organization (WMO) region of station. The available regions are: Africa, Asia, South America, \"Northern America, Central America and the Caribbean\", South-West Pacific, Europe and Antarctica.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['nan'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe'],\n       ['Europe']], dtype='&lt;U6')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_measurement_methodology</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U41</div><div class=\"xr-var-preview xr-preview\">'AT03L_chemi' ... 'SI01L_epa_caps'</div><input class=\"xr-var-attrs-in\" id=\"attrs-1a709f93-5434-4074-9399-9528c2616b56\" type=\"checkbox\"/><label for=\"attrs-1a709f93-5434-4074-9399-9528c2616b56\" 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-38223d68-c9ea-465d-8a32-4aee2d07b0bc\" type=\"checkbox\"/><label for=\"data-38223d68-c9ea-465d-8a32-4aee2d07b0bc\" 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>measurement methodology</dd><dt><span>long_name :</span></dt><dd>standardised measurement methodology</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Standardised name of the measurement methodology.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['AT03L_chemi'],\n       ['BE02L_chemilum'],\n       ['BE01L_EN14211'],\n       ['BE02L_chemilum'],\n       ['BE02L_chemilum'],\n       ['CH01L_no2'],\n       ['CH01L_no2'],\n       ['CH01L_no2'],\n       ['CH01L_no2'],\n       ['DE08L_chemiluminescence_photolytic_T200UP'],\n       ['DK01L_Chemiluminescence'],\n       ['DK01L_Chemiluminescence'],\n       ['DK01L_Chemiluminescence'],\n       ['DK01L_Chemiluminescence'],\n       ['ES04L_chemilum'],\n       ['ES04L_chemilum'],\n       ['FI01L_chemilum'],\n       ['FI01L_chemilum'],\n       ['FI01L_chemilum'],\n       ['FI01L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['GB03L_AUC_T500U'],\n       ['GB02L_chemilum'],\n       ['GB02L_chemilum'],\n       ['IT04L_Chemilum_1'],\n       ['NL01L_MIL-W-5300_NL01L_ILG-W-2900'],\n       ['NL01L_MIL-W-5300_NL01L_ILG-W-2900'],\n       ['NL01L_MIL-W-5300_NL01L_ILG-W-2900'],\n       ['NL01L_MIL-W-5300_NL01L_ILG-W-2900'],\n       ['NL01L_MIL-W-5300_NL01L_ILG-W-2900'],\n       ['PL05L_ANOxTHERMO'],\n       ['SI01L_epa_caps']], dtype='&lt;U41')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_measuring_instrument_name</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U28</div><div class=\"xr-var-preview xr-preview\">'Thermo/42i' ... 'Teledyne/T500U'</div><input class=\"xr-var-attrs-in\" id=\"attrs-9527c180-b703-4690-be2c-2d44eaf8963f\" type=\"checkbox\"/><label for=\"attrs-9527c180-b703-4690-be2c-2d44eaf8963f\" 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-2e1622b4-81cf-479f-b1f0-6ed45a51aae6\" type=\"checkbox\"/><label for=\"data-2e1622b4-81cf-479f-b1f0-6ed45a51aae6\" 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>measuring instrument name</dd><dt><span>long_name :</span></dt><dd>standardised measuring instrument name</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Standardised name of the measuring instrument.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Thermo/42i'],\n       ['Chemiluminescence photolytic'],\n       ['Thermo/42i'],\n       ['Chemiluminescence photolytic'],\n       ['Chemiluminescence photolytic'],\n       ['Teledyne/T500U'],\n       ['Horiba/APNA-370'],\n       ['Thermo/42i-TL'],\n       ['Teledyne/T500U'],\n       ['Teledyne/T200UP'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Thermo/42i-TL'],\n       ['Thermo/42i-TL'],\n       ['Thermo/42i-TL'],\n       ['Thermo/42i-TL'],\n       ['Thermo/42i-TL'],\n       ['Thermo/42i-TL'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Teledyne/T500U'],\n       ['Chemiluminescence molybdenum'],\n       ['Chemiluminescence molybdenum'],\n       ['Thermo/42i'],\n       ['Teledyne API/200E'],\n       ['Teledyne API/200E'],\n       ['Teledyne API/200E'],\n       ['Teledyne API/200E'],\n       ['Teledyne API/200E'],\n       ['Thermo/42i'],\n       ['Teledyne/T500U']], dtype='&lt;U28')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_measuring_instrument_sampling_type</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U54</div><div class=\"xr-var-preview xr-preview\">\"['chemiluminescence detector, m...</div><input class=\"xr-var-attrs-in\" id=\"attrs-e882834c-a566-4e69-895a-fe70556c5807\" type=\"checkbox\"/><label for=\"attrs-e882834c-a566-4e69-895a-fe70556c5807\" 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-ff3bc0cf-3971-4b76-9f69-dfb2362272fa\" type=\"checkbox\"/><label for=\"data-ff3bc0cf-3971-4b76-9f69-dfb2362272fa\" 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>measuring instrument sampling type</dd><dt><span>long_name :</span></dt><dd>standardised sampling type of the measuring instrument</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Standardised name of the measuring instrument sampling type.</dd></dl></div><div class=\"xr-var-data\"><pre>array([[\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['cavity attenuated phase shift spectrometer']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['cavity attenuated phase shift spectrometer']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, photolytical converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['cavity attenuated phase shift spectrometer']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['chemiluminescence detector, molybdenum converter']\"],\n       [\"['cavity attenuated phase shift spectrometer']\"]], dtype='&lt;U54')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_measuring_instrument_inlet_information</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U3</div><div class=\"xr-var-preview xr-preview\">'nan' 'nan' 'nan' ... 'nan' 'nan'</div><input class=\"xr-var-attrs-in\" id=\"attrs-afcfc2d7-0c22-470a-9323-d84cd83f664a\" type=\"checkbox\"/><label for=\"attrs-afcfc2d7-0c22-470a-9323-d84cd83f664a\" 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-228fb285-a4b4-4972-aa15-797d41984ebe\" type=\"checkbox\"/><label for=\"data-228fb285-a4b4-4972-aa15-797d41984ebe\" 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>measuring instrument inlet information</dd><dt><span>long_name :</span></dt><dd>measuring instrument measurement inlet information</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Description of sampling inlet of the measuring instrument.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan']], dtype='&lt;U3')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_principal_investigator_name</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U63</div><div class=\"xr-var-preview xr-preview\">'Iris Buxbaum' ... 'Mateja Gjere...</div><input class=\"xr-var-attrs-in\" id=\"attrs-10db1c4c-8063-4e47-ab08-1f9bb67338a6\" type=\"checkbox\"/><label for=\"attrs-10db1c4c-8063-4e47-ab08-1f9bb67338a6\" 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-2989cd5e-0d60-4352-a512-f00cc09c3730\" type=\"checkbox\"/><label for=\"data-2989cd5e-0d60-4352-a512-f00cc09c3730\" 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>principal investigator name</dd><dt><span>long_name :</span></dt><dd>principal investigator name</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Full name of the principal scientific investigator for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Iris Buxbaum'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Christine Matheeussen'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Laurent Poulain'],\n       ['Kaare Kemp, Rune Keller'],\n       ['Kaare Kemp, Rune Keller'],\n       ['Rune Keller'],\n       ['Rune Keller'],\n       ['Jose Antonio Fernandez Monistrol, Jose Luis Cervantes Rodriguez'],\n       ['Jose Antonio Fernandez Monistrol, Jose Luis Cervantes Rodriguez'],\n       ['Hannele Hakola, Heidi Hell\u00e9n'],\n       ['Hannele Hakola, Heidi Hell\u00e9n'],\n       ['Heidi Hell\u00e9n'],\n       ['Karri Saarnio'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['James Cash, Sarah Leeson'],\n       ['Keith Vincent, Willis Paul'],\n       ['Willis Paul'],\n       ['F Barbiere, C Tarricone'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Zdzislaw Przadka, Marcin Syrzycki'],\n       ['Mateja Gjerek, Marijana Murovec']], dtype='&lt;U63')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_principal_investigator_institution</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U4</div><div class=\"xr-var-preview xr-preview\">'NILU' 'NILU' ... 'NILU' 'NILU'</div><input class=\"xr-var-attrs-in\" id=\"attrs-64075c15-826b-438d-b775-b5487eb02882\" type=\"checkbox\"/><label for=\"attrs-64075c15-826b-438d-b775-b5487eb02882\" 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-87d90420-b371-4270-9748-f425ae501e40\" type=\"checkbox\"/><label for=\"data-87d90420-b371-4270-9748-f425ae501e40\" 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>principal investigator institution</dd><dt><span>long_name :</span></dt><dd>principal investigator institution</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Institution of the principal scientific investigator for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU']], dtype='&lt;U4')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_principal_investigator_email_address</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U12</div><div class=\"xr-var-preview xr-preview\">'ebas@nilu.no' ... 'ebas@nilu.no'</div><input class=\"xr-var-attrs-in\" id=\"attrs-78e2cbc3-555d-40e7-a2d7-609e4a52f7eb\" type=\"checkbox\"/><label for=\"attrs-78e2cbc3-555d-40e7-a2d7-609e4a52f7eb\" 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-cbb79616-8929-4086-afb0-7d6b99a7cb20\" type=\"checkbox\"/><label for=\"data-cbb79616-8929-4086-afb0-7d6b99a7cb20\" 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>principal investigator email address</dd><dt><span>long_name :</span></dt><dd>principal investigator email address</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Email address of the principal scientific investigator for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no']], dtype='&lt;U12')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_contact_name</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U63</div><div class=\"xr-var-preview xr-preview\">'Iris Buxbaum' ... 'Mateja Gjere...</div><input class=\"xr-var-attrs-in\" id=\"attrs-0e405c12-e4fd-4510-abd9-81eb0f43771e\" type=\"checkbox\"/><label for=\"attrs-0e405c12-e4fd-4510-abd9-81eb0f43771e\" 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-f50d8034-9f93-4e77-955c-f8535e12c6b5\" type=\"checkbox\"/><label for=\"data-f50d8034-9f93-4e77-955c-f8535e12c6b5\" 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>contact name</dd><dt><span>long_name :</span></dt><dd>contact name</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Full name of the principal data contact for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['Iris Buxbaum'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Christine Matheeussen'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Charlotte Vanpoucke, Frans Fierens'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Christoph Hueglin'],\n       ['Laurent Poulain'],\n       ['Kaare Kemp, Rune Keller'],\n       ['Kaare Kemp, Rune Keller'],\n       ['Rune Keller'],\n       ['Rune Keller'],\n       ['Jose Antonio Fernandez Monistrol, Jose Luis Cervantes Rodriguez'],\n       ['Jose Antonio Fernandez Monistrol, Jose Luis Cervantes Rodriguez'],\n       ['Hannele Hakola, Heidi Hell\u00e9n'],\n       ['Hannele Hakola, Heidi Hell\u00e9n'],\n       ['Heidi Hell\u00e9n'],\n       ['Karri Saarnio'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['Keith Vincent, Willis Paul'],\n       ['James Cash, Sarah Leeson'],\n       ['Keith Vincent, Willis Paul'],\n       ['Willis Paul'],\n       ['F Barbiere, C Tarricone'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Ronald Spoor, Lise Bjerk'],\n       ['Zdzislaw Przadka, Marcin Syrzycki'],\n       ['Mateja Gjerek, Marijana Murovec']], dtype='&lt;U63')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_contact_institution</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U4</div><div class=\"xr-var-preview xr-preview\">'NILU' 'NILU' ... 'NILU' 'NILU'</div><input class=\"xr-var-attrs-in\" id=\"attrs-f586f98f-0fbe-4790-82b7-f22f01543948\" type=\"checkbox\"/><label for=\"attrs-f586f98f-0fbe-4790-82b7-f22f01543948\" 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-98da645d-714c-4144-8465-ddbeb9b3b246\" type=\"checkbox\"/><label for=\"data-98da645d-714c-4144-8465-ddbeb9b3b246\" 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>contact institution</dd><dt><span>long_name :</span></dt><dd>contact institution</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Institution of the principal data contact for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU'],\n       ['NILU']], dtype='&lt;U4')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_contact_email_address</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U12</div><div class=\"xr-var-preview xr-preview\">'ebas@nilu.no' ... 'ebas@nilu.no'</div><input class=\"xr-var-attrs-in\" id=\"attrs-87d1e9f1-17a9-4581-bd30-56ba1acab6a1\" type=\"checkbox\"/><label for=\"attrs-87d1e9f1-17a9-4581-bd30-56ba1acab6a1\" 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-149c9b11-d5b2-415a-b128-d52b3ff220fc\" type=\"checkbox\"/><label for=\"data-149c9b11-d5b2-415a-b128-d52b3ff220fc\" 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>contact email address</dd><dt><span>long_name :</span></dt><dd>contact email address</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Email address of the principal data contact for the specific reported data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no'],\n       ['ebas@nilu.no']], dtype='&lt;U12')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_data_licence</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U3</div><div class=\"xr-var-preview xr-preview\">'nan' 'nan' 'nan' ... 'nan' 'nan'</div><input class=\"xr-var-attrs-in\" id=\"attrs-0982667c-2fae-4ca6-88a6-5dd34420be4a\" type=\"checkbox\"/><label for=\"attrs-0982667c-2fae-4ca6-88a6-5dd34420be4a\" 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-d6fafb90-7187-4a76-9df9-933ded1e4e83\" type=\"checkbox\"/><label for=\"data-d6fafb90-7187-4a76-9df9-933ded1e4e83\" 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>data licence</dd><dt><span>long_name :</span></dt><dd>data licence</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Information pertaining to the data licence governing the redistribution/publication of the ingested network data.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan'],\n       ['nan']], dtype='&lt;U3')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_doi</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U4</div><div class=\"xr-var-preview xr-preview\">'xbi0' 'tt6j' ... 'n82y' 'ey6p'</div><input class=\"xr-var-attrs-in\" id=\"attrs-8af81624-1ade-435c-827a-b5bedf9e50dc\" type=\"checkbox\"/><label for=\"attrs-8af81624-1ade-435c-827a-b5bedf9e50dc\" 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-486719d1-a9e8-4419-8c03-cca262b7faee\" type=\"checkbox\"/><label for=\"data-486719d1-a9e8-4419-8c03-cca262b7faee\" 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>DOI</dd><dt><span>long_name :</span></dt><dd>Digital identifier of an object</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Digital identifier of an object.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['xbi0'],\n       ['tt6j'],\n       ['mn2n'],\n       ['wjl0'],\n       ['ey59'],\n       ['7tbf'],\n       ['xxcc'],\n       ['c694'],\n       ['oyyc'],\n       ['fhhq'],\n       ['usxg'],\n       ['04ih'],\n       ['biuu'],\n       ['2bke'],\n       ['pu8v'],\n       ['dgvq'],\n       ['4iaj'],\n       ['9w63'],\n       ['Q7NI'],\n       ['8h8z'],\n       ['8a51'],\n       ['4t9b'],\n       ['932g'],\n       ['1ogr'],\n       ['zlsm'],\n       ['i56u'],\n       ['7gnn'],\n       ['78ut'],\n       ['cd8l'],\n       ['lxba'],\n       ['bf7p'],\n       ['j133'],\n       ['yk3j'],\n       ['btdz'],\n       ['12xt'],\n       ['bv99'],\n       ['5a4d'],\n       ['n82y'],\n       ['ey6p']], dtype='&lt;U4')</pre></div></li><li class=\"xr-var-item\"><div class=\"xr-var-name\"><span>actris_actris|sconcno2_actris_national_facility</span></div><div class=\"xr-var-dims\">(station_actris_actris|sconcno2, month)</div><div class=\"xr-var-dtype\">&lt;U5</div><div class=\"xr-var-preview xr-preview\">'True' 'False' ... 'False' 'False'</div><input class=\"xr-var-attrs-in\" id=\"attrs-12bbfd68-ad52-4b3f-b699-4290f4ec4118\" type=\"checkbox\"/><label for=\"attrs-12bbfd68-ad52-4b3f-b699-4290f4ec4118\" 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-bb70571f-37d6-4070-a028-fc4fcd7d5f06\" type=\"checkbox\"/><label for=\"data-bb70571f-37d6-4070-a028-fc4fcd7d5f06\" 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>ACTRIS national facility</dd><dt><span>long_name :</span></dt><dd>Digital identifier of an object</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>ACTRIS national facility.</dd></dl></div><div class=\"xr-var-data\"><pre>array([['True'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['True'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['True'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['True'],\n       ['False'],\n       ['False'],\n       ['True'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['True'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False'],\n       ['False']], dtype='&lt;U5')</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-c098288b-d030-46c6-954e-700138d75ecf\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-c098288b-d030-46c6-954e-700138d75ecf\">Attributes: <span>(3)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>title :</span></dt><dd>Saved data from Providentia</dd><dt><span>institution :</span></dt><dd>Barcelona Supercomputing Center</dd><dt><span>source :</span></dt><dd>Providentia</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=13ecfa3d-7b6f-4942-86a5-b305101e84d2\">\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 variable data is stored in <code>actris_actris|sconcno2_data</code> by label (in this case only observations), station and time.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=a79e75d5-2256-45a7-9be4-22c0a7801b00\">\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[10]:</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\">data</span><span class=\"p\">[</span><span class=\"s1\">'actris_actris|sconcno2_data'</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[10]:</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 notebooks */\n\n:root {\n  --xr-font-color0: var(\n    --jp-content-font-color0,\n    var(--pst-color-text-base rgba(0, 0, 0, 1))\n  );\n  --xr-font-color2: var(\n    --jp-content-font-color2,\n    var(--pst-color-text-base, rgba(0, 0, 0, 0.54))\n  );\n  --xr-font-color3: var(\n    --jp-content-font-color3,\n    var(--pst-color-text-base, rgba(0, 0, 0, 0.38))\n  );\n  --xr-border-color: var(\n    --jp-border-color2,\n    hsl(from var(--pst-color-on-background, white) h s calc(l - 10))\n  );\n  --xr-disabled-color: var(\n    --jp-layout-color3,\n    hsl(from var(--pst-color-on-background, white) h s calc(l - 40))\n  );\n  --xr-background-color: var(\n    --jp-layout-color0,\n    var(--pst-color-on-background, white)\n  );\n  --xr-background-color-row-even: var(\n    --jp-layout-color1,\n    hsl(from var(--pst-color-on-background, white) h s calc(l - 5))\n  );\n  --xr-background-color-row-odd: var(\n    --jp-layout-color2,\n    hsl(from var(--pst-color-on-background, white) h s calc(l - 15))\n  );\n}\n\nhtml[theme=\"dark\"],\nhtml[data-theme=\"dark\"],\nbody[data-theme=\"dark\"],\nbody.vscode-dark {\n  --xr-font-color0: var(\n    --jp-content-font-color0,\n    var(--pst-color-text-base, rgba(255, 255, 255, 1))\n  );\n  --xr-font-color2: var(\n    --jp-content-font-color2,\n    var(--pst-color-text-base, rgba(255, 255, 255, 0.54))\n  );\n  --xr-font-color3: var(\n    --jp-content-font-color3,\n    var(--pst-color-text-base, rgba(255, 255, 255, 0.38))\n  );\n  --xr-border-color: var(\n    --jp-border-color2,\n    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 10))\n  );\n  --xr-disabled-color: var(\n    --jp-layout-color3,\n    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 40))\n  );\n  --xr-background-color: var(\n    --jp-layout-color0,\n    var(--pst-color-on-background, #111111)\n  );\n  --xr-background-color-row-even: var(\n    --jp-layout-color1,\n    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 5))\n  );\n  --xr-background-color-row-odd: var(\n    --jp-layout-color2,\n    hsl(from var(--pst-color-on-background, #111111) h s calc(l + 15))\n  );\n}\n\n.xr-wrap {\n  display: block !important;\n  min-width: 300px;\n  max-width: 700px;\n  line-height: 1.6;\n}\n\n.xr-text-repr-fallback {\n  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n  display: none;\n}\n\n.xr-header {\n  padding-top: 6px;\n  padding-bottom: 6px;\n  margin-bottom: 4px;\n  border-bottom: solid 1px var(--xr-border-color);\n}\n\n.xr-header > div,\n.xr-header > ul {\n  display: inline;\n  margin-top: 0;\n  margin-bottom: 0;\n}\n\n.xr-obj-type,\n.xr-obj-name,\n.xr-group-name {\n  margin-left: 2px;\n  margin-right: 10px;\n}\n\n.xr-group-name::before {\n  content: \"\ud83d\udcc1\";\n  padding-right: 0.3em;\n}\n\n.xr-group-name,\n.xr-obj-type {\n  color: var(--xr-font-color2);\n}\n\n.xr-sections {\n  padding-left: 0 !important;\n  display: grid;\n  grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n  margin-block-start: 0;\n  margin-block-end: 0;\n}\n\n.xr-section-item {\n  display: contents;\n}\n\n.xr-section-item input {\n  display: inline-block;\n  opacity: 0;\n  height: 0;\n  margin: 0;\n}\n\n.xr-section-item input + label {\n  color: var(--xr-disabled-color);\n  border: 2px solid transparent !important;\n}\n\n.xr-section-item input:enabled + label {\n  cursor: pointer;\n  color: var(--xr-font-color2);\n}\n\n.xr-section-item input:focus + label {\n  border: 2px solid var(--xr-font-color0) !important;\n}\n\n.xr-section-item input:enabled + label:hover {\n  color: var(--xr-font-color0);\n}\n\n.xr-section-summary {\n  grid-column: 1;\n  color: var(--xr-font-color2);\n  font-weight: 500;\n}\n\n.xr-section-summary > span {\n  display: inline-block;\n  padding-left: 0.5em;\n}\n\n.xr-section-summary-in:disabled + label {\n  color: var(--xr-font-color2);\n}\n\n.xr-section-summary-in + label:before {\n  display: inline-block;\n  content: \"\u25ba\";\n  font-size: 11px;\n  width: 15px;\n  text-align: center;\n}\n\n.xr-section-summary-in:disabled + label:before {\n  color: var(--xr-disabled-color);\n}\n\n.xr-section-summary-in:checked + label:before {\n  content: \"\u25bc\";\n}\n\n.xr-section-summary-in:checked + label > span {\n  display: none;\n}\n\n.xr-section-summary,\n.xr-section-inline-details {\n  padding-top: 4px;\n}\n\n.xr-section-inline-details {\n  grid-column: 2 / -1;\n}\n\n.xr-section-details {\n  display: none;\n  grid-column: 1 / -1;\n  margin-top: 4px;\n  margin-bottom: 5px;\n}\n\n.xr-section-summary-in:checked ~ .xr-section-details {\n  display: contents;\n}\n\n.xr-group-box {\n  display: inline-grid;\n  grid-template-columns: 0px 20px auto;\n  width: 100%;\n}\n\n.xr-group-box-vline {\n  grid-column-start: 1;\n  border-right: 0.2em solid;\n  border-color: var(--xr-border-color);\n  width: 0px;\n}\n\n.xr-group-box-hline {\n  grid-column-start: 2;\n  grid-row-start: 1;\n  height: 1em;\n  width: 20px;\n  border-bottom: 0.2em solid;\n  border-color: var(--xr-border-color);\n}\n\n.xr-group-box-contents {\n  grid-column-start: 3;\n}\n\n.xr-array-wrap {\n  grid-column: 1 / -1;\n  display: grid;\n  grid-template-columns: 20px auto;\n}\n\n.xr-array-wrap > label {\n  grid-column: 1;\n  vertical-align: top;\n}\n\n.xr-preview {\n  color: var(--xr-font-color3);\n}\n\n.xr-array-preview,\n.xr-array-data {\n  padding: 0 5px !important;\n  grid-column: 2;\n}\n\n.xr-array-data,\n.xr-array-in:checked ~ .xr-array-preview {\n  display: none;\n}\n\n.xr-array-in:checked ~ .xr-array-data,\n.xr-array-preview {\n  display: inline-block;\n}\n\n.xr-dim-list {\n  display: inline-block !important;\n  list-style: none;\n  padding: 0 !important;\n  margin: 0;\n}\n\n.xr-dim-list li {\n  display: inline-block;\n  padding: 0;\n  margin: 0;\n}\n\n.xr-dim-list:before {\n  content: \"(\";\n}\n\n.xr-dim-list:after {\n  content: \")\";\n}\n\n.xr-dim-list li:not(:last-child):after {\n  content: \",\";\n  padding-right: 5px;\n}\n\n.xr-has-index {\n  font-weight: bold;\n}\n\n.xr-var-list,\n.xr-var-item {\n  display: contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  border-color: var(--xr-background-color-row-odd);\n  margin-bottom: 0;\n  padding-top: 2px;\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  border-color: var(--xr-background-color-row-even);\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  border-top: 2px dotted var(--xr-background-color);\n  padding-bottom: 20px !important;\n  padding-top: 10px !important;\n}\n\n.xr-var-attrs-in + label,\n.xr-var-data-in + label,\n.xr-index-data-in + label {\n  padding: 0 1px;\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-data > pre,\n.xr-index-data > pre,\n.xr-var-data > table > tbody > tr {\n  background-color: transparent !important;\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\n.xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n.xr-var-data-in:checked + label > .xr-icon-database,\n.xr-index-data-in:checked + label > .xr-icon-database {\n  color: var(--xr-font-color0);\n  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n  stroke-width: 0.8px;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.DataArray 'actris_actris|sconcno2_data' (data_label: 5,\n                                                 station_actris_actris|sconcno2: 39,\n                                                 time: 720)&gt; Size: 562kB\narray([[[ 0.1081    ,  0.1044    ,  0.1044    , ...,  0.1456    ,\n          0.1362    ,  0.1344    ],\n        [ 1.2       ,  0.8       ,  0.5       , ...,  6.2       ,\n          6.1       ,  5.5       ],\n        [ 1.83      ,  1.52      ,  1.8299912 , ...,  5.78      ,\n                 nan,         nan],\n        ...,\n        [ 8.89      ,  7.62      ,  7.81      , ...,  7.08      ,\n          7.25      ,  7.51      ],\n        [ 0.8599994 ,  0.84      ,  0.84      , ...,  0.54000115,\n          0.58      ,  0.68      ],\n        [ 0.681     ,  0.694     ,  0.687     , ...,  1.237     ,\n          1.369     ,  1.519     ]],\n\n       [[ 0.28936833,  0.264558  ,  0.22955692, ...,  0.21422814,\n          0.18671042,  0.16415396],\n        [ 3.9153981 ,  3.638523  ,  3.3475795 , ...,  4.544748  ,\n          4.407166  ,  4.245712  ],\n        [ 8.641489  ,  7.7312    ,  5.7538195 , ...,  6.708142  ,\n                 nan,         nan],\n...\n        [11.606844  , 11.675176  , 11.696394  , ...,  9.48593   ,\n          8.941064  ,  9.195124  ],\n        [ 0.6983912 ,  0.6693007 ,  0.6711319 , ...,  1.0383463 ,\n          1.1330887 ,  1.337833  ],\n        [ 0.6146215 ,  0.54766774,  0.51533794, ...,  1.2137526 ,\n          1.2564213 ,  1.2346132 ]],\n\n       [[ 0.28353882,  0.24788448,  0.2156254 , ...,  0.2561922 ,\n          0.21549767,  0.17778215],\n        [ 4.080958  ,  3.6677926 ,  3.0815    , ...,  3.668224  ,\n          3.9382844 ,  4.26908   ],\n        [ 7.2228403 ,  6.6661253 ,  6.5867205 , ...,  5.1680193 ,\n                 nan,         nan],\n        ...,\n        [13.666465  , 14.136363  , 13.806133  , ...,  8.555674  ,\n          8.542054  ,  8.801542  ],\n        [ 0.6892451 ,  0.6612716 ,  0.63843554, ...,  1.4759581 ,\n          1.4430975 ,  1.3208728 ],\n        [ 0.4878093 ,  0.44765663,  0.42100197, ...,  1.3193734 ,\n          1.2584934 ,  1.1411233 ]]], shape=(5, 39, 720), dtype=float32)\nCoordinates:\n  * time     (time) datetime64[ns] 6kB 2024-11-01 ... 2024-11-30T23:00:00\nDimensions without coordinates: data_label, station_actris_actris|sconcno2\nAttributes: (12/26)\n    standard_name:                            nitrogen dioxide\n    long_name:                                nitrogen dioxide\n    units:                                    nmol mol-1\n    description:                              Measured value of surface nitro...\n    resolution:                               hourly\n    resampling_resolution:                    None\n    ...                                       ...\n    spatial_colocation_station_reference:     True\n    spatial_colocation_station_name:          True\n    spatial_colocation_longitude_latitude:    True\n    spatial_colocation_measurement_altitude:  True\n    spatial_colocation_validation:            True\n    spatial_colocation_validation_tolerance:  10000.0</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.DataArray</div><div class=\"xr-obj-name\">'actris_actris|sconcno2_data'</div><ul class=\"xr-dim-list\"><li><span>data_label</span>: 5</li><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span class=\"xr-has-index\">time</span>: 720</li></ul></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><div class=\"xr-array-wrap\"><input checked=\"\" class=\"xr-array-in\" id=\"section-103e391e-5371-40f3-bcd9-e51d240f6ac7\" type=\"checkbox\"/><label for=\"section-103e391e-5371-40f3-bcd9-e51d240f6ac7\" title=\"Show/hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-array-preview xr-preview\"><span>0.1081 0.1044 0.1044 0.1012 0.1 ... 1.302 1.323 1.319 1.258 1.141</span></div><div class=\"xr-array-data\"><pre>array([[[ 0.1081    ,  0.1044    ,  0.1044    , ...,  0.1456    ,\n          0.1362    ,  0.1344    ],\n        [ 1.2       ,  0.8       ,  0.5       , ...,  6.2       ,\n          6.1       ,  5.5       ],\n        [ 1.83      ,  1.52      ,  1.8299912 , ...,  5.78      ,\n                 nan,         nan],\n        ...,\n        [ 8.89      ,  7.62      ,  7.81      , ...,  7.08      ,\n          7.25      ,  7.51      ],\n        [ 0.8599994 ,  0.84      ,  0.84      , ...,  0.54000115,\n          0.58      ,  0.68      ],\n        [ 0.681     ,  0.694     ,  0.687     , ...,  1.237     ,\n          1.369     ,  1.519     ]],\n\n       [[ 0.28936833,  0.264558  ,  0.22955692, ...,  0.21422814,\n          0.18671042,  0.16415396],\n        [ 3.9153981 ,  3.638523  ,  3.3475795 , ...,  4.544748  ,\n          4.407166  ,  4.245712  ],\n        [ 8.641489  ,  7.7312    ,  5.7538195 , ...,  6.708142  ,\n                 nan,         nan],\n...\n        [11.606844  , 11.675176  , 11.696394  , ...,  9.48593   ,\n          8.941064  ,  9.195124  ],\n        [ 0.6983912 ,  0.6693007 ,  0.6711319 , ...,  1.0383463 ,\n          1.1330887 ,  1.337833  ],\n        [ 0.6146215 ,  0.54766774,  0.51533794, ...,  1.2137526 ,\n          1.2564213 ,  1.2346132 ]],\n\n       [[ 0.28353882,  0.24788448,  0.2156254 , ...,  0.2561922 ,\n          0.21549767,  0.17778215],\n        [ 4.080958  ,  3.6677926 ,  3.0815    , ...,  3.668224  ,\n          3.9382844 ,  4.26908   ],\n        [ 7.2228403 ,  6.6661253 ,  6.5867205 , ...,  5.1680193 ,\n                 nan,         nan],\n        ...,\n        [13.666465  , 14.136363  , 13.806133  , ...,  8.555674  ,\n          8.542054  ,  8.801542  ],\n        [ 0.6892451 ,  0.6612716 ,  0.63843554, ...,  1.4759581 ,\n          1.4430975 ,  1.3208728 ],\n        [ 0.4878093 ,  0.44765663,  0.42100197, ...,  1.3193734 ,\n          1.2584934 ,  1.1411233 ]]], shape=(5, 39, 720), dtype=float32)</pre></div></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-ef705f4b-5a99-4ed3-af54-49cd95ef45b3\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-ef705f4b-5a99-4ed3-af54-49cd95ef45b3\">Coordinates: <span>(1)</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\">2024-11-01 ... 2024-11-30T23:00:00</div><input class=\"xr-var-attrs-in\" id=\"attrs-b25b9d65-9f15-466f-9a5b-5af5a2f0132d\" type=\"checkbox\"/><label for=\"attrs-b25b9d65-9f15-466f-9a5b-5af5a2f0132d\" 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-bfb77266-0387-4e90-83ed-0995ce3d368d\" type=\"checkbox\"/><label for=\"data-bfb77266-0387-4e90-83ed-0995ce3d368d\" 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</dd><dt><span>description :</span></dt><dd>Time in hours since 2024-11-01 00:00 UTC. Time given refers to the start of the time window the measurement is representative of (temporal resolution).</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>tz :</span></dt><dd>UTC</dd></dl></div><div class=\"xr-var-data\"><pre>array(['2024-11-01T00:00:00.000000000', '2024-11-01T01:00:00.000000000',\n       '2024-11-01T02:00:00.000000000', ..., '2024-11-30T21:00:00.000000000',\n       '2024-11-30T22:00:00.000000000', '2024-11-30T23:00:00.000000000'],\n      shape=(720,), dtype='datetime64[ns]')</pre></div></li></ul></div></li><li class=\"xr-section-item\"><input class=\"xr-section-summary-in\" id=\"section-bb45e2da-fc65-4a6d-9521-9a710cbc1982\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-bb45e2da-fc65-4a6d-9521-9a710cbc1982\">Attributes: <span>(26)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>nitrogen dioxide</dd><dt><span>long_name :</span></dt><dd>nitrogen dioxide</dd><dt><span>units :</span></dt><dd>nmol mol-1</dd><dt><span>description :</span></dt><dd>Measured value of surface nitrogen dioxide for the stated temporal resolution.</dd><dt><span>resolution :</span></dt><dd>hourly</dd><dt><span>resampling_resolution :</span></dt><dd>None</dd><dt><span>start_date :</span></dt><dd>20241101</dd><dt><span>end_date :</span></dt><dd>20241201</dd><dt><span>temporal_colocation :</span></dt><dd>True</dd><dt><span>spatial_colocation :</span></dt><dd>True</dd><dt><span>filter_species :</span></dt><dd>{}</dd><dt><span>forecast :</span></dt><dd>['day']</dd><dt><span>calibration_factor :</span></dt><dd>{}</dd><dt><span>remove_extreme_stations :</span></dt><dd>None</dd><dt><span>statistic_mode :</span></dt><dd>Temporal|Spatial</dd><dt><span>statistic_aggregation :</span></dt><dd>Median</dd><dt><span>periodic_statistic_mode :</span></dt><dd>Independent</dd><dt><span>periodic_statistic_aggregation :</span></dt><dd>Median</dd><dt><span>timeseries_statistic_aggregation :</span></dt><dd>Median</dd><dt><span>spatial_colocation_tolerance :</span></dt><dd>19.053</dd><dt><span>spatial_colocation_station_reference :</span></dt><dd>True</dd><dt><span>spatial_colocation_station_name :</span></dt><dd>True</dd><dt><span>spatial_colocation_longitude_latitude :</span></dt><dd>True</dd><dt><span>spatial_colocation_measurement_altitude :</span></dt><dd>True</dd><dt><span>spatial_colocation_validation :</span></dt><dd>True</dd><dt><span>spatial_colocation_validation_tolerance :</span></dt><dd>10000.0</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=9a96d311-e489-4eb3-82f2-f69c7bb5f9be\">\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>While the station information is stored in different variables by month, such as <code>actris_actris|sconcno2_station_reference</code>, <code>actris_actris|sconcno2_station_name</code>, <code>actris_actris|sconcno2_latitude</code> and <code>actris_actris|sconcno2_longitude</code>.</p>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=0e18b982-d199-46c1-ba9a-e338bf6b1103\">\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[11]:</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\">data</span><span class=\"p\">[</span><span class=\"s1\">'actris_actris|sconcno2_station_reference'</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[11]:</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 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var(--xr-font-color2);\n}\n\n.xr-section-summary-in + label:before {\n  display: inline-block;\n  content: \"\u25ba\";\n  font-size: 11px;\n  width: 15px;\n  text-align: center;\n}\n\n.xr-section-summary-in:disabled + label:before {\n  color: var(--xr-disabled-color);\n}\n\n.xr-section-summary-in:checked + label:before {\n  content: \"\u25bc\";\n}\n\n.xr-section-summary-in:checked + label > span {\n  display: none;\n}\n\n.xr-section-summary,\n.xr-section-inline-details {\n  padding-top: 4px;\n}\n\n.xr-section-inline-details {\n  grid-column: 2 / -1;\n}\n\n.xr-section-details {\n  display: none;\n  grid-column: 1 / -1;\n  margin-top: 4px;\n  margin-bottom: 5px;\n}\n\n.xr-section-summary-in:checked ~ .xr-section-details {\n  display: contents;\n}\n\n.xr-group-box {\n  display: inline-grid;\n  grid-template-columns: 0px 20px auto;\n  width: 100%;\n}\n\n.xr-group-box-vline {\n  grid-column-start: 1;\n  border-right: 0.2em solid;\n  border-color: var(--xr-border-color);\n  width: 0px;\n}\n\n.xr-group-box-hline {\n  grid-column-start: 2;\n  grid-row-start: 1;\n  height: 1em;\n  width: 20px;\n  border-bottom: 0.2em solid;\n  border-color: var(--xr-border-color);\n}\n\n.xr-group-box-contents {\n  grid-column-start: 3;\n}\n\n.xr-array-wrap {\n  grid-column: 1 / -1;\n  display: grid;\n  grid-template-columns: 20px auto;\n}\n\n.xr-array-wrap > label {\n  grid-column: 1;\n  vertical-align: top;\n}\n\n.xr-preview {\n  color: var(--xr-font-color3);\n}\n\n.xr-array-preview,\n.xr-array-data {\n  padding: 0 5px !important;\n  grid-column: 2;\n}\n\n.xr-array-data,\n.xr-array-in:checked ~ .xr-array-preview {\n  display: none;\n}\n\n.xr-array-in:checked ~ .xr-array-data,\n.xr-array-preview {\n  display: inline-block;\n}\n\n.xr-dim-list {\n  display: inline-block !important;\n  list-style: none;\n  padding: 0 !important;\n  margin: 0;\n}\n\n.xr-dim-list li {\n  display: inline-block;\n  padding: 0;\n  margin: 0;\n}\n\n.xr-dim-list:before {\n  content: \"(\";\n}\n\n.xr-dim-list:after {\n  content: \")\";\n}\n\n.xr-dim-list li:not(:last-child):after {\n  content: \",\";\n  padding-right: 5px;\n}\n\n.xr-has-index {\n  font-weight: bold;\n}\n\n.xr-var-list,\n.xr-var-item {\n  display: contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  border-color: var(--xr-background-color-row-odd);\n  margin-bottom: 0;\n  padding-top: 2px;\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  border-color: var(--xr-background-color-row-even);\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  border-top: 2px dotted var(--xr-background-color);\n  padding-bottom: 20px !important;\n  padding-top: 10px !important;\n}\n\n.xr-var-attrs-in + label,\n.xr-var-data-in + label,\n.xr-index-data-in + label {\n  padding: 0 1px;\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-data > pre,\n.xr-index-data > pre,\n.xr-var-data > table > tbody > tr {\n  background-color: transparent !important;\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\n.xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n.xr-var-data-in:checked + label > .xr-icon-database,\n.xr-index-data-in:checked + label > .xr-icon-database {\n  color: var(--xr-font-color0);\n  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n  stroke-width: 0.8px;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.DataArray 'actris_actris|sconcno2_station_reference' (\n                                                              station_actris_actris|sconcno2: 39,\n                                                              month: 1)&gt; Size: 1kB\narray([['AT0034G'],\n       ['BE0001R'],\n       ['BE0013R'],\n       ['BE0032R'],\n       ['BE0035R'],\n       ['CH0002R'],\n       ['CH0003R'],\n       ['CH0004R'],\n       ['CH0005R'],\n       ['DE0044R'],\n       ['DK0005R'],\n       ['DK0008R'],\n       ['DK0012R'],\n       ['DK0031R'],\n       ['ES0005R'],\n       ['ES0014R'],\n       ['FI0009R'],\n       ['FI0022R'],\n       ['FI0027R'],\n       ['FI0096G'],\n       ['GB0002R'],\n       ['GB0013R'],\n       ['GB0014R'],\n       ['GB0031R'],\n       ['GB0033R'],\n       ['GB0038R'],\n       ['GB0043R'],\n       ['GB0045R'],\n       ['GB0048R'],\n       ['GB0053R'],\n       ['GB1055R'],\n       ['IT0004R'],\n       ['NL0007R'],\n       ['NL0009R'],\n       ['NL0010R'],\n       ['NL0091R'],\n       ['NL0644R'],\n       ['PL0005R'],\n       ['SI0008R']], dtype='&lt;U7')\nDimensions without coordinates: station_actris_actris|sconcno2, month\nAttributes:\n    standard_name:  station reference\n    long_name:      station reference identifier\n    units:          unitless\n    description:    reference ID for station.</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.DataArray</div><div class=\"xr-obj-name\">'actris_actris|sconcno2_station_reference'</div><ul class=\"xr-dim-list\"><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span>month</span>: 1</li></ul></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><div class=\"xr-array-wrap\"><input checked=\"\" class=\"xr-array-in\" id=\"section-f5e2466f-4477-4365-9080-96861f3c728b\" type=\"checkbox\"/><label for=\"section-f5e2466f-4477-4365-9080-96861f3c728b\" title=\"Show/hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-array-preview xr-preview\"><span>'AT0034G' 'BE0001R' 'BE0013R' ... 'NL0644R' 'PL0005R' 'SI0008R'</span></div><div class=\"xr-array-data\"><pre>array([['AT0034G'],\n       ['BE0001R'],\n       ['BE0013R'],\n       ['BE0032R'],\n       ['BE0035R'],\n       ['CH0002R'],\n       ['CH0003R'],\n       ['CH0004R'],\n       ['CH0005R'],\n       ['DE0044R'],\n       ['DK0005R'],\n       ['DK0008R'],\n       ['DK0012R'],\n       ['DK0031R'],\n       ['ES0005R'],\n       ['ES0014R'],\n       ['FI0009R'],\n       ['FI0022R'],\n       ['FI0027R'],\n       ['FI0096G'],\n       ['GB0002R'],\n       ['GB0013R'],\n       ['GB0014R'],\n       ['GB0031R'],\n       ['GB0033R'],\n       ['GB0038R'],\n       ['GB0043R'],\n       ['GB0045R'],\n       ['GB0048R'],\n       ['GB0053R'],\n       ['GB1055R'],\n       ['IT0004R'],\n       ['NL0007R'],\n       ['NL0009R'],\n       ['NL0010R'],\n       ['NL0091R'],\n       ['NL0644R'],\n       ['PL0005R'],\n       ['SI0008R']], dtype='&lt;U7')</pre></div></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-b635c753-6257-45a8-a99e-0892c9c702f3\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-b635c753-6257-45a8-a99e-0892c9c702f3\">Attributes: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>station reference</dd><dt><span>long_name :</span></dt><dd>station reference identifier</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>reference ID for station.</dd></dl></div></li></ul></div></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=42a52014-6f96-44a5-9951-3f8d186affad\">\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[12]:</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\">data</span><span class=\"p\">[</span><span class=\"s1\">'actris_actris|sconcno2_station_name'</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[12]:</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 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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\n.xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n.xr-var-data-in:checked + label > .xr-icon-database,\n.xr-index-data-in:checked + label > .xr-icon-database {\n  color: var(--xr-font-color0);\n  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n  stroke-width: 0.8px;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.DataArray 'actris_actris|sconcno2_station_name' (\n                                                         station_actris_actris|sconcno2: 39,\n                                                         month: 1)&gt; Size: 3kB\narray([['Sonnblick'],\n       ['Offagne'],\n       ['Houtem'],\n       ['Eupen'],\n       ['Vezin'],\n       ['Payerne'],\n       ['T\u00e4nikon'],\n       ['Chaumont'],\n       ['Rigi'],\n       ['Melpitz'],\n       ['Keldsnor'],\n       ['Anholt'],\n       ['Risoe'],\n       ['Ulborg'],\n       ['Noia'],\n       ['Els Torms'],\n       ['Ut\u00f6'],\n       ['Oulanka'],\n       ['Virolahti Harju'],\n       ['Pallas (Sammaltunturi)'],\n       ['Eskdalemuir'],\n       ['Yarner Wood'],\n       ['High Muffles'],\n       ['Aston Hill'],\n       ['Bush'],\n       ['Lullington Heath'],\n       ['Narberth'],\n       ['Wicken Fen'],\n       ['Auchencorth Moss'],\n       ['Charlton Mackrell'],\n       ['Chilbolton Observatory'],\n       ['Ispra'],\n       ['Eibergen'],\n       ['Kollumerwaard'],\n       ['Vredepeel'],\n       ['De Zilk'],\n       ['Cabauw Wielsekade'],\n       ['Diabla Gora'],\n       ['Iskrba']], dtype='&lt;U22')\nDimensions without coordinates: station_actris_actris|sconcno2, month\nAttributes:\n    standard_name:  station name\n    long_name:      station name\n    units:          unitless\n    description:    Name of station where the measurement was conducted.</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.DataArray</div><div class=\"xr-obj-name\">'actris_actris|sconcno2_station_name'</div><ul class=\"xr-dim-list\"><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span>month</span>: 1</li></ul></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><div class=\"xr-array-wrap\"><input checked=\"\" class=\"xr-array-in\" id=\"section-6bf8300f-d61a-47cf-9915-5866893426dd\" type=\"checkbox\"/><label for=\"section-6bf8300f-d61a-47cf-9915-5866893426dd\" title=\"Show/hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-array-preview xr-preview\"><span>'Sonnblick' 'Offagne' 'Houtem' ... 'Diabla Gora' 'Iskrba'</span></div><div class=\"xr-array-data\"><pre>array([['Sonnblick'],\n       ['Offagne'],\n       ['Houtem'],\n       ['Eupen'],\n       ['Vezin'],\n       ['Payerne'],\n       ['T\u00e4nikon'],\n       ['Chaumont'],\n       ['Rigi'],\n       ['Melpitz'],\n       ['Keldsnor'],\n       ['Anholt'],\n       ['Risoe'],\n       ['Ulborg'],\n       ['Noia'],\n       ['Els Torms'],\n       ['Ut\u00f6'],\n       ['Oulanka'],\n       ['Virolahti Harju'],\n       ['Pallas (Sammaltunturi)'],\n       ['Eskdalemuir'],\n       ['Yarner Wood'],\n       ['High Muffles'],\n       ['Aston Hill'],\n       ['Bush'],\n       ['Lullington Heath'],\n       ['Narberth'],\n       ['Wicken Fen'],\n       ['Auchencorth Moss'],\n       ['Charlton Mackrell'],\n       ['Chilbolton Observatory'],\n       ['Ispra'],\n       ['Eibergen'],\n       ['Kollumerwaard'],\n       ['Vredepeel'],\n       ['De Zilk'],\n       ['Cabauw Wielsekade'],\n       ['Diabla Gora'],\n       ['Iskrba']], dtype='&lt;U22')</pre></div></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-9526af7c-4892-4d64-9497-b8f4365f5ce5\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-9526af7c-4892-4d64-9497-b8f4365f5ce5\">Attributes: <span>(4)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>station name</dd><dt><span>long_name :</span></dt><dd>station name</dd><dt><span>units :</span></dt><dd>unitless</dd><dt><span>description :</span></dt><dd>Name of station where the measurement was conducted.</dd></dl></div></li></ul></div></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=e3deb5da-1bf8-45ed-88c5-6d44f0cf2b93\">\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[13]:</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\">data</span><span class=\"p\">[</span><span class=\"s1\">'actris_actris|sconcno2_latitude'</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[13]:</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; 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[47.479722],\n       [47.049722],\n       [47.0675  ],\n       [51.525   ],\n       [54.746495],\n       [56.716667],\n       [55.693588],\n       [56.290424],\n       [42.72056 ],\n       [41.39389 ],\n       [59.779167],\n       [66.320278],\n       [60.53774 ],\n       [67.973333],\n       [55.313056],\n       [50.596389],\n       [54.334444],\n       [52.503889],\n       [55.858611],\n       [50.792778],\n       [51.781784],\n       [52.298333],\n       [55.79216 ],\n       [51.05625 ],\n       [51.149617],\n       [45.8     ],\n       [52.083333],\n       [53.333889],\n       [51.541111],\n       [52.3     ],\n       [51.974444],\n       [54.15    ],\n       [45.566667]])\nDimensions without coordinates: station_actris_actris|sconcno2, month\nAttributes:\n    standard_name:  latitude\n    long_name:      latitude\n    units:          decimal degrees North\n    description:    Geodetic latitude of measuring instrument, in decimal deg...\n    axis:           Y</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.DataArray</div><div class=\"xr-obj-name\">'actris_actris|sconcno2_latitude'</div><ul class=\"xr-dim-list\"><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span>month</span>: 1</li></ul></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><div class=\"xr-array-wrap\"><input checked=\"\" class=\"xr-array-in\" id=\"section-a83f25e9-ec82-47ae-8f82-56618e90b319\" type=\"checkbox\"/><label for=\"section-a83f25e9-ec82-47ae-8f82-56618e90b319\" title=\"Show/hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-array-preview xr-preview\"><span>47.05 49.88 51.02 50.63 50.5 46.81 ... 51.54 52.3 51.97 54.15 45.57</span></div><div class=\"xr-array-data\"><pre>array([[47.05407 ],\n       [49.877778],\n       [51.01628 ],\n       [50.629421],\n       [50.503333],\n       [46.813056],\n       [47.479722],\n       [47.049722],\n       [47.0675  ],\n       [51.525   ],\n       [54.746495],\n       [56.716667],\n       [55.693588],\n       [56.290424],\n       [42.72056 ],\n       [41.39389 ],\n       [59.779167],\n       [66.320278],\n       [60.53774 ],\n       [67.973333],\n       [55.313056],\n       [50.596389],\n       [54.334444],\n       [52.503889],\n       [55.858611],\n       [50.792778],\n       [51.781784],\n       [52.298333],\n       [55.79216 ],\n       [51.05625 ],\n       [51.149617],\n       [45.8     ],\n       [52.083333],\n       [53.333889],\n       [51.541111],\n       [52.3     ],\n       [51.974444],\n       [54.15    ],\n       [45.566667]])</pre></div></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-37c98594-91a9-45b8-9975-4ecb346c83ba\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-37c98594-91a9-45b8-9975-4ecb346c83ba\">Attributes: <span>(5)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>decimal degrees North</dd><dt><span>description :</span></dt><dd>Geodetic latitude of measuring instrument, in decimal degrees North, following the stated horizontal datum.</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div></li></ul></div></div>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=6d5a2a87-a45c-4739-8b67-d1c9c1056162\">\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[14]:</div>\n<div class=\"jp-CodeMirrorEditor jp-Editor jp-InputArea-editor\" data-type=\"inline\">\n<div class=\"cm-editor 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solid;\n  border-color: var(--xr-border-color);\n  width: 0px;\n}\n\n.xr-group-box-hline {\n  grid-column-start: 2;\n  grid-row-start: 1;\n  height: 1em;\n  width: 20px;\n  border-bottom: 0.2em solid;\n  border-color: var(--xr-border-color);\n}\n\n.xr-group-box-contents {\n  grid-column-start: 3;\n}\n\n.xr-array-wrap {\n  grid-column: 1 / -1;\n  display: grid;\n  grid-template-columns: 20px auto;\n}\n\n.xr-array-wrap > label {\n  grid-column: 1;\n  vertical-align: top;\n}\n\n.xr-preview {\n  color: var(--xr-font-color3);\n}\n\n.xr-array-preview,\n.xr-array-data {\n  padding: 0 5px !important;\n  grid-column: 2;\n}\n\n.xr-array-data,\n.xr-array-in:checked ~ .xr-array-preview {\n  display: none;\n}\n\n.xr-array-in:checked ~ .xr-array-data,\n.xr-array-preview {\n  display: inline-block;\n}\n\n.xr-dim-list {\n  display: inline-block !important;\n  list-style: none;\n  padding: 0 !important;\n  margin: 0;\n}\n\n.xr-dim-list li {\n  display: inline-block;\n  padding: 0;\n  margin: 0;\n}\n\n.xr-dim-list:before {\n  content: \"(\";\n}\n\n.xr-dim-list:after {\n  content: \")\";\n}\n\n.xr-dim-list li:not(:last-child):after {\n  content: \",\";\n  padding-right: 5px;\n}\n\n.xr-has-index {\n  font-weight: bold;\n}\n\n.xr-var-list,\n.xr-var-item {\n  display: contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  border-color: var(--xr-background-color-row-odd);\n  margin-bottom: 0;\n  padding-top: 2px;\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  border-color: var(--xr-background-color-row-even);\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  border-top: 2px dotted var(--xr-background-color);\n  padding-bottom: 20px !important;\n  padding-top: 10px !important;\n}\n\n.xr-var-attrs-in + label,\n.xr-var-data-in + label,\n.xr-index-data-in + label {\n  padding: 0 1px;\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-data > pre,\n.xr-index-data > pre,\n.xr-var-data > table > tbody > tr {\n  background-color: transparent !important;\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\n.xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n.xr-var-data-in:checked + label > .xr-icon-database,\n.xr-index-data-in:checked + label > .xr-icon-database {\n  color: var(--xr-font-color0);\n  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n  stroke-width: 0.8px;\n}\n</style><pre class=\"xr-text-repr-fallback\">&lt;xarray.DataArray 'actris_actris|sconcno2_longitude' (\n                                                      station_actris_actris|sconcno2: 39,\n                                                      month: 1)&gt; Size: 312B\narray([[12.95794 ],\n       [ 5.203611],\n       [ 2.58232 ],\n       [ 6.001019],\n       [ 4.989444],\n       [ 6.944722],\n       [ 8.904722],\n       [ 6.979444],\n       [ 8.46389 ],\n       [12.9277  ],\n       [10.73616 ],\n       [11.516667],\n       [12.085797],\n       [ 8.427486],\n       [-8.92361 ],\n       [ 0.73472 ],\n       [21.377222],\n       [29.401667],\n       [27.55872 ],\n       [24.116111],\n       [-3.204167],\n       [-3.713056],\n       [-0.8075  ],\n       [-3.033056],\n       [-3.205   ],\n       [ 0.179444],\n       [-4.691462],\n       [ 0.292778],\n       [-3.2429  ],\n       [-2.68345 ],\n       [-1.438228],\n       [ 8.633333],\n       [ 6.566667],\n       [ 6.277222],\n       [ 5.853611],\n       [ 4.5     ],\n       [ 4.923611],\n       [22.066667],\n       [14.866667]])\nDimensions without coordinates: station_actris_actris|sconcno2, month\nAttributes:\n    standard_name:  longitude\n    long_name:      longitude\n    units:          decimal degrees East\n    description:    Geodetic longitude of measuring instrument, in decimal de...\n    axis:           X</pre><div class=\"xr-wrap\" style=\"display:none\"><div class=\"xr-header\"><div class=\"xr-obj-type\">xarray.DataArray</div><div class=\"xr-obj-name\">'actris_actris|sconcno2_longitude'</div><ul class=\"xr-dim-list\"><li><span>station_actris_actris|sconcno2</span>: 39</li><li><span>month</span>: 1</li></ul></div><ul class=\"xr-sections\"><li class=\"xr-section-item\"><div class=\"xr-array-wrap\"><input checked=\"\" class=\"xr-array-in\" id=\"section-9cc440e4-51b8-4d71-b97d-1ca12df418b5\" type=\"checkbox\"/><label for=\"section-9cc440e4-51b8-4d71-b97d-1ca12df418b5\" title=\"Show/hide data repr\"><svg class=\"icon xr-icon-database\"><use xlink:href=\"#icon-database\"></use></svg></label><div class=\"xr-array-preview xr-preview\"><span>12.96 5.204 2.582 6.001 4.989 6.945 ... 5.854 4.5 4.924 22.07 14.87</span></div><div class=\"xr-array-data\"><pre>array([[12.95794 ],\n       [ 5.203611],\n       [ 2.58232 ],\n       [ 6.001019],\n       [ 4.989444],\n       [ 6.944722],\n       [ 8.904722],\n       [ 6.979444],\n       [ 8.46389 ],\n       [12.9277  ],\n       [10.73616 ],\n       [11.516667],\n       [12.085797],\n       [ 8.427486],\n       [-8.92361 ],\n       [ 0.73472 ],\n       [21.377222],\n       [29.401667],\n       [27.55872 ],\n       [24.116111],\n       [-3.204167],\n       [-3.713056],\n       [-0.8075  ],\n       [-3.033056],\n       [-3.205   ],\n       [ 0.179444],\n       [-4.691462],\n       [ 0.292778],\n       [-3.2429  ],\n       [-2.68345 ],\n       [-1.438228],\n       [ 8.633333],\n       [ 6.566667],\n       [ 6.277222],\n       [ 5.853611],\n       [ 4.5     ],\n       [ 4.923611],\n       [22.066667],\n       [14.866667]])</pre></div></div></li><li class=\"xr-section-item\"><input checked=\"\" class=\"xr-section-summary-in\" id=\"section-fb1e7ccd-6355-4a54-8d6a-a63c4112089a\" type=\"checkbox\"/><label class=\"xr-section-summary\" for=\"section-fb1e7ccd-6355-4a54-8d6a-a63c4112089a\">Attributes: <span>(5)</span></label><div class=\"xr-section-inline-details\"></div><div class=\"xr-section-details\"><dl class=\"xr-attrs\"><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>decimal degrees East</dd><dt><span>description :</span></dt><dd>Geodetic longitude of measuring instrument, in decimal degrees East, following the stated horizontal datum.</dd><dt><span>axis :</span></dt><dd>X</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=7443fd8a\">\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=\"Save-data\">Save data<a class=\"anchor-link\" href=\"#Save-data\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=14c468ca-8bc1-40d8-a35a-3b9fc66bf33d\">\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>Data can be saved as netCDF or Numpy.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=c1dd39b1-67d2-451a-a82f-3c75c7954432\">\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=\"Save-to-netCDF\">Save to netCDF<a class=\"anchor-link\" href=\"#Save-to-netCDF\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=1af47ed9\">\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[15]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">save</span><span class=\"p\">(</span><span class=\"nb\">format</span><span class=\"o\">=</span><span class=\"s1\">'nc'</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>Data saved to /home/avilanov/software/providentia/saved_data/PRV_20260612_1128.nc\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=e4730043-1867-4315-a5c7-e527d8963643\">\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=\"Save-to-Numpy\">Save to Numpy<a class=\"anchor-link\" href=\"#Save-to-Numpy\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=9e05994f-d760-4f49-895c-79c7748386eb\">\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[16]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">save</span><span class=\"p\">(</span><span class=\"nb\">format</span><span class=\"o\">=</span><span class=\"s1\">'np'</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>Data saved to /home/avilanov/software/providentia/saved_data/PRV_20260612_1128.npz\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=c293cbe4\">\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=\"Plot\">Plot<a class=\"anchor-link\" href=\"#Plot\">\u00b6</a></h2>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=afbbdaff-25b5-4b1b-b4d2-bdf7881e00d4\">\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 statistics that can be plotted are: <code>Mean</code>, <code>Median</code>, <code>StdDev</code>, <code>Var</code>, <code>Min</code>, <code>Max</code>, <code>NData</code>, <code>Data%</code>, <code>NStations</code>, <code>Exceedances</code>, <code>p1</code>, <code>p5</code>, <code>p10</code>, <code>p25</code>, <code>p75</code> , <code>p90</code>, <code>p95</code>, <code>p99</code>, <code>MDA8</code>, <code>MB</code>, <code>NMB</code>, <code>ME</code>, <code>NME</code>, <code>MNB</code>, <code>MNE</code>, <code>MFB</code>, <code>MFE</code>, <code>RMSE</code>, <code>NRMSE</code>, <code>COE</code>, <code>FAC2</code>, <code>IOA</code>, <code>r</code>, <code>r2</code> and <code>UPA</code>.</p>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=266b3bf8-b2c8-4162-8ac8-8210f0f4b4cc\">\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=\"Maps\">Maps<a class=\"anchor-link\" href=\"#Maps\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=230530d4\">\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[17]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'map-r2'</span><span class=\"p\">,</span> <span class=\"n\">labela</span><span class=\"o\">=</span><span class=\"s1\">'Nitrogen Dioxide Mass Concentration'</span><span class=\"p\">,</span> <span class=\"n\">labelb</span><span class=\"o\">=</span><span class=\"s1\">'CAMS-day1'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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=57ba7409-efc6-49f6-8c29-c910d8f32848\">\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=\"Timeseries\">Timeseries<a class=\"anchor-link\" href=\"#Timeseries\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=65639906\">\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[18]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'timeseries'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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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AMhqtgbnAC9Fd9qbMpeq0z4MJePgfYmmeMEHpzJyls9vkXXr9nlWeipv/ChpeGeBFI4fmVGwMQylIWlP0heZRRmq4JxL7QEA2InBawAAAAAQsrKWgB8CNLMf2KeX0XNTIdzCVqLJlAdcVzLM0+3KO/tE2XL1+XqZ7WhP0qcy5soKyWYEEExqcMb02afpJQAAAAAAdiE4h9AGaOLNTYXwUZllRcViS4kmVVKy7rb79NIrS45cKTOHPS8dj1lp23YFZdv9ivYkfSpb7vXzJ4Qmay56IAiAcGNwBgAAAADA18G5iooKOeWUU+z6OCDjAI0qcTdlwhxKWmZJiaYJN3awpfSjKSmp5pLyuiNwa9Nttm1XULbdr5xsT9ScbGe9NFsvw5gNErZgVtgydQEkxuAMAAAAAICvg3M/+clP5B//+IddHwek3LE9t1P1IYEMsoCQSUnJ/PGjsq4j0A/bnu1zsoUxG8RKMMurAKXXmboA/I/BXgAAAAAAJ1DWEqHt2CYLCOnIP+ckKb7nJr30uiNwxOYhrpaZ9MO2Z2O2lldzsrkVBLYSzPIqQOl1pi4AAAAAAACyU36mH/DZZ5/J5s2bpa6uLu7PUO4STndsqw5d07GtSrSpjJAhx50kwxb1IAsIjlPZPiq4oM7FdOfVUgE4FVBW2WsmOBYZYA5awCzW9rgpMlvL70EUdc7EO29UcFFtiwpwZbod0eepCgI7UaYzmlrvZOse3Y57zcp+t+O6BwAAAAAAQHZKO3Nu9uzZUl5eLkcffbSccMIJctppp8X8c/rpp9u7xkAU1Sn6+vkT2jpHTam2Vc0fhCYLKOiClMWUDjuyfmJlega5zKTZngVVj7oyr1m8bK0BpVtczT708/xm0eep06UkU/n8EU0fyqQDD+iln/b70vl1cbchSNl+Xs03CAAAAADIXrx7Ag4E52bNmiWXXXaZrF27Vjp37iwjR47U2XGx/px88snpfAWQdkPv1XxdcCfA4KV4wQY7yhLGCsQFucyk2Z6q7tWuzGsWrb7kMdnb/Xx5oXGmXFDZWR5ZtyqQgWY75zeLPk+dDi6l8vnLlz+hz5Ply58UPzD7fUnp+rjb4FU50iDNNwgAAAAAyF68ewIOlLX81a9+pZd//OMf5Tvf+Y7k5eWl8zGALWXH9he1Sn27g52MpkybG6XakFpHtwrM2RFg8FJksCGyjF2isoRWqQBcEINwybancnmRvjbdDpabB8A5ZUdKfU6uPN+rRP4txc8wJXJVwN+0KW6Xy7RSEtKq6PPUrlKS8UqYpvL5g74YKFWdV8mgXQPFD8x+312VL8vWxw7Amf1pArZ2lB51izqnvbguEX6UewUAAABg8O4JOBCcq66u1qUsb7rppnR+HbCF6SQvap4grZ2eoZPRx+wMMHjJ7XmxMunk9HrON8OrYLl5ADyza668V5tedlPkCC+zDWEJNNsVVE40N2Iqnz960DUyQv2+z0q4Rm5DvGsqSPMbGgxigduDWAAAAABkH949AQeCc506ddJzzQFe+lcneUepPGFO298zaht+D2a40ckZL2CSLex4AIw1wissgWY7qWCVOs+qB54ra9LMIAtC5mi8ayqIAVvukwjLIBYAAAAAALIqOHfaaafJ4sWL7V8bIAXxOskZtQ23xCp76JdOThMw8VsmUlADfKaMbpBKF7rFBNZUYC5oGWR2XFNBCtje/dZ0eWNHi7TkFkljaw7ZTQj8IBbYh/scAAAAALgrN51fuuOOO+Tzzz+Xe++91/41AtKkSo7V3XafTGxtL2WF6ZWxQzCpLJCzXpqtl25+3/RVK3XZw+XLn3Tke1QH5+vnT0iro1MFS4rvuSmlbKTo/bhwxZ/l7YVX62XQ2oGH//byYeeECqZOn32aXqYqsnRh0JnjrPaR2ldqn9lBBS6LiiWjDDJz/OxaJzvblHSuKb9Rgbn6nGJpbWniPgkgtPc5AAAAAAht5lxFRYW8/vrrctlll8n//d//ybnnnit9+vSR3NzYsb7Jkydnup6A5ZJjk9+rlskF+fJEazs5K835uhAsdmRLpjJi3HxfVe4IGd00VwbtGihh3I+qpGNjU61ejhn2bQlSOzD7wE6pyc895JyINYecVUEsXZjsOD/bVCeTbSx9akcGmV/KsYY1A1vNwfjmjjo5o2uu3HHqBK9XB4CPhOk+BwAAAAChDc4pH3zwgezcuVM+/fRTmTdvXsKfJTgHN0uOSUNj3M55hHMeIzvmuIkcMZ4swGC+b0JrJ5m07IrQlI48uaRW3tzRIuNLGvT/q7nWllXNOGTONb+XyTLtwMR2XeTZnAOHnBOx5pCzyi+lC+0opdp2/ha0E+mw21fnr1/Ksf7rGm+nM/nUegU5Y86449SpcofXKwHAl/xynwMAAACAbJHT2tramuovPfroo3Lttdfq/x42bJgMGDBASkpK4v789OnTxUs1NTVSVlYme/bskdLSUk/XJShaWlpkw4YN0rdv37gZkX6lyqGpzt0nju/b1jlPcM4dqgycyjZRZUVVOcYgUUEkM2I8WzunVMlHlVlWXNRJpkyYY0s7MPuf85CpcocTbuwgQafbl3cXehasiT5GcDb4qQJzarCHdGinS1r68ZxIRTrrGuTnAWTfYJ2gzzXrV7QDAGgHANAOAKAd8Enm3B/+8AfJz8+X559/Xs4//3z71wrIgOpwVH9Ul0n2dJv4g8k26V/aSQfqTKdcEDqvGTGeWWaZk2Wy3M6+80PZxXgd204cI7c7q/3caR9d+tRKJp9fSnFaEaR1RbCFqTRsZJuVl0F5ZAAAAAAAIqU1BHr9+vVyyimnEJgDcAjVAacy5tbW7GrrlIvuEA4zFURSmWJqGUSqo1FlY9nZ4aiCaSpjLpOgWmTJUa+pYI3KonK67GJkx7bTx8jOgFYm2+YHKsCoshJN8FMFsFTGXKJAllvnhB2CtK5WgyZqIIhawl9UIEtl0WdSbtovItus6DYCAAAAAABXM+c6d+4s3bp1S/tLAYRb9BxwfplHymmpzFsXLVtLZbmVfWd3Zm4mrGQC2jGPYjx2Z7JazeYz231F73Eyo3CuLzvt1bWX6vVnxznhliCta7ZlZ4WNOh5hOSaR7fHoQZXcowEAAAAA3gXnzj33XHnzzTd1nVHmH4Ff+LlUWrZ3yjndIeyXspmZBJGiy+khvCVHrQRxnezYXlA1TaoGrJJBVUtlnA3Xi9WAltnukk1d5PUbgzUnZZDaoWziZBAbCGOgEQAAAAAQ8LKW99xzj9TX18vNN98sDQ3BLN+G8PFzqTQ4yy9lMzMp4UipLP+VrlPBlrrb7tNLu4O4RcVyWBDXre2s6r5G6vMb9NJN8bbbzX3vBJX1On32aTro6Yd2KBtLKRM4AVJHWVgAAAAACGDm3J///GedPffggw/Kyy+/LKeddpr06dMnZhZdTk6O3H777XasK5AQI+izl9tlM53IkEmnnF4QpbPvvCpdFxn0tTMTymQCHgzq/KuUqVvbWVk52VIZSi8zIJ3a904wWa9V3dfKiB0jQ1++F0A4qkNQFhYAAAAAAhicu/POO3XQrbW1VTZu3CiPPfbYYT9j/p3gHNxC2aHs5fY8StGBg3kv3CYra96UIaVnyPEX/cK19QiidIIudgXeUw0MOh30jS5l6tYAgyAEgoM0T2XknHvFl/t7vwIIZgl1JwJpDGoDAAAAgAAG5+644w4ddAOAbBQdOFCBufr8er0cdlt35pxKYd/ZHXhf/mGDnttMlVCMztJKNTDodNA3MqiTbDsTbVcY50Qz+96Ut/TzOptgpylvaTIhgWwUpHYmSNlmTgTSRjR9KHkHZkpl0yR1R7LtcwEAAAAADmfOAW6zo3Ma4eLVCPbooI3KmFOBuUHbywNTis+KaatXyF/WVsllDfvlusHDbPlMpwNeK+bXSktjkaz4aI8MeHnmIR3E1eXnyZqtnWVgz10yXLyXSgabavsa6kSqFzWmH5zzYanIZNewH9fZaiYkkI2CdM0GKdvMieoQtFkAAAAA4K3DJ4kDfCqyczpVTHrvDaf3e+QIdi+pUpZTr/pQRg+9TqRDu0CU4rNC7dfa5iaZvcHb/ZuKhvazpSVntzQUz2rrIDbW1PSShtxiWbOjm87GUhkemQwWmP3APr10gxqUUFQsUj6qQP+/ydJSS6tUoNJv52eya9iP6xxv36uMueKiTq7P5Qf4iR+vWTupANnr509wdUCQU2izAAAA4PQ7M/2xQGIE5xAY0Z3TQQziZBun97sawV5WWOT6CPZ4VJZA8T032ZYtkE4Axk5qv5bk5cvEvv7Yv1YMGZsjzX2ulEE9txzWQWzakP61Sw8L3KVq9dwDerCAWrpBZctNuLFDW9ZcZMaDV+enG9ewH9c53r5X2XJTJswhaw5ZzY/XLGKjzQIAAIDT78zPVK042C9YtYKdDdhV1hLwguqUTrecG5PeezPnzMSx/eTZwhzHgmdOlHmyQgXL1MOG03NLeV1y6pqKoXJaYXs5et1WqZuR2rxfXpWhPaRU5EWx25Cmv+dJ03upZXZEz6OkAnzrCgdL/wNVInKyuC16vrqgGru7XMo29pWKrqkPuvBKWPY9AEn5fjaoZn6o59QDAAAA7HxnvuTtWnm+W5FcvH0/OxaIgcw5BJ7qNE9Woi5MZYiCNOfM5HkbQrnf42XO2J3p5peSU80qwyzFTLNMytD6MbMjch4lpXJMnlywd6ZUjvHmNjpi8xC5bMmFeuk1qyU+Y5WziD5PglDygmwTwL8Z306IbKei7wUAAAAA4r8zXztgsLy4Yo9c238wuwmIgeAcAh+Mo6PE/3POhK2zLl7QLDJoZ8c2+yUIkKeOY4pzCGVShjYI57TXpdv81O5ZDcTGKnMbfZ74pQSxlUEfAJIPXglCwD2ZyHYqDHPqhe2ZDAAAAP7ldd8J4HeUtURgmFKCgz4/Vkbsr9Cd0qpxVx0l+r8D3FESNkuOXCnLhz0vXfOWy47Zt0lTc500N9d7Vp7R0dKJcVL3V85tlYKap2XVnpdkdMATB/POPlEKvjbetTK0fqTbGpsfJlVntQpGqbK7qWaX+qndUx3XKjCXLBBrygtf3jJWZ9qZkqeR54lfShBHBj95iQDSL/saGXAPahb9oe2U/fcCt3ldMhsAAAAAcBDBOQSuM6Gq+1oZsWPkIRksQe8oCeux2rxtgf7/PCloyzRza742JyRb98ig3do3tktLazsp2Bs18Rk8k0kwzAmZdFr7qd2zGog1c0SqwJzJtIv+Pa/mkfRz8BMI8uAVvwTcMxE952jYAqh+uzcCAAAAQLagrCUCV0qwsvLKtFOiKeXj7rHqua+nFDUVSuWXQ9vKM8abr83Jua7sksq6V+xbJYXNB6Rr/W5X1zGM7Cox6JeSiYbqCC0rLAp0p3U6glDylNIbgD2i5/x1+74dtjLCdogume23eyMAAAAAZAuCcwgMO+bfsjMwhOTH6vyjfy6T1l0howddnXS+NifnurJLKuteOSZPLtg7U/YUd3d1He1g5giatnqFhKlj1G/BsOhO62yZY01ly024sYPtZU8ZfAH4l2ljVs89EJh7ogkkVpefF/h55oJ0bwQAAACAbGGprOU777yT0ZeccsopGf0+spfdpYSiS/nA2bKPsUrvxZuvLZO5rkqOWirTZ//c8VKZqay72faKDxsszcflJ2YU/ewN1XJaxcjQzK/ml5KJmXYWq6C0ma/NLmGYY80v8yi99tcPZPvHx8oRx34sX7vwRAmCoJe1C/r6ZwPTxvTfs1jWta+UAaW7RKS/+JkZALRWesnwe26SsArDvREAAAAAQhucO/XUUyUnJyetL1C/19TUlNbvItjs6Cyzu8PYzsAQvO8cN3NdqcCcHzrlM5mPy0/MHEET+w4M5fxqdsx76NXciZHZonaeV36ZYy3efrUyUMMvgy9UYC6npVQvgyKT69MPgr7+qQbnO3fLlV1fttgepLdT9DVr2phB+xfJoD3zRGraiYi/A15mAJAfBtcEeb5eAAAAAEAGZS379u2b8p/i4mJpbW3Vf5Cd7JjDQnXmhLmUUNjYWbIyCN8bVqbc4jUVQ237zJNLaqW4tU7Gl+wVr9lR3tarErlOzdfm9RxrpnzcyrmtMferldKmdpQ+toPKmGvNrdHLoAh6Wbugr3+sssJqGS84v21Ti+9LQ0Zfs21tzOljA/Nc51QJ3nRQlh0AAAAAsjRzbt26dZY/cP369fLzn/9cPv74YKdUjx490l87BJrqjH9zR4uML2lI+zPszpiBs7zKTLTjeymL5qzeXz4hkxr2SPH2TiIyVbxkR4aVV1laTmVi2pGVkck1ZIIORc0TpLXTM4ftV79k9lnZ7n+VsuwlQRH0snZBX3+rWYAmk6tTt1zZ/WWLLzK64mW2xrtmg/Rc56dsNb9kBgMAAABuT1EESLYH56z48ssv5e6775Y///nP0tjYKCUlJfLDH/5Q/0F2Onpdg1xXc4G07HpJ5FRv14UbA/s5mWwpi+YVP3Us2hHMDVuJXDtK0mZyDf2rfFxHqTxhzmH/7ucO/Xjb7dT8gJBQ72NTVjgyCzByO1Uml9/EKkHu52s2aPNYhvGeAwAAgPAKw5z2gK/KWiayb98+ufPOO6Vfv37ywAMP6L/77ne/q7Pt7rjjDunQwX+dCHBH4d5LJKe1TAr2XuT5LrdSEg3ZvZ/DVBbNj7wqOagyH6bPPk0vo0soqmU2irX9dpSGzeQa8lP5OLu2O3J+QDgjjPvYlBWODPT6fTtjlSAPQztLyWwAAAD/UoPw6267Ty/hL0xRBLiQOdfU1CT/+7//K7/4xS901pwyadIk/f/HHntsuh+LEKnYt0rWFQ6W/gdWi0g3T9fFzyXRwqS6/DxZs7WzDOy5S4bHKfs2ZkG7f/3Mlf3FL8JSFs3OTJIVHzVK1YIesq73R7Kl6ecplfbySzmwWJkPpqN75fy9suCzCXHXMehZOfEyhiM7+s122ZGV4dU15PW5Fm+7/5UN6I/Sg2GULfvY79sZK0suVjsTNGSrAQAA+BfZWf4V+X4Q9H4VwJeZczNnzpSKigq55ZZb5IsvvpCzzjpLFi5cKE8//TSBObSpHJMnF+ydKZVjMk7QzNiSI1fKzGHP6yWcs6amlzTkFkvVzl6HjJiPLPumAnPqZ9QS9mcX2JlhUb24SZoac2X7J8e0BbjSCYr5LfNBPRQWFYvUF83S67h8+ZMxf9cP2SoqsH3WS7P10q5MVrP9at6qoGe2+Olciz5WQc4GDIps2cdB3E7TzpiAYhgy6YI+MpxjAAAAwoTsrGDwQ78K4GcpRU1ef/11Oe644+Rb3/qWbNiwQf/3G2+8Ia+99pqMGDHCubVEIKlREsX33ORYfeF5L9wm0x8/QS+D0nkbdqYzTtGZSfMadWfcFS3j2sq+qYy5wpY6vXSiZGG2P6hEd4hmonxkvuQXtsgRx3yScslDv5QDi1VO03R0lx+YL0VNhTLoi4GO78t0RQa27XpZMdu/68sW3z0km87jN2YdsNyR75dzLZNj5TZKwPhfJoF5PwYUw/ZS7sY1FBlMs6NsuDkGq+ceoAQUAAAIPKf7HGHPc6wf+lWAwJe1VFlxt956q8yZM0daW1ulf//+8stf/lImTpzo/BoiNKXU7Lay5k2pz6/Xy+PlF0k7b1VgbnDeibpDwul1y1aqE079UTdg1QHX1HQwSFeyqYu8fuOEgz80SP5Z8rKrIyULvRRZvtNqeT+7y5WZY2CHoeMKpH33TdK37zjJzZ3jWTkwp8oWjh50jYxIUO7Wzn2ZLnUuqWBPOvO4xSo15/dSeabzeNumFv3/Vkri+aX0XCbHym2mo39B1aNSVXOb5+Vn/f684XWwNwwll/3Y3thxDT2ybpU817g5pfu+VZEBzUE2lGc3x6DfrqVtgT513XhdGhgAAADhEvkcG7QKIIAvg3NjxoyRnJwcad++vS5lef3110t+fr5s3rzZ0pcceeSRma4nAsStus9DSs/QgTm1TMZ03qrAnBvrlu2djdFBOqc640zQ1euMmUw6U/0QAPI7p4KwyYJXfpDOPG7xOlqj/96P557pPFYlN3d/2WKp7fBLDfuxu8ulbGNfqejq/+CDmYe1qnu11Dfs980Ah1QHQXzLpecNL54BJo7tJ88W5rgW7LXr2SPe9ejH9iadATdm+waWnyfla16V53qVOBZEjQxo5p+Q+f3KHIOmv+dJ03v/yqr220AnAAAABFvYBuYBngfnjP3798uvf/1r/ccqFdRrUukzyBr5NozuteL4i36RNGPOq3XLxIKqaVI1YJUMqloq4wLe2eh0Z5zfsrOClDkTJH4LwvpBoizNeB2tQeiATafNiByVl2l7k0mgL7Jk3ICX/9fXAyxMYLpyeVHgrq3IQRBTAnBPT3eA0+R5G+T6e25y/XszDXRGX49BHnAUa8CN2b610kuG33OTXFq1XP97/9JOugypnRl0Tj1DRQ9M4R4LAAAAOwVxYB7g+znnVDnLdP60tBwsTZWKuro6+cEPfiCnnHKKzrorLi6Wnj17ykknnSTTp0+XxsZwzFcRVm7VfU5nPpYg1KSu6r5G6vMb9BLp17VOlR3zEqoOudfPnxCKEmSRVnx0cO7ApU+u82SemljzxmW7RPObxZuDzS9zs9nNzhr2mcyLZdZjr6ySCyo763J3fmeuLSUo83eq4IeZwzQI9/R054rM7XmEq+1tvDkqM70e7ZgrzQ/nWrztM/f9tTW7AjPnpJV7bCbPUwAAAAD8L+jznIdFTquKoPnM9u3bpXfv3nL88cfLwIEDpVu3brJr1y559dVXZePGjXL22Wfr/87NtRZbrKmpkbKyMtmzZ4+UlpY6vv5hoIKqGzZskL59+1rez25TDYjqCFEdJ6pjJCxU56iZH2/Ywu6BHG3uFdWRpDrWVceZqmudzn5XgQuCQIe2A4v/3kvv18KWOrlgyzTdgas6xLNROvMKOlF+Ua2HydJU65Eo8zPImSuJOLFdkaV40z1GZz0/U2qkRcokV16/eJIEgQrMqcEJKnhrgnVBeh4II1OGO+jtrb5O/5ndGKb2J1mbHLbnKdoBALQDAGgHkAxzGQdLW7+65MqLi7601LdCO2A/X/aydOnSRQfS3n77bfnzn/8sv/rVr+TBBx+UdevWyamnniqvv/66Ds4hu8Ua0RwGZgSzCswFdbS50yMz4n1GJhk0XmVnBWGkSvnIfL1fB/bcZUtmRZgy1lLJLsgkKytZlmaizM8gZ64k4sR2qYBcphNWXzpo6MF706ChEhRhzaoMgnhtSGQmmwpweZG1nMpLeLzMS7ezG926p5rvefhvL+tjM+XTGtsz5yOPu9uZbHZmJAMAACA72FGRCu73q1+8uTaUfUZB4cvgnBqZXVh4eMdYfn6+XHTRRfq/VaAO2S2sJQTtLjHl2+BG1Yq0OxvjlfSzo2Pdbc9UrWjbH341dFyB3q/Dr+yftJNVdVSeNetJvcyGQQGpBNyc7OxMFFwJcltiOv1ffOP6wzr/lx33hcwc8YIsG7XNV2XYgnhvonSsd5bOr9NtiFrGC2r5PcBu5SXcraBZopK/dppRvVR/z1/qvnDs2EQedzsHd1gRxOcpAAAAeItBn8HS1ncxYHBg+4zCwJfBuUSpk6+99pr+76FDgzMiHd7zS6dtKsI4l05kcOPE3etk5oAZsqDq0azOmrxkc62UNTbLxVtqQ5GJN/vATqnJz5VnD+yUMIoOvKQScHOyszMyuBKdZRPEtsQE5RavnK47/TdvW3hY5//KpvelPq9eVh54W2/v6rkHXO289vu1iGBYUrpeDuTWy5LSDXGfW/weYLfyEh4dNHPq+rDz+SBRxuKgpkVS1HpABrUsdezYRB53MtkAAADgd6ZfYkn+CbwLB0gQ+4zCJD+dX1Lzjlihst+OOOIIGTNmjEyePFlGjhyZ0vc0NDTokpZqWrwdO3bIm2++KatXr5apU6fKGWeckc6qI0tFjjhmFLC3VFBD/Zk+Y7zUtzbIk706yu0vzU5pDi/zGbrj7On7Aj2XlhqhMuWf8/HYMVdZZAeoF5k7E9t10YG5Ce26SDZQx8MPbUrk/GuR2RZOXReRteTVg3e68/Aly8TJzyvWnf5dOvWXnbvXHdL5r75bBesqPjtGb2//2mWyvvMo35Rh8/paTEVY5yUMgoqx+TJr/ZzDgkmHPLfceJKvj4t6CU9WElq1D2ZONievD/N8YIdEbenU8gpZUT1DunTtLzOHPS9D9m+TYbfZew2pzzGfpbbID/caAAAAv7Fzbndk37swEMjg3CeffKKXOTk5OnAWi/m3NWvWyAcffCD333+/3HnnnXLbbbelFJy76667DvnMH/3oR/LrX/864e/V19frP0ZNTU1b5p36g+TUflLHz4/7a+GKP+sOWdVJe9zQ6yzPmVW9uEkGjsz35TbFMm31Cn0jO7njXun95ZMpbW8QDB16pT6OqwpGy359014tV5cPSa/j7N1FknvWCeJnKz5q1OegOhdVmUhDrXfhP9c93rlpOmnVcsjYxM32N/uWy+wN1TKx78CMz/V02oFrv36uXBvx+0E8JkEUeS3kjR8lze8tlryTRjp2DEzwTC2fKe4sNY3pXcPxqPYuXjtvtmnUkGv1n+bXP5Dm7Ytl6OgcGX52u0N+Jt12VwUQrqnILEPfzmvRaYnaUj8/D4SBumbMdRO5j4P43JKonT1+5EC5+rx/bWcQro9Ebalpfx5/7gzdFq7c/6YM239RIJ5H0nnWph2AHfT9+r2Dzyl5Z5/ITg0Y2gEAfm0HUukvgTuC8KyPcLUDfqWmbksmpzVedC2BjRs3yoMPPii//e1v5eKLL5YrrrhCjjnmGB08U4G7p59+Wp5//nn5/ve/L9/4xjdkzpw5cu+99+qAmSpLedZZZ6X0feqAb968Wf72t7/Jz372MxkyZIi88sorUlpaGvPnVRAwMqhnLFq0SDp27Jjq5mYtdbyKiorEb95eeLU0NtVKQX5H+epx09L6jA2fPSubtr0ivXucJ32/MkH86NrlH8iB1jxdNunyuj9ltL1+9vy2z+Tv27fJOUf0kIt7fCWl3+04v0pKlq+X2sp+snfMoIw+KxY1qOCJJ57Qmb833XRTRp+18JUe0tSYK/mFLXLcuQfnyLLqs+oS2bahg/Tou0++Um5P+Uun2oEgXFt2HBO/ib4WUpXqtXPwOL8qvXucK0sKxtl63Xnp2ysXSm1zk5Tk5ctDQ46z7XP1Nby+g/To5/41bMf549fnAfhfdDtr933aa6Yt7N88Wkav6J12GxyEZ23aAWSq17SXJK++QZqLC2XL1eezQwOIdgCAH9sBL/tLgGzkx3bAr/r37+9McE4Fxi644AKZNWuWXHLJJTF/RgXnJk6cKP/3f/8n559/vrz44oty4YUXyv/7f/9PXnjhBUnX7Nmz5Zvf/Kb8+Mc/lt/85jeWM+d69+4tu3btihvQw+EB0Y8//liOPfZYS1Fev2fORWdFDKz/UCrr35KiwjK56pI3xY9uev5HsjxnsAxpXibH5ywPXeacExlP57z8nM7gKSsslNfOi902pTKat1u3brJz507p2rWrfPHFF46sc9jaAZNF4OdrK8jHxCmZXDthGpGv7hEHR/hlnjkX6bkHD86HV1gscskNB7P7gsLPzwNOZj7CmXY2DG1NNoiVOReUdgD+teCvt8vKvXNkSMfTZfSF93i9OkgR7QAA2gFkG7L+D0c7kBor705p5fv+53/+p55HLl5gTlEZdepn/uu//ksH51QGXXl5ucybN08ycfbZZ+vlW2+9FfdnVPQ2VgRX7RBeKK1TmZB+3Gdjhn1b/0nHrA3VulOoKn+UjJElutPBb9sXPZ/J0EGXyejK+7xeHV9RHX2qo3vN4iYZduK/rvVL+/9rTptUj2vDe4t0Wbfm9xdLwdfG67+75ZZb5L777pObb7454/NErWfkugapHZi+ZpW+dqzMKWbmAfPztRX0Y+KETK4dv8wtEOsaTtV1g4fpP3ZT66jmDlPz4flp/1qda86vzwPx7vGzN6xx5Dg66ZGq5bbP3eilyHkpJ954faDbmmwU61k7KO0AxLf3mJXNH0h9fr2savlQjuc8CiTaAQBBaQcin0WTzY0MxGNHH0MYBaUdCIq09uKSJUsspeWpn1m6dGnb/6vg3I4dOyQTqrylUlCQ3VkOSI/q9CorLJLLy4fLlAlzfH2TVuvm93W066Fp+uzT9DKVju6iYtEd3ZFUh+br509Iq2NTdRxIh3aSP35U29/dcccdsn37dr3MZqoj1Uzmm0y2nLdB6ew/66XZ8p133tBL9f/xmGtnyqc1UnfbfbpDze/M3AIq6BXvGvYLFTyccGMH301Q3jbXnHrpCNE9XgV+guaZqhUH29mqFa5+r7rW1TU/74XbUr4XW5mXUg3WsOs+HXZqwMHsB/bpJRAG0fcY1UFaXNRJD+ACAMCu991Y77nxnkWBVPi5jwFZHpxTKYwbNmxI+nPqZyInCFQBteLi4qS/t2rVKtm/f/9hf6/+7gc/+IH+7/POOy/l9UYwO3jsFMROIbNf/dxZnuihKJl0Hpqc6OhWI3qL77kpYfZIEPavE+eL6ugOaoe3H85xr6gsHNXZv2j7NsvB1SAFa6KD9H6+hv0qLC8bJqgxdnd54O7xxiWba6WssVku3lKbtP2xs5031/zKvW/a2oFBJ3zmAw6cEsT7GcJxj2EAFwDAiffdyPdc85w8JP8kBoR4IGyDzehjgG+Dc8OHD5e5c+fqeeTiUf/20UcfyYgRI9r+btOmTXoOp2TUXHY9e/bUAbjvfOc7cuutt8qVV14pffr0kddee01OPvlk+f73v5/OqsNBTnXwZLsgdJbHeijK9g48Ozu/Utm/C6qmycwBM2RB1aNiFzV3U1A7vO3K5szkHE/H3Xffrec6PP300/VS/X8siTrpTRbRqCN6WA6u+i1Yk+jh3q/ZaEESlpcNt4IaTrp2wGB5ccUeOaH0tMPO+ej2x87nAnPND+l4hq334lQ64cP2Ep+ueFUB7Ob2/QzZKyz3GABAcKpmmP6Qlo1bqOjjgTC8lwU1aQJZFpz70Y9+JK2trTJhwgQdNHv11VelqqpKVq9erYNnkydP1v+mapD+8Ic/1L+ze/duWbx4sYwbNy7p56s56i677DL59NNPZebMmfK73/1Of8ewYcPkoYcekjlz5ki7du3SWXU4yKkOnmyQqLTjE2P7yQXjeslvRjb7NiMxk1Jido6i9dMN087Or1T2b1X3NVKf36CXSE+sbE63y+X98Y9/lJ07d+r5VdVSzX0YS6JOepMp/KdTzrQcXLXakeb0tWaC20vn14Xy4R7BDGo4yVx7a2p6HXbOR7c/dgbRzfcef9EvPOvACNNLfCYDc8yAA8XJYGWQy78CAAAkqoxFf4i3wvBeZqXfxU99jwi+nFYVZUvDf/7nf8rPf/7zQ8pWGuoj1aSAv/jFL3TWm7Ju3Tp5+umn5Wtf+5qMHTtW3FRTUyNlZWWyZ88eKS0tdfW7g2rZB/VStaBBBo0ulGEnFnm2HtkyiasKuqlggApqqs6xSKqTRwV5ilvrZFLdAzF/Bgepm6O6YapOS9XZ6CXVMacCc6rzy82MM3XNqKCSCo5nes2YEsZ9+/b1ZKJX1TGpOm3VA56b2VF27sN0qUw5FZBTg1KWLVsmN998c8y5D9XDoHpAfOL4vjI7Z7/udHXjfHP6WjPt3sk1Q2TcvgH64d6Nc0Dvz3cXynste+XSh36vKwWouXNvueWWrJl7UrVdanCBOZcaX3tPGt5eIIVfHe2LSbDNMVIBqjBmY6h2TwWp3Drn/fA8F6ZtNm2XCn6pzqJ0qMCcClaqjg0TrPOKuQ+Xj8yX9t03efY8AMB7Xr8XAPCeX9uByOdMxet3eYSP6XdRgyPVO6if+h7d5td2ICuDc8qSJUvk/vvvl3feeUc+++wz/XdHHXWUnHLKKfLd735XRo3yR1ksgnPpdwwUFotM9LBjIFHQKkwigwFL8k84pGPUBHnGl+yVPtuflE+PuFLerS1xrRM+yDdMP0on4ORVZ7TXN93Z/71HGprzpTCvSSZ+r0zCTgXkVMZcrEBQdMAk+kXkyYJrZF9LTkYdwn661uIFt9Wcpitr3pQhpWfoTB+7mYfsnXX75agH79IVANRjkiotun37dskG0cGFtheP9u2k+Bfev3hk84tQEAdBmc9vaq6T5ub60D/P2TEwxwQrS45aKlsaf+7pALXI94GR52zhJRzIYl6/FwDwnl/bgWzpN4R/BKHvMZHo/qVU3gn92g4EWUZ7Uc0nN23aNFm7dq0cOHBA/1EZco8++qhvAnNIjxohm1/YopdeCut8ZIlKO0aXQzSp+necOlX/jArMMVdIcOe2iC7flaikaZDmHXRC/9qlUth8QPrXLpMwMvPKmfnkTCnLWCUs45VJNSU4BzctcrVMmdPXWqwSJYoKzNXn1+ulE0y5wFWdCvSxOfXUU/VSZS6mysq17ccSfNEl7/LGj5Lm4kLJGz9S/MBv8yKGsYyvE5+fIzlxn+fsnKPV6+suXtuVTnlLFZjzeg7nttJEHr8PAAAAZHu/YRBkS7nHIPQ9JrJ6bpNcuvZMWT232ZV3QiRGiBMxDR1XIMedu00vvWTnfGRBkWwukLDNFZItN+94Nbit3ARNZ3T1wHMdnYfGb8evckyeXLB3plSOSf9WpfaV3/aZER2MUxlz8QJB8a578yIypbwi4w7hIFAZc0VNRXrp5EP2mb/6uc6UU3PcqmU6JS2D8IAbK+gbHVzIO/tE2XL1+XoZtBchO4M+fuDE9jjdmWE+f8SQKXGf5+ycozUI112QOppMoNDr9wEAAIB4srHf0K8SDSz3c99MtvVfjqjpJ+1aCmXErmP09gzJP8nz945sllFZy6CgrGXqSFOFW7K9RFkq85u5PQ+NlXbA6vHzav64dPaZW6VHzbxy8eaT86JcXZDn+TSlGU4uqZXeXz7h+Xb7Ye5CO0rwzV/2kCyrelqGDbpCxgz7tmTb/F9+ctbzM6VGWqRMcuX1iw/OqREGds7R6tV1F+S20wreCwDQDgAIYjsQ9vmqg1Tu0U/zKmd7/6Upo1+6d7Psyesi/etXycjbTg5tO+B3ae3F008/3fKfM85wZnQ7spcdI8eDPJre65JNdjHH4Imx/bK6RFkqo7yis+6CVGIuupynW9LZZ+msazqlR1VAzsxjFlne0q62LJ0MkiBnnZjsmzd3tPhiu4MwgtNKCT61TxqbagN5TgQp09zKSNJLNtdKWWOzXLylVsLEjlKQXl93QW47ASDIwpCJAcA5QZwiJMjZWYmqnPixP8uJ/q+H//aynDXrSb30K1MdY09xd2nILZZ1JcO8XqWsltYEAm+99VbSn8nJyRGVlKeWCK5pq1fIrA3VbZNE+mHUcGT5o3Q7cp6pWqFHn8+qWhG4MnCRHUB+6fRNZzSSOY7PFubI9QEeceL2DdTNrDOrx9vKMVcPYirY5faDWKx9Fj35rR3rqvaFGSGWSXnLVDPoYrWHJvOv11G/lK05t6VUmkC13ybrJGjU8VT7YXxJgxRv7+T5dodllKbaJ8uqZgTynFDXRFDu8WZQwMr5e2XBZxNiPktdO2CwTEmznckWS59cJ2u2dpaBPXfJ8Cv7p/UZ6WRPB7ntBIAgixxU54f3JAD+ksl7uh8CikF+j/Rrf1YmrPR/zT6wU2ryc+XZAzvFHz228XU8ZqVs//gY6XjMJyLij2ksslFawbl//OMfcVMbN27cKC+99JI8//zz8tOf/lTOPvvsTNcRHlIdnTWN1gJhbgWNTAdsJiPh1ejz57sVycXb90vQpNMB5HTgdPn8ZllXdoX0n79KRp7j3nEMgngd9F6VecyECWpd8slumZLiw2KsBzGvghfJAvzpPDRaDVLG2m4115wpb5lMdGAx1nVkOilqPx8uU26ck9J2qPbBL0H/zAIxUz3f7lgvVV5d96ncA6J/9rih10nn9mfoshV+Fb3OyQLwfmQGBewrevawZ6lDti8kg1nsCKJFMsf8qi/OkJzcIv3Zw9Ndt/l1ktOYp5dWr9Mgt52A08IyWAX+5NUAQAD+FP2+lcp7ul8EMaCIf5nYrosOzE1o18X3u2VL48+lvvseaWrqJCKp9R3B47KWX/3qV2P+Oe2002TKlCny7LPPyn//93/L7373O+nUSR1gBE3z6x9Ir2kvyURpZ7kklFsT19tR/kiNPn9xxR65tv9g8YNUymymU7LJ6XJL60qGp5wKnclxDFJpz3hlFLwq85iJGdVLDwa1jiy0pRSpVyUm7Cx1l07JiejtNuUtrWTNRQYW411H+3rvlLq8BqntvVOcokpwpluKM1vEKnnh1XWfyj0gSOX5zL1g8crph6xz9HXiZ6YNGVQzX5cWGTI257BnqSAdE6tU8Ew9N6ilHcwxX9LpYylsqdNBv3QtKV0vB3LrZUnpBlvWDch2QSwphuAwpbmCMtgRgLOC2M+SSmnIMAhiOWLz3vniG9cn7Yu8/oKvy+vfvFIv/S66Hz/IJVWDzLGZ+1QGQO/eveXOO+906ivgoOb3FklefYNMnvux5QCKCRoV1U45pKH148Xtt5udLrOpOhKrVjjy+U4HTivGttO1o9XSDfE6Kv0YtItXkzqI9bYHNS2SotYDMrhlqS3Xj9X56vw8v9GCqmkyc8AMWVD1qCvbbSWw+HTuR/Jwn1dkRu5ccUpkKU5Yv894dd1v6jZZZhTfKJ8ecWXSnx2Sf5IUNRXJ4Dz/l7Uw94IcOTSgFaS55qI7rWMNwHFr8JObL9gqeJZpEC2SOeYVJxbKxH/vmlE2XsXYfJk1YI5UjM1LeR+8MeuAo50NTs6Z7MfndYSDV897AIDsE8R+lmzTVs5/XmNggnTmvXPztoWBHTQZ650t+t2TAVUBKmtp1fDhw+Xtt9928ivgkGWjtsmKvW/K0I5nyPEZ1n0Pa71kO8u8XNK9SJ7v0S5hmc1MSsI4XW4pnTKAmZR3U53HK/e/KYPbn+j7+fjilVEIYr3tqeUVsqI6s7mn7n5ruryxo0XO7Jord5wzNbBtgimhNrBXR6lsapCq7mtknMXfzaS0hpU5tJwsGWvK6/30znPk3rtet1SK0w5BLAMbi1fX/bu1JVKf0yDv1RYl/dlhC7vLsP0XyZI+1Xqwg7reVVlLv5d5jmzznZ5rzs4SbVbK1vi9ZGI68/2o4NnBspNdbVkHO495Op9l9sG2TS36/52a+yiTeZeTlbdVg02qBqySQVVLZVxA783wpyCWFAMAhON9y+kpXpB+OeKmJgnMnKHmvXNluzNkbl1P3Z+lBGk6hUSl+01/y8Dy86R8zauS2/MIPWiPkuQBz5xT1Kj62tpaJ78CDlnZ/IE05DfoZaYjVRgtGZ8JXE75fF/SMpttQc45c0MxsjmTcgOq83jS0otk2KIeh/y937MLgl4WIJ2SqtFUYK4+p1je3HGwA9MP0skWMB2kVUVj9DlXWZk8IymImYHRTAD8iF5bk5bitKP0pckSUQ+QTpYnCWJpjVSkkklm7tlV3av1sX5sTbV8e+VCmbbamcxuO9uk1/76gTz1hy166SQ7RxSaDMslR65MOfPbL9nijFD+1z7o0TvX0dHamWSFJiuPqgaZ1OcfHGwCAADgd1be4cJYHj4s5YiHHO//LEfzvvXKjgJ5uvgGmdvUT/dnvVfbMel0Ck5WvLC7dL/pn11b00u/m7Zs+ZKS5GEIzr3zzjvy7rvvSr9+/Zz6CjhIBTcK8jumFeSIrvueSQnJsHeYtgUuTx+bdB+Zn9X21+kyen7olPOiMy9ewNeO4JEfJeuADVJddTXCqLi1Ts7450ijRNx6mEmno910kF5ePjyU51w8qQTA7Sh92TaPVOkGy+1FOvcNp68hrx/Mp3xaIy9+tFkvkzH37MrKyfpYr8ofJbXNTTJ7gz/mb0t0fLd/fKzktJTqpZOeGNtPLhjXS544vq9tn5lOx4FfOhvmdqqWh45+RS+zlXn2PbVskZy/ZZqeQ9Bvgy+Std/mmvfTYBMAAIBk73Cr5x6IO9g2WwdweyWV994gzBlq3rfUIHPVL6FEDpRLNHDOb/Oglx6zRJ7s84KUHrP4sH/b13un1OU1SG3vnfr/SbIJQFnLRKPg9+7dK1VVVfL3v/9dWlpa5Nprr81k/eCR44Zep8tY9e1rX8eTW6WSwlrmxfysLqf13qJ/ZjXs91UJx3TKDZiO1lTK1dlZHsercnmppL8nK9dpygK4NeIok9IQd5w6VeLnWtlXvisV/+g7QHbsHiFdOy2Rcy3+jtNl89xm9TpIpbzeLbfcogNzmZS+NCU61dxPEwZ1sHQtpXPfcPoacutcjied8tLmWDeuWiZ/WVsl40v26kECXpeESXR8jzj2Yx2YU0uRXo6tw+yc/VKTnyvP5hyQ6x0o0Wm17bXyO1ZlUpIllfM77KWF/FzKPVn77ffyqQAAAJEl5kvUe3zDcOnQ8l7c568gPt+Y5+WunQfIjl1rA/Xc7PV7rxNzt6vA3NHt82Vbc5Fc3jJWOmzsIhVdD/YbqMGv3/pos+QX9BIZ5N50I+no/eUTMqlhjxRv76QmrTnk357O/Uhq+jRIh5ZWaZ097eA5d89Nnq1rtkkrOHfnnXdKTk6OtLa2xv2Z3Nxc3TH3ve99L5P1g8dWfNQo1YubPJvnx+2gQxCYwFTl8iLbOuWyOQDr1fen8tBiOmA/PeJKPQopuvPU7Xms3Jrbz62HmR17RkhOa6leBiXIG/19ib7fSme4uQ5U+cgf7Pg/W2qmq5KXicpephMEjbWd0ddSOvcNp68hrx/MrcxrFs81FUPltML28u7i63wxp2ei4/u1C808pM4F5pw6nlY6DqLbXjs7GzJ5kU5lfyS6f9jZjno1/0Mm1xoAAACsD4bamn+31Hevlw/zT5E/fOU4mdiuS9vAOTvniHabeV7evG2hiLR6/v4VpPdep+ZuV4E5Vb1CJRZE9h8mGpjntwHdiQZ2muM2oO4DX7zzZ5u0gnP/8R//EfffCgsL5aijjpLTTz9dvvKVr2SybvABFZjzMnDidtDBbZl0Hi3JP0GeKe4sl+ZXyGgJLq8DsCp9u3lDiTT2VvNjdtCZwaocnxpckGlgwa6HFtMBqwJzfhiFZGe2RiKbZ78gC//4Rxl/yy0idzi3vSbbpqjb+zJ99gNpjUxbMb9WWhqLZOX8vVJ5QldxO6icKMhsJZhqrsOPOqzX59iM6qWSt+Jm343Si7Wd0deSKic3YMtCya85TkT88SLm9YN5smxjK0ERdb2vXPOM5wNC/PBc4MbxjBVUd7LtzeRFOpX9kWgb7Bwsk0mwMZPsPjsz++2SSdDTdGzlqWBj/56OrSMAAECqg6GGdDxDVjV/IFX5o2VfS84hVS38XM3A6vNyl079ZefudZ6/fwXpvdfpd6To/ssgDcxLNLDTHLcFy3fKiuolgTrnwiCnNVH6W0jU1NRIWVmZ7NmzR0pLS71enUBQJUk3bNgg+7/oLWsWN+mGx+vOsDAywRZVo1iNwkilEyXW7yLzY9C1a1c9T5Zabt++3bFdms5ILhXMNQ8GbjzwmHZAlbdV2dBuc+tYGKpknwpiqZr0ah65VDz+yEOSW3O+tJa+LJOvjZ0NMrB0i5RXv2LL6D31meah0GTORf5/dEez6QxP1tFszjE1Yqqy/q3D9oXXIxATbaeh5htQL2JqXko1d1oQeJXlY5gRgGpeP1X330/tQLbKpD0KKivXt1WZ3C/Dtu8TXd/JtLWn7dvJZ1POpR0AshjPAwD82g7Eeu4z08GooEnQgnPwv1iD+cw7/ckltbqEpJ/LkmbSr+PXdiDI2ItISGUgODmxfZAmK3VCrMlDI0eOp/q7sW4YqpNJLWFtP6qMORUMymSeLCsiR3JZpR40VQAxTCOREnHrWERPFj0478S4E0rHM2RsjjT3uVIGjz3838w1vWZrZ33MF1Q9mvF1GT15cqLJlNWDoOpgtvJAaM6xqeUVMSfOTue8Vdmo6jgmmq/WKiuTRgdx8mKvJ4tWg0FUxz0lpP0jGyevt3NS+Ezul1b2vZkvVy3T+fegXN+mPc0bP9KRdQMA+O++AQRNrOc+FXBQAzUJzPlfENq/6HWMrE4U/U7/5o6WtrKk0T/jF6Zfp+b192zrq0H6yJxDwkj4Vx57JeMMhEzKAznNj9lndo4cD9Lob7fn7PI6IyYII7nSGREThuNod+aVuaYHqMy5Na/KD4euk+X5lTKsdZX8z4TfS5Ckc966nQEZhHuP11mxqZaz29i/JyPj4JggXatWs9EyyVbzI0bIAqAdcFbY7hsIpyC3A15XgEGw27/odYxVnejut6brwNzxxVtlyIE3DylL6rd3HNOv81/vvS53vPVSSn01QW4H/MrSXvzVr34lL7/8ckZfpH5ffQ6CRc8xkWEGQqwRBX5hJfssyCPHgzTy3mrGYNC0ZcRUrTgkGyusI7nCcBztzrwy1/TwK/vrY15VNEbqc9rJqvxRgRtlls5563YGpJ/vPfGytc1oT8XJbO5Uzhczmq75vcX6/6etXuFpprkfqPY71axaJzP37VgfrysI+PVazTQbTc1nW5fXILW9d/r2HAQA+AdVDABnpVMBBu4IQvsXvY5L8k+Qp4tv0EtDlbKcVPeADsyp5IhvnPmw5QpGblty5EqZOex5aXdxR0/6apBGcO62226T5557TjLx7LPPyu23357RZ8B9eWefmHEAwc8BorCXCUylnF0m7CifaecN2U9p8SYAfPHm2qx4GAzCg1Uyj/UplQvG9tRLJ1xePlyfE2qZaWnIRMHQTK6DZB3AqXz2HXfcoUdhqaWdkgUV/HjvSVa+0unylqkEz6PL2al18rL0plcBi8jPtvOl3o5jbcf6xFoPtwNAfrxWMx1I9XTuR/Jwn1dkRu5cW9s4OpYAIJzsHKALZLN474hBmPogW6elCUL7F72Oq+c2yaVrz5TVc5sD+U5jBkce0WvrIX01fupLzSbkHyImNUL+2ysX6mVQAkRhE6RG0Y5R73bekO3O3spkzqy2APCAwfph8Inj+9qepeBl5oN5gHzxjesPllEtecz3D1bJOB0g2Tz7BVl41bf10qo//vGPujTkfffdZzkYmsl1kKwDeOn8Ov3ZaunX4+THe0+ybG2ns7mtBM/NvaeqdMzBTM/SMbLwlR5yecs432WauxGwiPxsO1/qMznWqmTKKc9Nk9+Masl4fWKth9sBoBGbh8hlSy7Uy7A8q01sbS9lTS0yobWdrW1cJudgKs8KZOghE5w/AAC/vSMGoXJREKtJZKsRNf2kXUuhjKjp6+v+h3jiBRL90M+TjXJTyXxT9UTT/ZNp5h3cpW5ktc1NMnuD/0bIh0mikTHRHet2BGCcGonjtxEidmdvxQuMpJON9VTLXtsCP6ZTUI3a8SqjxTxA+nmy23Q7q/uXdrI16Gmuv2XVj6V8PsUrDZkoqJ3JdZCsA3hJ6Xo5kFsvS0o3iFfiBTf8UKYv3Wxtp7O5rQyCiL73VC9ukqbGXCn5rItvM83N+Zrb8wjbM74irwXzUq/KgGR6LzXHekTThyl/1htqkvGcYpnT2jHjToZY55zVAJBdHfBBzgaLNwhi8tz18uJHW2TyvA22tnGZdCw9U7Wircx2mI8JvMf5AzcEaSArgOyeusZqP0HXzgN81a+G+IaPKdZ9LUf0WRH3Xc7Pg5XiBRJNP8+ikuqszOL0fXCutrZWPvnkk7T/qN9HcKgbWUlevowv2RvqC9LrtPFEI2OiO9atZPMk2x6nRuL4bYSI3Wnx0YGRdDLpzPFT7HpYNJ2CatSOVw+gJjB7ZI/j0n6Q9FswxXRWr63ZZWvQ01x/p5/TPeW63umUhszkOkjWAVwxNl9mDZgjFWPzxA2xzpF4gSynMx/TEf1g7ucOpeh7T/nIfMkvbNFLvzLna8uWL20PKMS6Fuy8l6bzWWd2zZXi1jo5o6szBTCsBoDs6oAPQpmheOINgrBjm+wO1l+yuVbKGpvl4i21oT4m8J45f5aN2hbq90h4KwzzXAOwXxCnrjHvAzt3r9P9amoeMz/1jyB+X8uWxp/HfZcL4mAl08/TrWWLFGx6WlalX6EfKchpbW1tTfZDGzduFLscffTR4raamhopKyuTPXv2SGmpM3MIhU1LS4ts2LBB3l18nW5oVKe7ukmEjS7Dl2T7zDwz6kXT7hR49bKqGnEV0EgW2FI3ZtXZrAIw8R40km1PKt+XLdQ+UQ9DKshkdZ+owIrKfFJLFTCxwsrxs+qxFzdJ8/oSKejUJO33t9edgk6UkTTtgMp+zs39VyewCiioF+IKm75XPXiqYIoKMKoHabeoY6ICOWp0XaxjYucxU7j+3DlHUjlu0de/CrirTFkVkLdzjjwVmFMP5qqzUgU9VGBOdSipTn31UG+89tcPZPvHx8oRx34sX7vwRPED0w4cvW6rNP+ztKNfy8Ho+7Vax39muTnFzms5yO2CW/vbbU4+9wX1eMV7HgASMe8l+XnFkpdXlNKzNvzHb+2Aeh9RgbnI9yDzjrKv904992e8Z3wA4WgHwsK8D/TM/4Xs/Xy4zO2wRt4tXeV6/4jTwviMHfkup0r0R26f396VUtn/M+/bKS2NRZJXUCeX3dz1kH+jHfAoOBd0BOdSZy62XfvflJVrnrEcPErU0e1HVjrFojtV/SJWwxrkTj4/B2gN03E/fPhwWbZsmc58srMD36ppf9glxS2FUpfXINd8r7NjDznxbrpP3VcjOY150lrQLN+6OfMBD9HBFLce2rwKCoadEwEuuwOl8a7/dALvVkQ/mMfqUFKe+sMWyWkpldbcGvnW93vZ9v3xAupWAu2mHfjKY6/48l4YVHYMcgjic5dT7Axse/3cl86gIafxEo50mPeSxqYD0txcH9rBntkiCO2AGfyk3pEe7vMKz/hAFrYDQWbaMNXP8kTf121/93WSlT4cr5+xnX5ni7d9dg9uT1cq+z9ef4VCO2A/WlMkdNzQ6yyXK/RjKTE7yjH6tbRPrBRpv5WX9EoqZRJTmS/PzD2nAnNWSww6UTo1r1+tfunM61sb91xIp/SmVbHmG8uknnZ06Qm30v+DWI/eaXaUW7RjjkanypNEX4/R13+8uf1iSeUaiy4TGK/kqAosqMCcWtpZ7jVe6adUSkLlqXugD++FQbVifq3e9yvn7037M5x67vK65Hc6VGBOBbbVMlNeP/c5VYIccJt5Lxk5ZOoh91o/z8GCYDOlhtU7Es/4AILahqn5zIJWmtNKH47Xz9jpSOV9Od72+aUMcyr7f26nanno6Ff0Es4jcw4xpRMJdyqzAbH5LUXaT5zKiFKd8CrgkErGXCqZeelmTUxsbS+T52045FywIwMoXjsQ61q3YxSUGW2V26ubtGzdrucqWdn0vq+yB8IuXrlFp68Tt7JQTKe3Hddj9DVmd8agne1YvJFviUbERbcD+7/oLdWLmzIa8edWVmx05pGfMszMyMkDrUslp+FoaS19WSZfe72vM0qDkB3mx5Kw6fJTFQRznIbknShD5neTwq+OloKvjfd0neB/ya7vII6cByPlAdAOuC1IZSDD1j9pnmV6FfxSaj8fntFUMlbeud2WrO8iUV8EmXP2I3MOWT3xahCzVczPVpWOacvEsJphYWcmhp85lRGlblpWM+aM6MwcO0cLm6yJZ3MOHJKVk2oGkFXm3Bu7u7ztWjd/V11+XsqjoKKzM8xoKxWYU9ujAnNuZg+EdSR3Ku2LGa2nHhytis4gi3edOJnNaTULxVyPXTr1zzgzKPoasztj0M52LF6mXry/j0UF5jId8edWVqw55moCa3Xur57b5JvMfjNysqBxgDR1nSAVXT/N+Llryqc1trZdqWSU+yU7TAXkVCnYoAfmFDVfxWVLLtRLr5njtHLvHMmrb5Dm9xZ7vUoIgGTXdxBHzgMAwsHP7/zR6+bWu5Md1XSiK8W49b1OP8tsbbrN8vtyvO1I5Z3bCbH6gZP1XVBlyl0E55DV/HJjTpTmHN2wx/rZ6NJW8UpS2V0Cy6/BPj8FiqNLjdr5gJXohulEgCTWuWf+bm1Nr5QfxqI7b6I7a9zoII5kx7Hx0wNlOmUUoh8c571wm0x//AS9jMdqUMqJcpdWRJ5H5nrcsWttxoGB6GssUUA8nTKBTrRjmVz/5SPzUw7cetUha455wf4J+twfUdPPN+WtTAC8Yl+VTFp6kQxb1CPjz7T7xd2NEtlut+9usaMkqFcdMYmO05COp0tzcaHkjR/p9SohAJJd33Z04AEAEPTnrGiPrF0lF1R2lkfWrfJ0MItXZRj9Uv4x03eVeNvh1dQBsfqBkw3m91OfajagrCViypY0Va/KqkSnpydKc44uMxfrZx/+28vy7IGdMqFdF7n+gq/HLUllSmCNL9krvb98IuNyUk6Vjwwzk+7vVcnGVMpdRrcDsc69TFL0735ruryxo0XO7Jord5w6VcJQisGOspB2y+QYqcBcfX69FDUVydSrPsyojKX5uWHDhsnSpUttK/8YhLJxbpQJtCKdcrd+eR5IpayLKR3ZuVuu7P6y5bA2y64JuTNpw+ws/eJVGRm7S1OGYd3MtZ6fVyx5eUVpfb8fywL5pR0A4B2/tgN+Kl0NhJ1f24GgP2cZZz0/U2qkRcokV16/eJJn6+FVGUY/ln9MJta7Zbzt8KpPwO6pEMLQDvgNexFZzcpIFCdGN0SP1kmU5hxdZi7Wzw5b/5xMOvCADFv/fMJRHmb0gwrM2VFOyu1UZ69Gmti57kuOXJl2yUY7Mj0zKXcZ69wzf6cmik01i/Ld2hKpzymW93YW+yKD1Y6R3OmUhXRaJmUUhpSeoQNzXdr1iXvtWS33an5OBea8yKBzOzMonZF3Tmdz21Hu1qt2OJVRrma04q7NDXL+lmkyqGa+IyMyVWBOtWFv7mhJ+XftzBz5VdEaOXtEe710k92lKcOwbuZab5XWtL+frCIAsC5RZRg/VrQA4G0FJz8/Z106aOjB/rVBQz1dD6/KMHpd/jEdsd4t404p4VHlELLg/I/gHLKalRuzEx08T4ztJxeM6yVPHN/XlhtUVfc1Up/foJdWOp7tuim43cj7uSMw1XVP5xjE65xOpbM8nXnzrEinZKoJ7l68uda3pSVSFXm9+q1DIJ31Of6iX+iMuZ05X9h27TkxH2Km25tKucd0SkPGa5PNi+VjL246uK7zmx29Fuy4/r1qh1Mp6zKwdIsUttRJh+bXZOaAGfLSxl+2tZF2BtBVxlxxa52c0dXbx+lMgoRhLU3p1bqZa33kkKm+3TcAECaRg0Wjn6tWzvNPiTQA9rF7uha/IIgSPKm8W7o9QBjBQXAOKXVyvjHrQNLOTr/OQ+anDp7ZOfulJj9Xns05YMvnVVZO1utYWXmlpZ8P6k3Bzx2Bqa57Osdg2XFfyMwRL+iSmG50lt9zzz0yZswYvXQii7Lt4XPAYE9qqccNkNgUTPNTzfRM18fKtWc1aOVUgDja0vl1envVMplU5sOL/tlM5nEzL5bN60v0uq4rGe7pteDndjiVUa7l1a/IBVumybYj/qAHrmztsLWtjcxkRGb0QIif1Q+Uvy/ep5deyiRImMkgArufJex8fvT6Ocd8/5L8E2x9Jg5yBQEAcLozO/q5SvFbRQsAmUul7yFs/ZN+5beByW4JQrZfJsfG6co+OIjgHFLq1N22qSVp5270KJYgNdKxGh4nOnjsLgfpdSeUW/y6nVY65+1Yd10KM69eVjV/ELezPJNAgWE+4ze/+Y3s3r1b7r///qQPu0q6WZRel5aIfpG3K5gWPYrqygfvl9FPPKyXXsgkY8jK+ZtKgCuaHedttCUd1sqB3Hq9tDObL/pnM9lucy/I61erj03F2Ha+LbPi93Y4VpbdkNIzddt4ZI/RtgQUzUCIVXPFlUxHqy4qukK+u/UyvQzyIALTFq+e2xyY50a3R3Y7mblK5xWAIDHv7fNeuK1t0EL0c9WQ4wt832kKIHVjd5fLdRvP1Uurz2JPrFnp2yBdGAIgfnqn8IvovnCvjnMmx2ZB1TRdiWZB1aOOrBsOIjgHS/b13il1eQ3S3GV/3M5d0/Bc0TLukMBTkBrpRHPa2Nlp4VW6ehBu+m4Hc+3YJ7E6550INsTLWInsLLcjQHLvvffqz1A6d+4sN910U6hLSkS/yNs1ujZ6FFVVhyLJK+kgVR0KAzeqy8p1kk65yuhzzs556PofWCSzjnxJ+u9bkHTdrWTzmXVVIn82kzKd5l4w5Ru96TyykQn4q7Ksqm38xpkP2xJQNG1wwf4Jvsp0NM9Zq+ceSHquR1/LiYL2bj8zmLZ4RE3fwDw3uj0YK62S2BaPYxju5wCyh3lvX7n3zbZBCzxXAdkhlT5G8yzW0tKkn3NmVC8Vv/dDBinBwbBz6oCwnqepzKHul2MTPYUSnEFwDpY8nfuRPNznFXmq29uHdSCal37VKaQanpJNXQ4JPAWpkU40p02QOy3aAotrV/lilH8idgRzU+lQtOMGGatzPpMgWSYZK1YDBbGCh2adFfVvP/nJT2TevHly++23u9bx6MXofbde5Aftq5fm2loZtC84D9mpXCfplKuMPufsnIdOlUt9ccUe/d8XVHaWR9atyujz4l3TqWx3Km2T1y9l5jqctnqFJ9/vR6YNHjqmxFeZjuY5q3/t0qTXafS1HCto79Uzw4imD2XSgQfkiD4rUn5ujL62/DIYKZXBWFZKVqaTuWp1xGui+/nCFX+WtxderZeAXfxynSKY2rLkO54R2GkPAKQnlT5G8yw2vHmRFLUekMFNi3zfDxmkBId0BgJny/0/+jytLj9P/tbrGqkeeK6r61Ff8pjs7X6+Xjo9hRLSQ3AOliR6YTcdPf1rl8W8QQahBq+V8npOBCHc6nw1gcXnjyzxxSh/K1matb0PdtinI5WAm3kQeq+5JuVMt3iZNJlm0ySjy7c8foJeRrMaKIgMNJjtGD58uF7eeuut+jMSBeWczAINUiA8lUDikzfcJAsmf1svg8K0UepB0om2w1wn5pxTEl2Hqexv054/95VSqSnIled7ldiyrplc06ZtUoHCZNvh9UuZuQ5nb/D/dej2C6Dfnmva1mdMXtLrNNEgpFSfGeweSGFKNm5tui3l/Rt9309n4I3X87k5VbLS6ojXRPfzx9ZUy+P5k/USsItXI8gRziz5WIMWKNcLhFM6z+JTyyvk6tYZMqW8QvzeDxmkBIew3v/teH+MPk/X1PSShtxiWVvTS4LyjhGEKS3CgOAcLEn0wm46eirH5Ma8QabzUByrIXT74Tp6HZwIQrjV+Tqxtb2UNbXIhIJSX4zyt5KlOSN3btqfsey4L2TmiBdk2ahtcX/GnE+P9Tm4Ty596PcpZ7olyo5LJ4vIqpU1b0p9fr1e2hFoMNuxbNky29c5nfKeTgTCnWIlkBjkkWGmjVIPkE60HdHXSbKM03QCt5cOGnrwfBo0NKNjYcc1be6Xz/UqSbodXr+UqRLV1288TyY1j5MwvQBm8izh906+XxWtkbNHtNfLTOb4bGuDBw3VP6vEum7sHkiRTsnGeEFHK0FIN4JjqQzCymT77R7xGn2ur8ofJfU57aQq37+DuxA86VynQFgH/AFwVpCCDCaoM7dTta/fPcJ8/3cigOjV+3067xhOTNOD+AjOIW2mk1NJ1NGTzkNxrIbQyYfrWB1ubozmsLtxjtfxPHnuennxoy0yed4G8TvTKdi/tNNhx8Rqx+jKpvelPq9eVjV/EPdnos+ndLJi0vkdO0bmDyk9Q4qaivQyXZGBBiez/NIp75nKBM9esxJIDMLIML88QCY7F9MJ3EYOrPD6WJjASFvA8J/bEatd8Do7q8OmLlLcUigln3XJ+LO8DlBHvgBm8izh906+N3a0SH1Osby5oyWjz4kejBTvurF7IEUmnSbRQUcrQUg3gmOpDMKysv3pVFxYkn+CPF18g16me65fPnCYlOTly6SBwyx/BpBMOtcpkMozRqL3SgDh5vdBdVb6hvz+7hHm+390ANGOYJVX7/fpvGM5MU0P4iM4h7RZ7eRMp/Mm1kgKJ7NpYt303BjNYXfjHO+YOLUtdpblNA9PiuoUXFuz67BjYvXhxEoHW/T5lE5WTDq/Y8fIfFW+ZepVH8qo9ufa0uHtZJZfKoE/cw4snV8XmBrrVjJqgzAyLN6xUKP13HyATHYuZprBHO9YeDXPodkOp8rZZdJ2twVmR+Zn/H12BEUzOUaRL4CZPEv4Pav3zK65UtxaJ2d0Tf54n1KJ2DjXjRMVBcI2otruAQ7pVFxIK+M46ly/pmKoPDTkOL0EAD+4+63pcspz0+QXn8+J+4xh7lOx3iv9yus5h4GwCEJgK9k7oN/fPcIsOoAYHawKe2aZkwP4cTiCc0ib1Q7ndDpvYo2kcLITKNZNz++jOWI9uMc7Jk5ti51lOaMfnmIdE6sPJ6aDTY0Sj9f56FV2lp0j81Pp8Pbq4cEEW5R4329GjM2oXqrPgSWlG0JVY93vbUlQX2bsOBamHV09t8mT7TXf36vgl46Us4sXgFn8fo1uu9Uy2eCRoeMyvw7NvUmVGk43c9iuc3LKpzXy4keb9TJVfg9GXVR0hXx362V6mSxbMZX9GcQ2zC/sHoSVTrAv04xjAPBztvg/ynol7ZMwpbovbxkrfuf1nMNAWAQhsJWsb4jnMf8Gq1LJLAtCFqebA/hxOIJzSFuYOmuCcNOLDsbFenB3+5jYOSL85JJaPeJ/fMneuMck1eOUqPPR7D/VOe1m0MrOkfmpZGR5nZae6PvNiLHBTYv0A3TF2LxDOjODNCopcl29LuUX9pcZO5h2YERNP0+213z/3k+GyGVLLpQRm4fY+vnx2sC/v/sn2btvh166wdybdMnhNDMEzTmp7hGZlAZeUDVNZg6YIQuqHhW7eX3NRz4XJBu8Ycc1bvfofq/3X9iCfeb4qEFIfn/GBYD0s8Xzkr7/tpXq3pR5qW6neT3nMBAWQejjC9I8eNkuOlgVK7Ms3rvRM1UrDr6TV61wfb0RDATn4No8WX4WhO2LDsYlenB3q4PLzhHhvb98QibVPSB9tj9p27FJ1Plo9p/qnA5qLeVUgrFep6Un+n4zYuzsTrUy6cADMqLpQ18FFlMRua5ez28W9pcZO5h2oLLzF2lnU0VLJZhsvr9/7dLDzhXT9r34xvW2t4Hlx4ncdt8ovUxVJveXTDKHzTmp7hWpBvgiX5Squq+R+vyDS7u30+trPvK5INngjejs8XQCbXaP7k9n/wVxJKpbyL6Am4LwLoVwuePUqfL2JdfoZZgCXl7POQzAPVbfN4J4jw3SAOt03jFiZZbFe/a+ZHOtlDU2S9+9dZ6+tyQ6JkE/XkFHcA6WuD0fjh+3z84bYjqdYNEvFYke3L3uIExHvE7byGOT6n5LVL7M7D/VOZ0NtZS9TktP9P1mxNiuT46Tgk1Py6q5/gospvLQErmuQZxrLtu0tQPVr9jWZqYSTG5rx8fkHXaumLZv87aFKd9/zXm6efYLMYOsmbQHmQRQVKnhTEeHphPgi3xRqqycrH+/svJK2zPs3L7mo++Jkc8FyQZvrJ57QO8TtUw30GZ3Z2c6+y+sJXjtEKTOaARf2N8VEWwEvAD4UbL3KvOsv3Jua+DusUEaYG3XO0a8Z+9rBwyWF1fskfUdiz19b0l0TMy/3XvvvQTpPEBwDhl3hjk5isOtEdFWOvvsfOlMpxMslZcK08H1eP+uctasJ+Xhv70sfhed0v/qo6/KU7/fIjv2/ERmFN8onx5xZcr7zUonstdBq7CKF8RKFGAt3D9RclrLpHD/Jb49RvEeaK588H4Z/cTDsrZb57Z1DVPp37CzM6iSTjA51rkyJP8kKWoqkl4F/VMORjn5MpTOvjLzSaqlF+VfIl+UrP6+1Qy7SFaueTufmTLJjFLZmoXNB6R/7TLLgZzo0b12d3am02ZmSwlev3RGN7/+AaVH4ficyn4UtrK7YdueMGSZBHGdAa+E5XpJ9l5lnvWL9k8I3D020TtxEI5fvHeMRIO14z17m3ecSwcN9fS9JdExMf+mBDmoGlQE52CJ6cxS8+FEP8g7OVLSrRHRarvizfdjAoSbuk227Ybo9Ghm0/g/265ZavJz5dkDOyVoduweITmtpdJp7/F6su/3ajumvN+CnrkU5NTyeMGBRJ3JQ8eU6OM7ZExH8at4DzRVHYokr6SDVHUIVwmaMJSMs5Jxa2cg1a5g8rCF3WXS0ovknOXjUw5GOZltms6+GtS0SIpaD+h5JYMSpLCaYZcqO5+ZMnmWUNmaF+ydKZVjci3vIz9m5WdLCV6/aFbH3mfnAPwh7PPm+LH9y0TYticMmZxmnR+rXh34Z2/AD9e43XMjOyHZe5V51lf9I27cYzN5948OuCV6J55evVqm516h2zu/iveOkckgWPOZYxa0k9n/tUOWPrlO3ByQ87OxZ8Q9JuZ43XrrrXH7EcznqMF6sBfBOWT8IO/kSEm3RkTH2i5zczEj/lVwyK4bYn3JY7K3+/l66aSJ7bpIWVOLTGjn/8mvo3XttERac/bI/tLlbedAqh2sQc9cCnIpgHjBgUSdyU6M8rc7wBnvIXPQvnpprq2VQfsOf/j/7f2Xy+8fHq6XQRM9QCKIwTo/zbuUyihBM7ggt+cRKY9ujz5PvQ70Ty2vkKtbZ8iU8grJ1o5m00HQq+CXtj0zZdJmpnN/DPqAl2ScaN8SXfPxOo383M7mqWMf4nMA9vLzuZyqsLV/Ydsev2RyZhIMMOu8Kn8U5ZoBG67xeO+AQbo3uV2Sd/XcJrl07Zmyem6zo4MiqvJHSX1OO1mRN8y3GXTx2vN0BsFGvw+s2dpZGnKL9dJvA3ISBVXN5zS/t9ihNc1eOa2tra0ScjU1NVJWViZ79uyR0tJSr1cnEFpaWmTDhg3St29fyc39VwxXdQ6qC1o9yAc14BFLrO1Sjae+uRSdKmuKT9TBIbtGZpvPVg8UqvMP/zwG7y7UL4thOrcyoTrSVWBO3fi9KOkYrx0IEvXgpAKcaqkeMuw8Nip4qh7Okh0bFZhr3yFP9tU2yw+/nXlZPzeplxYVmDPt348eWywVu46R1Z03ym+njJAgUA/U6qVMBYTNi436O/XCpoLFbr3spNv2q8CceghWnWgqmJIK9QKgXpRe/utGeW7Gx2ldB060A2Fp71M5j9TLnS5LUyz6JTsIzPmjOkAig5RhOX7Rznp+ptRIi5RJrrx+8STHr/noc0K1t2pARH1zs/6jBiap0bV+EIbnAbhPdX6qAT5+OpeRPtqB5Oy410c/ewN+EqR2INY7oF/vTcneKVSGlQrkDOy5S4Zf2d+x9XjqvhrJacyT1oJm+dbNqfWd3/3WdHljR4uc2TVX7jh1asyfMc+6A0o7y7qa3TJg37tS2fSuFOV0kKmXvyt+Yue7W/T7gFvH0+5+fPM5eSeNlI39ewaiHQgK9iJSEvRMpGTbteTIlW0jGsxoHDXS3+6SSWGfl8HO0RxOzYkQhDrXfpprzU12HhunyvulktXYUj9EB+ZaGw4vm+t30eUcRtT0k3YthTKipq+j32tnplesEYdeZdNFt/1W2jczuv295pqU94kZwXj6Od1tvw4ir9NU2+mwlNNK5TwyWcMDSrf4Yp4fK+1svBGwTh8/O0Y0p5O9cMnmWilrbJaLt9SKG8975pzo1C1Xr+vqDxp0Z5E0t/hmHj1zLKatXuH1qiCAmBMSTvBzqbpMyk2bZ6kpn9boZ++xu8t9u51AEMTLOvPjvSnZO8XyL7roTKtlXzibaTV8TLFuw9QyVe/WlrRNR5OsKo8KzKl27sote6WoqVAGfTFQ/MbOqYii3wdUQG7iv3d1JTBnZz+++Zy8s0+0bd1wEME5ZNWk0cke5iM7opycO8GreRmcfpnJpEM9XnmVTDoBE22vn+ci8LoEndfsPDZOBThTCfr96KYZOmNOLYMukwd2P5V0dXreT8vzt86Zm7R9a5tA+qHfp7xPzIvA8SOvtv06iLxOU22nw1JOK5XzyHQQlFe/4ovApJV2Nl5gyenjZ8qJq2W60gnAXztgsLy4Yo9c23+wuPG8Z86JXV+26HUdvvsYHRy8fMs+38yjZzpRZm9wdu5nhOtd0QR1lVTP5SAMnguyMLzT+6lcuZ0l6KKfpfy8nQiHeS/cJtMfP0Evs0k68xU7XQoz2TvFkk4fy4Hcelna6RPxaxtmJegZ/TOjB10jk9ZdIaMKznT03pROP6idJUXDPi8vMkdwDpZkyyj3sGa0mZvRynnOPuRn0qEeK3sx007ARMfbz8fa6n70UweGnYFfPx+bbM9qdKvuvR0Zj4mC3G7X7493T9UsZsWls09eeWGrDgyrpd0ir9NU22k/Z+Gn0q6mcx55HZhMZe67eC+S6j49c9jzeumEQU2LpKj1gAxuWuRqAN7p8zLefdKs67Duu2wPDmbKdKJM7Ouf0eXw/7ti9Hy1qVi+/Ak9cGD58icdWc9sF4Z3+lTad7felex4D4p+PtjXe6fU5TVIbe+dNq4p8C8ra96U+vx6vQwzO67PTO5rViR7p6g4sVBmDZijl0EOekb/jHn2btnypaP3JgY7wO98Oefc559/LrNnz5ZXXnlFVq9eLVu3bpUuXbrISSedJD/+8Y9l7NixKX0ec85lXks6UY1ar+busbPutB1zsPiZqZecly+Sn3+whJIaqW33MbNjjjQ75+OLPN5zO1XrhyrV0eSH0eh27Een5y407cDTTz+t1yfR/GqZ1OQOUhuSjKmjHoTzLOzb5dR8g3aIvqcmWtdMrg879kEmc0tEnzd+utbj3cuj21W77/luXUvxvseO+ROcvveofa4y+lTgMCjPWVYEcd7BIM4xA+/va4/1KU17zqyP/vtqqeq8SgbtGiLjvjfNsfXNVpnMOxPEdsCted6daN/9OC8WwkVlzKnA3JDSM+T4i34R2nYgCHNBBvFd249zojnZD4xgtwN+58u9eP/998v3v/99fbDPPvts+eEPfyjjx4+X//u//5MTTzxRnnnmGa9XMeskGk0cpFEIdmRL+LkcYrIRhkOOLzikhJLdx8yObCI7s6Yij7fTo5282I9uZZipwFyyTL5MygSm0ob4veSnHeXY/ChI14/T8w06cU9NtK6Z3GOnfe8Z+ctvvpRHbvmLJ6NPo8+bpfPr9LaopdfiZWdEt6t23/PdupbifY8dJV2dvveEtfSL2+V0nSjBtHDFn32TsQ//3tfSKRlmmBJXowdd7ch6Zrt4lUrCyq13JTva9+g224/zYiFcVEBu6lUfWg7MBZUd12cm97WwvmvbyenqFV5XzfFzBSyvS7rCx8G5448/Xt566y1Zt26dPPLII/LrX/9ann32WfnHP/4heXl5csMNN0h9fb3XqwmP5+7xShBK7iW7Gdl1zJyoU+5Up1wYX3Cs7Cs7glkqYJAsyJHJA08q56OTc5HZ8eAxqH6+Lsc2qH6BBFl0ACaI148JcivmGog+xk7OvZLKtZcoIJ9JWaPG4pHSlNdOL+1igoWr5x5Iuu+iz5slpev1fAlLSjek/L2v/fUDeeoPW/TSDmri8VgTkEe3q3bf8926luJ9jx0vp2ELnrn1gux2x4ATHT0qSB20AWrw3/WT6Hf8XPY4TII42NRI9OwWfW65db/KpH03z9yr5zYd0mY7HQwAsoXfAjOx2rAgvmuHPSjlpCDdg7M9cJzVwbmLL75YvvrVrx729yeffLKcdtppsmvXLlm+nKitXxpTv93snL6Jjtg8xHedUqnW0VYlHh86+hW9zJY65VM+rZEXP9qsl9nEjmDW7bff7sj8aua8Vay2IU5mQ9nx4HHllr0ytfYRvQyy6GytIHcQRF4Dbce4asXBl6I5cx2rb29XIPnp3I/k4T6vyIzcuSn/7sCeu6SwpU4v7WKC6f1rlybdd+a8Gbu7XF/rQ7sccXC+hLF5KX/v9o+PlZyWUr20g9XsDLs79ty6loJ8zbotSC/IhpWBBU509KggddAGqMG6dAaspHP9mN9ZsvIxOuk8EsTBplbmzQtie26euUfU9MuKznkg28Vqw7LluT1ZG+3kwFk/CdI9+IqWcXL9xvPk8pbUphdDCIJziRQUHMysyFcTZ8HTxtSMYr9/xtysSHP18wTa5qFelQqzcizsGv2g6pMXNRXppRuBx0xu1n45fm6XZfRbab/I7U+nXJ8dpVOd7MgMSzmmeNmMfi8rmuwaMMf44s21uj3QOrTT9e2d/F6vzsvhV/aXif/eVS/t0jYgZ0ye5X1nrvWSTV3SfvE84tiPpTW3Ri/tQHZGONgxAtfJF2SnOhmsPNM40dGzJP8Eebr4BnllRwFBlRBK51k5nevH/E6rtAYukBKWjsMgZ0Dnn3xc3OePIHV4Rj9zDx9TnBWd80C2i2zDUh1kH/RShsnaaKf67PyWsefWPdiO86vDpi5S3FKo3+PNeTFt9Qpb1xMiOa2tra1B2RGffvqpDBw4ULp06SKbNm3SJS5jUSUvI8te1tTUSO/evXXGXWlpqYtrHOwJHj/++GM59thjD5ng8RfvPCZv7GiVM7vmSN/F5+pR7KpE1Z+PflXKCgvltfMukbBqfv0DaX5vsTw+oKs8265ZJrbrLNd+/TzxgxUfNUr14iaZ22GNvFu6KumxUI3p7A3VMrFvuVxTMVT8t58XSd74UZJ39ony3IMHdKduYbHIBVumHexQb99OCu++MY3PXSx540fqz43+Hqfcc889OnNGddCrDLRu3brpbBrVaf/FF1848h1OtQPme4YNGybLli1L6/sit3/Oi5/r87Z8ZL4MHWdPWVw71tHOuXlUh5N6+Dxu6HUSBk6cv6mc23ad66Y9eLe5Ri57+PeenidBfR5I5x5l57VulzBep5HbtanblfLu3o5yecs4Kfmsy2HHINY15ZfjpZ5V1CAiFZiO96zy+HNn6M79osIyueqS9LL4nXweaLjjf9J+bklkwV9vl5V758iQjqfL6AvvEbfage+sXiI1jQ1S3Fonk+oeSGu/Wzmu8Eb0s7LTgtj+OnVNZ8vzgB1oQwDv+KUd8JNM7mWRfV2X3NAu6c+71Yd1zsvP6ec9t/t4nXoOseN9wYp0+iqcOKbmPnnVx+dITmOe5fMrlsj3wlu+mC37W3KkQ26LPDRkHO2ARVbaysAE5xobG+XMM8+Ud955R5544gm58sor4/7snXfeKXfddddhf79o0SLp2LGjw2saHirAWVRUdMjffXvlQqltbpKSvHz57r4jZN+2QfJF1w3yctnncs4RPeTiHl+RsLth0YdSk58rpY0t8uBxJ6T0uxs+e1Y2bXtFevc4T/p+ZYLt6/b8ts/k79u3BfpY9Jr2kuTVN0hzcaFsufp8+ay6RLZt6CA9+u6TQTXzpWT5eqmt7Cd7xwyy9XucMmbMGNm9e7d07txZ5s2bJ/fff788+eSTug276aabHPkOp9oB8z05OTmibh3pfJ+V7Vc/o9r5yZMnp7yP7FhHu7y98GppbKqVgvyO8tXjpkkYOHH+pnJuZ3qu6/ZkfQfp0W+ffKW81tFrxylWrg+77wWxngciTVv7ury/v0hOal8v1ww4W4LErevU7X1ktmtG8Y1Sn1Osy5GoUY/5hS1y3Lnb2n4u1jWw8JUe0tSYK835jfL4MX/37Jki8pnzoSHHJXiuelV69zg37ecqJ58HOs6vsu25xcp56+RzoGoHXt79pf784wt3SP+aZ9La71aOK+BXTl3Tbku3rUj2PJDqc1g6ErUh+vgsWy+1w4J9fAA/y7QdCJvoZ7JU2qHIvi4rbWLkM+v8ky7LuD2N11+5rvQymdfQNdD9ina9L6TSN2W1byHyHnzjS0ssvYekct8298nxewbJ8bUDLJ9fyfx+8f/IityhMrRlpdw4+FraAYv69+8fjuCcGp2hOgJnzJgh1113nTz8cOJUVDLnnBsR4+eMK7c88vIr8uyBXTIhjcw5t0ZsBJnTo3bNKJKJ0k4mz/3Y1u+JNVJG/Z26oasbud2ZOZFZYmoeTru/I1bmnNqWyspKR74vleyseKOS3FrHZOuh/P5/viU5RSultX6I/OC7TznyfU5lTUbzKpMm+vrJ9HqKHp3o5PXpFCvXh52jHeM9D0SeE9/d8pQOAKlsmn9cNFWCwKx/xyOXypamn2eUuRFZVeC2U6b4Yh+ZUbwb954uH3Q4Wi7b3F86NpXLgB67ZNi3+rb9XKxrINVsfKe49czpdraQk6O0nRrpbOdIed4lsg+ZTv6TTlthRzuQapZIqm1INmc2Am5k35M5l/yZzMl2KPKZ9a/rR2bcntrRX+mXihtOZaelUjnIat9C5D345fxelip8pXLfdupZ25zrQwZeKp3bn0HmXDZlzqnG/+qrr5bHH39cvvWtb+llqg+DqqxlWVmZ7Nmzh7KWKez3DRs2SN++fW1NV1f1+VUdYVVnWc33km1UjWNz4/ayxn82HwdVI1nNt6fmcFJ1/e2kbtjmxq3mRbOLmt/rj3/8o57DKnKuNae+z+l2wMr2moBTvLnlnN52O46B+bf+ky+XYyZeqOcOy3Qeiejvc2s/qFrl6uFfzYmh5hsLKlVvXc1xqObSU3On+eGeoOZyVfX3rd4TrFwfqh68KRuX6TkXrx2IPCdWDZklb+5okdNz9spPFuUG4t7y1H01usxHa0GzfOvmzEqen/LctLbA29uXXJNwH53RNVfuOHWqu/d7NW9DQ6NIY5Oe46L4HmtZr3aeR3ZS66XmzrXSpqbys2Hg1DHz6nkA/mflncLJZ283nx/U/KkVPnl+8KKtsKMdcPo5zNzz1FxOsc7Hx17cJM3rSySvX61M+UZv278fCILpj58g9fn1UtRUJFOv+jCl3+V5IPN2yC5Ln1wna7Z2loE9d9k2v7jprxycd6IMW9jd0judnf0E6bwbW6HmitUB0xTeg1J597bzHhxvXf30XkY7YD9fv12pAz516lQdkJs0aZI89thjvBAGnNUJPv06MWpQJv5MNoGrUxOtBoHqoFOdA+qmZjcVuFFBEnXjtpMKCqkAjHoocOP7vKIefNT2KCrQlOjhx2y7yhpUS/W7TkrnGJh/6/H1c3SnlHqYylT092VyDpj9bWXfmcnqVWdKkL3w/90r376jj146Odm1VerlQ41OVC9BVqnrItb1EXk81QO76gDN5MHdfJ4aAZjsnFDBJhWUUoG5yHuLejlVLxhq6TdLStfrOXO35u/O+HnjjJy9UtxyQAcnk+0jNwNzinqhVi92+aePbZt83qro88hMpn73W9M9vW5UsM1qm5rKzwbp2TNe2zV2d7lct/FcvQSsyqSttvJO4eSzt1tUYE51PqrAUhjY8ZyQDhWQU523TgU42+55cTqTVWBOlXhu3lDiyPcDQTCk9AwdmFNL2Mc8Jy85cmXCdigTkc+q5dWvyAVbpkn5mldt+/wRm4fIZUsulGEfddH39uXzW5I+G9vZTzC9erVMz71CHqteLXZSQcZU34OSvXs7dQ+Ot67p3LfNOamW8DffZs6ZwJyq7XrppZfK008/LXl5eWl9FplzPsuce2+RLBu1TVY2vR93RERYsjS8kmyEqlujeZA888qr0Tp2twOZbJ+RThaYW5ljmRwDP41y8jL70I/b7PVofjuzqe0+npGf99FHH1lqB6LvLZmMUnSauS4nbzhbZ9Bl8ryR6WjMTNtOp6lg3Bs7WqRLy3bZmdtVmqRAmnPyHbtuojNxzPef+c+sw1Ta1FR+NkjPnvHaLqe2gRGy4ZZJG5Yt7xR+y7z3IishDO2AzpzbUCJ5ff2bOZfNFW7gf0FuB0wGdMejlsqWxp/bnp2lgiBq0GVxUSc9IN+KVCs8RD7nXdh/ie3337bngYJ8kcIC+VvXydLQnN8WfHMqg9zcmx7Pv0oOtBZIh9xWmXPht2z9jrBIJZP/xmd/IMtzBsuw1lXyPxN+b9s6BLkd8KtcP5eyVIG5iRMnylNPPZV2YA7+YkazqcBcomwBP2VpBGkktdURqpGjCsM8miLWtnm1vfEyr7wareOn7TPSyQJzK3swk2Pg1ejkZMKWeZnKNp97z3/ozu0BpZ09Hc2fKJvaamaj+bnhw4fbejzNvoqe+DpRtmH0iPVMRik6zVyXw8cUZ/y8EW87E91vzHG79957M247naYCY6ps55bco6Q+p53k5uY5et1EZ+KY71dlQaPb1GQZP+ZnRzR9mPTe76dnz3Sf8yK3wc+Zq+kK4zb5QSZtdbJMpbBwOuPLzxn7YaICctd8r7PjgblM+g+yucIN4EYG9PaPj3GkHVTBPhWYU4MurUqlwkP0c54T99+254HTx+rPrhjb7pDAnFMZ5ObeNLR5mX6+vbx8uO3fEZb+31SOQ1X+KP3utip/lK37Rs0ziCzInLvzzjvlrrvukpKSEt05lJ+ff9jPXHjhhTJixAhLn0fmnDOR8Ezm8fDL3GtWBGkktVsjfIK8bV5tr1fZb25mzqntU2Umly5d6ussEMDrjDkrWVMmc61du3b6T7xryu25J/2y74KQkZDofhN5fNu3b+/re4PKXFOBsT7t82VbcwfHs4BNJk71wHNlTU0v2Z2/TXL3d5L9PdbKTZePTSnjx2QgzBw8S+pb9/viWcfOuasSPYvbmbnqlxGyfs7GRfYJYoZT9Dt4Kpl0fmkHgiCT/oNsyUaF99Lpz7OjHTBtZ3X5efo5z625PE0GdMlRS2Vr02229UVm8lyXaoUdL+dStppBnk5VkOgqGU7NPReE/t9k51Mqmfx2V3Ay+6awWGTkOVt4HrCRL5+qPvnkE72sra2VX/7ylzpQF/1nyZIlXq9m1kt1lEfkKHLFjbnX7BCkkdTpjPLoVfBLKfniZemZ/wsJm8jRS2bfqO1Vf7d9S09X5iqzmnmVyvxffmS2TwXm/J4FAvhl/ptEGacmc01JdE25nQHpl30XhIyERCNozXG79dZbfZ8ZbebLe/Lcq1zJAjYjgVWHjXoBbF/bQ4pbiqTXrqEpZ/yYDIQeW2/xzbOOnSOPEz2L+zlzNV1h3CYE950qiBlO0Rn72ZJJ53bllFT6D6IrEqj5qmYOe14vTSnOaX/YpZeA1/15djBt55qtnV2dy9NkQH/twhPj9kWm059m9bnOtEMvvnFwAJ/6/1Qr7MQ6Zk5kesVqM61mkKdTUend2hJdJeO92o6e35vc7v+NPn7xzqd5L9wm0x8/QQ5svdtyJr85vzbPfsGWvsa2fTPy8AQqhDA499hjj4lK6Ev0Z8qUKV6vZtZLp4MuiC8AQSpjEt2QW7lR7/18uOS0lErt596ljrvxAmr2ze6Nw6XDtr/J4jcqfBVEsqMspB9kY6nEeBKV/3NS0AO9bvC61Kh54fnpnefEvV5MwFsFbyJ/Ro0sPOW5aXoZ+XNuBXfs2Hd+LKds1km9+ESWzYt1Hce7xqKDcUvyT5Cni2/Qy+hyfE4fN7+XZEnlBbBH71y97NQt97BtSlbSxwRz9rWeqZ919n4yRLxizqV9vXfa9tKf6Fncb+UG7bgn+m2bEF7mvWH13AOHtN2RbWsYgsXplGELIrf7IFLpP4jubI9e1+b1JVLcUqjnyvP6HQPh4tWAO9N2Duy5y9NB8LFKZaczgMpqMMdc25u3LUy7PYp1zJwoN5lJm5lOf1D0dtl9b0qlzawveUz2dj9fL93oe4l+3hhYuiXm+bSy5k2pz6/Xy1Tfa3P+Md+WvkZzbxs6zv+JK0Hjy+AcgiGdDrpkjSxzSWQm+sHAyo06SJmBmTDbqah9cs7J3/FVECmoQa3oh5EgzI8X9tGI6QR6wxDQC9I2mBeeI3ptTXq9RF9T0fNvBZEfB+qYddIvPBGZEJHXsemUrV4YO5sxOiMh8nfdzrCIvv+n8lLql2vJvACe+c12erl168FtWjq/znIQ0gRz+h9YLoXNB6R/7TLxijkfZuTOtW3Ql9cDDYJwTwQyeW/oX7v0kLY7sm0NQ7B4xOYhctmSC/XSDV4NzvFzEPLkklopbq2T8SV7Y65rXr9aqctrkLy+tW2/Q3sKO64/r54hTNs5/Mr+ng6Cj/VsbjnQFvH8Oahmvpy/ZZq0rPs04TOpubaP7HFc2u1RrGPmRH9eJm1mOv1B0duVaF72dKTSZqb6npqo78XKO5UatKfa+L2ySp+P5WtejXldDCk9Q4qaimRw4+ik8y+vnNsqBZuelqqtvfRn3jhqfCD7GrMJwTm4yjSyRbVTYt64glgexE+iR+lZuVHP7VQtDx39il5mw74ZcvzBfTLypFJfBJHMDVvxw/qEOePP7Q5nr0YjphPoTXYc/dJZH9RzMXr/pfPCY4IrR7fP1504Z3TNDVRmWqRN3SbLjOIb5dMjrvR6Vdr2q1ondUzUi09kJkTkdWw6Zc3gDjXHZqLrIvJ37ciwSOU6jL7/p/JSmuxacisrL/o8XlK6Xg7k1suS0g0pjxauHJMnF+ydKZVjvHv1sfOeEMTMSLP9E1rbJe1UAPzy3rD1yH3y7FeulH8c2z+UgxrNu/eCqkddeW4wnZ6r5oqrbZjdHb126v3lEzKp7gHps/3JmOs65Ru95ZrvddZL88wyoLQzJcYRisFxXvpH3wGHtO+pZL1GPn9aLdNpru1vnPlw2u1RJuUmnWozM3nvtDMLOFGih3kGvbxlbNJ7z5D8kw4GwfJOzLjvxUr/xBMtb8vDfV6Rp/qsSfiuePxFv5CpV30owz8Z0NZnHu99oHD/RMlpLZPCum/qzyw9e3wg+xqzCcE5uMo0vks/2t+WuhspDOVB/MTKjTrbRt75rUypnwMKbmX8uRX4sbqv7Vofr0YjpjNaLdlxDMJ56ufs0+j9l04n0Yzqpbqt/rw+T8//peYB89vLd/TLWbyXteh5Bbxk7oFqXdQxUS8+kZkQkdex6ZQ1gzuSzbEZ+bt2ZFikch1G3+tSCQwlu5acKJ9j5TyuGJsvswbMkYqxeW0/k6yj3JyDau4erzNc7LwnxDsGblWgSOd7zPZPnruegXiIez75rVzfjj0jJKe1VC/9+B6RKfPuXdW9Wre3S1Y+5miQzgxOKtg/wdW5pvws3oCtWM9Q5pllXc3uwGRNI5jnWjZoa993H39YgCPZvSjy+dO0owMKP5HCljoZULrFsf3q1DteJoO+MlmneH2R6azPI2tXyQWVneWRdaviPoN22NQl6b1n2MLuMmnpRTJsUY+M+16s9E8MalokRa0HZHDLUkvvKpF95vHeBwZ33qnPxcFH7Mn4/ScIg7TDgOAcXGUa3yUla2OWF/JTeZBkN+R0OibceuFM5WaW6khuv700B52fAwpWZFLG0tzo7733XlcCP1b3dRACUXY/SCU7jl6fp7G2JV5JVSXZdrv9kGl1/yVar7YH96bYmeWRL4BWM/PM951++um27I/ol7N4L2teZZXGMrG1vZQ1tcik7RVJ75vRnbLRx9Xp+2M616E5L0Y0fWi5I89cSxeddWvMfeJW5kj0eRwruJWsozyso8TNMSg5aukhHT9uVaCw8j3xrgcG4gWDm1MNLKiaJjMHzNDZW3YOGrRjG4449mNpza3RyzAy796VlQezx1ul1dE20wxO6txntbTm7tFtWJDZkcUcb8BWrPuXn56fEDypnGvZwLTvuTn5hwU44t2LzLONqjplnj9NO1rx5ftywZZp8mHNP/TPTK9ebft+jXw2Ns/4ah7yTN8/Mhl4Z+W9M947brw2TSVxxErmSOSZIwulpiBXZvWKP3im41FLk957nhjbTy4Y10vu7p6T8fuxlb6yqeUVcnXrDJlSXmHpMx/rUyoXjO2pl+Z9oLb3zkPOgfLqV/S5qEpkZiosfWN+l9Pa2toqIVdTUyNlZWWyZ88eKS0t9Xp1AqGlpUU2bNggffv2ldxc+2K4qrFQNzhV0mbyvA062u+HQFzk+qkbsbpJmBuyulmozqBo6mVPdUyoUQvqZmzFj6YtlIqavrK6dIP89prjYv6MavxVA6g64dJNO1YvCepmphpq9dBgJ9XoJ9ovfqUeXtSDp3p48GNJk2xqBwz1sKNu9O3atZP27dvrDmc/pNqra1A9fPhlfTLdv2ppglZh2pbI80f9MW2mle32675JtF5qQmc1H5oqu6iyu6KplzP1AqhejtSLdyrfl5OTI+px0AR+Iu9BqbQDqp1VL6CqXKXKjvtGTR/pvK2Pfvn92oXWSoO4zdzL/9brGmnILc7ovtl2f5RceXHRlzoI4fUzTvR5kcq90MlnCbeYc1J1GITx3h99fFUQQgXM7H6+jm4HzPcsG7VNVja9H/N8CurzItJ/z0nX9Bnjpb51vxTldJDmkX/S74qqoy7TrCA3tyEsErWZdr4XpPPM4kdO3ifDfv+Cf6RyrjndP+AGFUxXwSgV2FDBNfX/KiilBp2ZwV6m3zL6XhTr2cb0IaoBf6qP84KRR0iNtEiH3FaZ3PSo9Mz/hez9fLgMLN2igybV5efJmppebd+faTuqpgpQFUkyed6KtQ/slOq79+JfvCPrCgdL/4YqGXnbyZa+48ZnfyDLcwbLsNZV8j8Tfp/0eWPq5e/G/BlzjJv31srCKf/mWn9B9Dta9HkavX6Rxzv67+x8H4jVNxaGdsBv2ItwlRn1fP0FX9cvSarMkJ9S6CNHyESP4ogeGZfOyN8Ru4+Vdi2FMnz3MY6OTHByVHtQR+yZEWHLlz/JXCc+YbJAbr31Vl/VwM4kG9BPvM52c3pbzN8pkW2mle32675JtF7JSmxEjlq0mi1gvu/UU089JDCX7j3IjMhVgTl1L22/baDktJRK7efDxa/MvXxgz10Z3zfN/fGyT4+Rv5VdIcvnt4jXzHnRpVN//bw1rWqFTM+9Qh6rXp30d8Mwt5I5J5fkn+B51r8T5Y16FfxSSr54WXf8xKtA4USmsPkeFZiLVwrPredFq5krbmaCBU2sLEfTNub2PMLSfsskc9hkbVVWXmlr+VeyNP07N1s6c+/6sQTfvt47pS6vQWctZNM8eQgXt881cw2/+Mb1nlzL0VlisaowxLsXxXq2MX2Iz+Yc0M9Glw4aenB+s/Lher+qwJz6PjUnnZW56VJtR8/smpvx85bKBHzo6Ff00gmpvntHzhVttc2PlYEW/buDvhgoRU2F0mPrzXGfHc0xHrS/wdX+gpVzW6Vg09N6TtZE2YyR56B59uqZt1/PST++ZK/tFenC0jfmd2TOISa3IuFmtIcauTBp1UTPR5nHGyFj18i4pU+u0zdj1Qk4/Mp/TTzrZdaOHlXx7kLP971bI8IqPjtGRnxaEehRtHZkV1qR7SNi3NrPyExYMh2TiR4Bl+j8zCRbIHp/ptMOmHupmnS7ZFOXjEZhRma0B2VulZl/2C4tLe0kN3e/TPp+t5R+1xzX4cOH6znt7Gp/okfXqtG8cy78lmQLP2RxOZEpkujZ1IzAffmvG+W5GR9nNPI3Xjtgnq0amw5Ic3O9J1kwVp/PyaJK7/qwut/8cI3ZKVvej4L0XmCOyczBs3TmQybtTbyMhFSF7bwH3GgHzPOQSI6ItLr+7GAlSyxeGxHr7xP1ISqv/fUD2f7xMdK1bKmc9vE6qR54rqyt6eVYllo6Tv/rU7KvJeew94NY90KzDzp3y5VdX7Zk3I4me//LW3Fz2s/Pjz/0oOTt+3/S3OH/5Kpv39D2Pv23rpOloTnfseog6fQjzbxvp7Q0FkleQZ1cdnPXtvN0wD8zLmM9j5h7kArMTap7QPLziiUvr6gt+86p/iyvnwfCiL0IT5nRHoO+GOCLyeETjda0YwS5CshN/PeucQNzXoxMcGt+Et+MCBt0TcoZj35D3Wf2M7JvNFf0CLhE7UAm2QLR+/Oee+6RMWPG6KVVan6zSQcekKHHvppwPjAr2SyrP2iQS9eeqZdOspJVYzUDqaHjc9KSs1saO76Q8nqY4/rWW2/ZWt8/enStGs0b1AnAU5njx/zsFS3j9Hb3L+10WHaPHXMGOZ0pEo95NlUv7tHnr6kYcPo53TMe+bvio0ZZ+EoPvYz1bDVyyFTbt80qq8/nZFHFlyjLMd5+ix6NHtTKGlbmwYM/mHfWQV+UZ9zeZDK/UqSwnfeAG8zz0JE9jkv5WrYjCz7ZfMWJ2gjz90vn17U9T0b3IUbfH7fs/7HUdj9fthb/Sr/LzR99wNYsNTuyiePNbR6rr9Dsg22bWmxpR5NVNIuuAmJlO01GWcu+b0pOa5nk7Juo/75tfsCx7RytDpJOf93QMSV6neqO2X/IvIYqMKeOgarIEv2+Yu5Bp+fslaKmImltbj5knkP6DYOD4Bx8FTBRo0jidZDY2UmUTkdM9E08k/ItfpJqZ4VbnVhOsTPF2yt+LckXNuxn+JF5Kf3gmh/J5u/cKX+5/vuOtnPqpWL37t1y//33J/1Zc19MNgF65H0k2QARK+Wg3RqoYvUFZ8jYHGnuc6UMHpv6esQqNWrn89Ydp061XDLOry90qXSqmp9VGZxqu9fW7Gp72TfXkpl03onOBafLRplnU/PiHnn+ms6M40denfEAhurFTdLUmKuXkcw+HLF5SNxtc/p52UonW1ie/5xiOhbVwIrojq94+80Ef007b2c5Sj+o6r5G6vMb9DJe52cQ34m8en+1Y1+Zd9bRg67OuC21q2yzOe+VMPQLINz8Ut65qHaKdNj2Nzl6y4/lsiUX6mcIvw0sj9dGmL9fUrq+7XkyWvT9cWPdOTKj+DvyRus3dTvxxJqVcX83HdHfl46r8trL1NppMjmvfdK+QrMPevTOdWUqHXO+7PrkOMvbaYJ7i8o+lgO59bKsbGNaz45u9iOZ0qKPNL+t131G1SJ9veb26qaPwbqSYYe9r5h70E8W5erpLyq/HHpIwJv+rOAgOAdPXwwe/tvLB8uliOgXPzUxarwOEjs7iaI7dtJ5YYgczRFkqXZW2DXSMNtlEmzOlkwhrwVpP9ud4eLXjJmgy2S/tt2n5jfrl9Jd3arkteNfldpj3nd0vgb1UtG5c2eprKw8ZN1jdfCZ+2JV/qiEI2Ej7yPJBohUdt8phS11Mqz7LnGSWY8nju8bt4PN6guOCcKozoZUO0FMuzNnzpy47Y9b16dfX+hS6VSN/tlv1PSR6zeeKxfU9G7r4Olfuyywc+u1BRi7nSR/63WNHuTmRDCwfGS+5Be26OUh1//aVUk7yZx+XvZLZ2MYpNLB50QmqJ9EzoMXb98E8Z0o2fXo1PVk9pUaDJHu59sZYLe7YzYs/QIIN79UTDLtgZmDLZX1cSsLPl4bYf6+Ymz+YVmz5tloU7fJh9wf3+/UX+pz2kmXuhN0NZBROwfYmnFrx/043tzmsdpdsw/O/GY7vRxUM9/2+0bkgB9zvhTtn6C3c3DeiUm/zwT3mgfsllkD5kjFiYnbersH26TTj2TuI60tTTqLsaxpq1xQ2VluLqmTC8b2lH19aw57XzH3bBPAW9bvYnm6+AY913a66wFvEJyDJ0zDs2Zrd/lb2RU6RTdZh4udnUTR35POy1XYylhYvSHFOkZ05KfOrxkJCIboa87u84nz0xlmv957770pB1fMfWpdyXD98F3Vc50e1b+1w9aMR0smcvvtt8u8efNk2bJlh5xjsTqizH3RTIAeLygQeR9ZcuRKmTnseb1Mtxy0HczL5+yc/XE72JK94Jj76GMvbrIcuEjnPurW9Rm9vX7JEkmlUzX6Zztv7SPFLUXSeWvvtg4eNdm8k6Nnk8mkM9x0tK1tOEYacov1HCZOGDquQI47d5teRl7/zx9ZkrSTzInn5VSyb5GcyQrr2nmA5Q4+JzJB/SR6+2J1ftqVfeWmZNejU9eT2Vd7ZZXubHxk3SrbyrH5IWgftn4BhJNfyjvv671T6vIaZG3XTXLBuF56YJxVfsmCj5Utbp6N3qvteMggvYkFpbp9OG5vf10NZPTeAbZkmptg4KJPjko5A9HOc8Pp5zBz/xgy5uB+XfT50YfcRxIdnz+dcmbCfW2eJ1fOc3awjZX3PHMfOadrq1zdOkN25nSXmoJcWVxScDCTLnfuYe8rpgT3osY3kr7Hwt8IzsETpuEZUTtAdyaoFN1kHS52Rv2jvyedlyszp45aOsHtgJfVAGWsY0RHfngyEhAM0declfMplTaF89MZZr8qqQZXzH1K1chXD9+VI6b8c76G0Yd1GDoRRFHnVuQ5FqsjympZs8j7SLJMDac67uK94A4o7ZxyB1v0i13zhhLLgYt07qPmPBo2bJgvnxOcYse50EXeldacPdJF3k8aGHZLJp0apjOlttsW3dFV23unuKHt+h80NGknWby5WOa9cFvaneexsm8TlcYPGrfaPcO0wzt3rwt1wC0TsYKRTpfFcuKcUu+tie7TTnXem301s88nurPx+V4ltpVjS6VdderacqKsa6IAo18GyyBY/BLYejr3I3m4zyvyYqeVUpOfK8/mHJAwlP5tG6TYMlZfn3MWH0xEGLO0VLcPx41tr9/lho8ptmVdTTDw2QM7Mw6OZXJuPDG2X8pB1lSozLzzt0zTS+WZIwv1fWRWr8zvveZ5UvF6DjpzH1FTEKjnjcLV70phy34p+vLjuO+m0SW41Rzb1288T5+DCBaCc/CEaXiGj2vf1tnopXRerpx6mbAjwyIdmYz+pCM/daSYIxPR15yV8ymVNsV8nkJ5S/uY/XrrrbemHJyPvk+ZjsJvnPnwYR2GTgRRVAZd5DkW2RGVSSdRslIsTt9ro19w19XsTrmDLfrFLq9vreXARTr3UXMeLV261NUMbLezRKI7Ju04F84ecpRM2PWcnD3kSNfOrWQdrZl0hpvOlBlHVOmOLjWq1g2ZdESb/b6y5s20O5Miz0WzDxKVxg8KEzhYvHK6q+dmOiWxwlpONKzbtXz5E/qcWr78SU877y8dNFTfH/sf0S1m+Te7xGtX7Wj33QqMJRq4Ee85j6AdgsAEsUYd0SPjjFO7B7RnUqLWPBt12NRFX59fFvSynIiQyX6c0K5L0tL8TtLZWg4GWU1b+Ej1Cjlr1pPSqXnrwbKPLV9kvL3meXJQly2HBADtlk5/6UVHr5Qr6h+Uyzq8GDcpxJTg7tX+N/q+VPxxFyluKdRzbTvBXG/33HOPI5+fzXJaW1tbJeRqamqkrKxM9uzZI6WlpV6vTiC0tLTIhg0bpG/fvpKb61wMVzWk6gaobixBm0BcvUCrB3v1MuHECFPV8KkOt/3798uBAwd0I2g6y73ebvVio17kGVkbbm61A3BHOm2K+hnV+e+X9gfWqM4Z1WGjOq4zfQG00g6olwE9F0Cx6JdOO58DnL7XRq6HehFXHQRqPVJ5PrFzf6dzTasXvTDOJaDnJN5fpzscVGexyrRSAZ3BjaNl+CcDdOdrJh3Ibp1b8bbHyfPXy+eBu9+aLm/saJEzu+bq0b/x9vvG3G/Ie01dZWK7LnL9BV/PeB29ug7tpAJzKnCQn1cs+fnFrp2bfjufvRTW7frov6+Wqs6rZNCuITLue9MO+3cVjFQdoInaVTvfC1SHquoAL8rL03+s3mtVUKoig2vcjnY/k2eeVOhj8t4iHWCMPibx2ju31g3BZEffm9f9A9HbYPe7qh3PU+b67NQtV3Z/2eLac4lpV1XATgUJ3TpnnH4GNW3hBUM76Yy5Ds0NMjnnSXki/2rZ15KT1vZGP6u6fe9X73Bq4LQK2sV7hzP3q8amA9LcXK+DcGpAbiym7c/LaZa85kYZ2HOXI1NCRF5vH330Ef2ENqK3FZ4K8uTJTs+1kEmGhZOp/G6PNAfgXZtCVqx/JWqrnSy1FWuEaiYZVfGeA0z2gpo/wY0ya9GZQKk8n3hV2sytDGyvRuJHZz6YyeqHr+pty9wWbs+ZFS+Tw44ya7Ey2dwoj27aoe+880Zbe6Q6O+pziuWNHc0xt8vs97dzj9Ajrf/SvCvl7421z4JUYjBZBtuIIVNcOTdVwHv64yfoZaqsZHwGMYvnvZa9srNuv7zXXCNhMnrQNTJp3RUyetDVMf/d7bkbTcaHYvVea0dVADvafbeyyBNlMcZr74I4DyLcE+S+t3jbYPe7qh0las31eeY327n6XOLE3JczqpcenO+seqmrZX1jtYUT23eRsqYWuay4u27H1Rzn8bY32bO1eVZ9bUeOnPLcNLm3Yr8r8zGaZ3NVyShZ9RNzvxo5ZGrSDPO2tn//ErlgyzQpX/OqI+tvrrebbgrP4CW/IHMOro6IiR7xFm+URZAz6oIu2Ygbt0eawztej4yze/QREOa22qn7ZnQ74NYIVa+zF5weBRokfhmJb0bOLj16jawqXCBDOp4hx1/0Cwk6ky2VaERsOqKv1Uzuk/GeB0w7lCMiqhRLmeTK+C518uaOFhncvFSGN74Xd7tufPYHsjxnsAxrXSX/M+H3Ka1PJr+Lf1GBufr8eilqKpKpV31oewWNTNoOK5lcTsjWigGJsrTseC+Id96kcq8NQ3as3R57cZM0ry+RvH61MuUbvb1eHficHc+2XvcPuP18HqR+ydf++oFs//hYOeLYj+VrF55oy2cmet7yc0Wt6TPGS33rfinK6SBTL3/3sOPZfc9W+ayonTTm5EtzToEUtxyQtydc69ozRrt27aR9+/YpVT8xz/E/vfMc6dpzS8z9buVebgev24EwYi/CVdEj3uKNsgjDqJ6gjRw1o58HlHZOOOJGZTFctuRCvQwSN0aQwztWJtkFwnQ/URM+R7bVz1StOHjfrFrh6PfbPUJ17O5yuW7juXpp1zxcdnBqFGgQ70V+GYlvRs6uKlsh9Xn1sqr5A1cqBvhxvq94IkcK///t3Qd4FNXaB/B3N72QEEJHQHondFBAARGsWAAVkCZ2xX5tFwvXq6LXdsWKIlVQEVEUuwiC0qSE3pEioYeEkJ6d73kP9+TbTGZ3Z3dnZmeT/+954sqW2dmZM2dmznvec9THqhnnSdlLu0N2ISUXldD1GTlieKClg8fROJ5z0cvvGtuiJd2izKExLVr6/b3bIjtRgSOOtkZ28ns/GpGpaBWz17VN0iUiMMePeukZQUOep1JqOAOuO4zI5Apk+1XWEQNk/Tq9QVK540hux7WbPwh4+Z7KjadrAC0FidPpTM2rxKNd5xQ0Y/neyjEH5nh+oZK9iYZ9H1Qs7uXH7AwnK1j9G2S75PZVJbZvzzuxtxE5XEl0Yu/5hi3T27WaVSNqqa/vPLWtuj/f6lhziimOFo9a+/N4XHX6IT2PBuQdEYG5fs4csoK8xuCRjPwd/URexztjtnjc7mbPGwvmQXAObNnA4y0lOxwbtjavyRFByS1rzpBdyRPV7uzTmhc8pSfFXVstHfbEKAjeVGyVtTEFKm8nF57ometq1+4DYnLsJll5pY3joR5K0Z8OKepOO7Jhi1XEm4twPBcZOVxgINdw6sZOo4JZspxuX1Uc0g5hRgyzJhvf1m+ZVnrDrj5WzThPykayt+o0p4Wbs+jWpq09/i51A3Mwv1sOZcSPejv2aW0juzO74YszTzljzp8MVE/Hn3u9L+t1nmvHve7wJxC+sfMxmtthAW3sdDSAXxb49rNquGC7UO8TrePIiHLoqdzoGapSngM2bZop1mP1+o8Cbgswe/jOQJbvK6Cntf3lZ5wpf1N+RCG54jJp9usZInMGwFf5gUA6ITUOelhds1WjZaQ4sqgaGdc5wNu1WiDX4/I+oF+/frrrcXWAdMtq7fOG+/nE01DOpe3M3IHsufH07M2Pi4y5Z65/gKwQyDWGvL569pG5Ypvt3Z5AZ3NK6ERGbY+fCcc288oOwTmwRQOP+sbAW48YIxu2rMpo+yt+OeU5C+iv+MBPlGZXsL7GqJYnxS/qJoY0myFQCN5UbJWtMcUfuDir2J1c5uWdEvM27Y2PKtc4Hqpy5c+8MOrfY/W8N1YfY5X9XBTINZy6TBg1V5wspx2ymxg+R0eoGt8c5PDYUGLmeVJPT10jGghlgK1D8YrS+wT5XO/EHK/7UX4/lbhEtljrCGOGfAqXrEqjsnU8HX/u9b6nzpj+jIyypfj3oDNkrdp+ZmdjmUm9T7TuB43Yjp7KjSwrifXSPWaHyXPA/vyBNCf2Hlqwv3XAbQFmZ+X7s3y9HV/dt39pWVu8Snxm2J5fadwDKRSXG3cuY2ZfIxN+FYQzPcdvqEcQCDVv2amyXTKta6wpo0gYeZ8+oE09GpI5nwa0qUtWCOR6XN4HLFmyRHc9rg6QMq194X7tsS2pK31d+xbx6C4cs0fl9VWdpJ7iOn7ujB30yJ0badLEHytUZ9DKDsE5sAVPN2taJysjG7aMmFjaG3mhsyg1mz5o+B39WD3wycXNrmC5oWNY3tviUYu6l0m4ZTMgeAOVFS7OKnYnl6Fx5ybHHhJfzdK62Vu58mcYRPXvCfVwlmYfY1afi+w2rHYg13BmlQlZTrnBRe+NupGNKEY26MvGtw5txhgSuLSygdCf7TBtx3aa5hxB07ZuLf2MDLo1ODGrzH6c8vUikVXMj+7f3+54GxqWfh21X1eL7EbdQLoh8gL6OPYu8Wg1T8FUT/vLvd731BnTV0dAdwdrjBKBmAPVRwb8G4wK5PsSjp1KPO0TrYZLuR07t73N8O+XZSWj6J+eh+n63zng96pNqcARS3kt+vh9HrEqK9+fIcX0dnx1L8eyrAlun0lN3iAyZvgRwFP58VUWw3lKmWCuz+S1xfQd2y0ZRcKs+3SzhzQ04rpV3gf06aO/HlcHSNt0i9LcF+77yOx2Xiup76v13EtV9s6g4cihKArP312hZWdnU3JyMmVlZVFSUlKoVycsWD3B47+WTBOTx3eLPUKtc38undzS7Em5vU0sLYdl4cow0JMw32DzhU5MRATFRkQGNXEtX2jwSdufSUP9wb2F+KaIGy74Ag7sR04CyydbKxp2MdFrxWB23QGhoT5HGXHO8qceMLpciQmsl60VjXB26vyhZ7va+RjjwBzfnPJNHd+wVrTzlNWMvC4VDcXcyJoQJxpT7MzI6wF5TPF8ZJnHXZRQsIiOpr5GrTLbUI8Hpnr97EMfraHWWU1pa5Wd9MLWpWLbbb4hRjToc9CP7x3k8ldFb6VlqTtF54UfbxhZtq5Zvk40atuprnG/b+BgCTdEqf9tJc4gcN+uVpfbUP52f9m5THkSyDWDmfcFnsqbOw5ac/AgkPtpdbnlZXFAgoOTwWRQyGsXZ50a5Mo47tc1TCC/J33Wbtp5JIWa186ktJFNPf4+AH/4UxbNqAemLzwo5k+MaJJDYwbVt/z6rN+Xs+msy0EJToUWX3uz7jqLO7HIdstA2fkeQs2u9YzWPaS3dt5wY8d7K7QTGg+Zc2ALDXcXismgWx2qUqbXnNkRf289YIzobSF7I45q3ibo9Gmze9urezRX9uEN7AgZUGB23YEhMMOH+hxldQ9Bb+UqkJ6Vds080LNd7ZyZrTeL0ahjv6Kfp4y8LjViTq1AhKqel/XC9lV54pg6etAlHk9RLyqILKRtNXf6XEannBYU54qmTmdalGaNqLMCSocrzWl2Lqs4rpqlPcuNzGLyJ9PMqmwLq7KbQ/nbvdG6P7JzmfIk1FkF6usE9/LmKeM7mOHI1OXWqEwhee3i2nPQ72sYvb/HfVvtzK5Dhc5Y2pVdp8xrHBwMt1EHwBp6rsmtGurP07pwYC7WFU0le3x3IvNUPwRzfXZTRIq4XuDH1Qsm0LQZF4hHK+bys/M9hJpdRzfRuof0N9ORk0Uumj9VPNpNRb+3gnMQnANbiM4dSg4lmWLzbiwTIArlycpTg5Y/Q0TpvdCxQ4O4+iZcfdNit6GxKiOkp5vLDsdhqOHiL3yoz1H+DCVptkACbeobvlCdc9Tfa6ftGgi9N6dGHfsV4Tzl7Vxg5HWpEXNqhVM9L+uFpjkbxTFVq75TPFZv/Ne54Sbb+R6+UA5plNYjvlwwRDb6NU/KKH0PZ8zdfvWVZZZh585n8r6B8Toy9X2EkcOhBrItrApEGdlYrGeb6b0G1ArqhOM9kq9zm9nz6Hm7TpCBQw7kG7UO6nJrVPBXXrs4m9Q3rdHafVtVqZdOijNLzNHn/prryImwCxCDNbSONU91v9nnR0/HvcOxnfKdBeRw7gi4Y0Ew12ejVu2hhSszaNTqvbQl+xcqiCwQj3adEzZUzDz/B9MOY0TQ8OeTLjFsMo/mZjd67q3QjhX+EJwDW2jbNVHcILTrnmKbuTI8NWj509NQPbmsp0rTjg3i8qalaVJVcZGWviZf9+9W/073f5tx4vC0zIp2kgqnnlXhyI7HodUqQsN6ZaE+R5k1F0IgArlJ2lB3C81t/4V4ZPKcw49WUp/j7bRdw+HYrwjnKavOBaFq2AlVPS/rhXZdneKY6n9DnHi87NoLdV/7ax2PpY2Ju7aKRr8WO7/zesxuX1VMN+7qT9tXlZBdaQWASu8ptk01LMtY/T08tNjU1zPFo6d7mUCEOnilp8OIPO53rCXNdZXlrHZELsUq+dQr8YzlWWh6Mzr0UB9L6kZ5Pp6ubpdCH+7eSlZfJ8jAYdOcdLHf/tz2kWYZDOY+z32u9WDKp2ys3njRmTLXMGZtK56bL6fmVXSkeEKZ12Z2a2zbTgcQWlrHmqfMUbPnnvN03I9q5aIRpz6mUS19B0bUAWqj16tN0iUUUxwjHt2pz4VWzWlqZ0Z24gjm2tuIoGH/VKc4t1+SGvoQifrcpufeCu1Y4S/0JQ/ARo1fei7OPfU01Do5yXT3TZtmidccv67RPOnYoUFcvf7dT7cQQ43G700VF2kbkvbqzh5Qnxzc/23GicPTMrWer2gBO/CfpzJgh+Mw1CpCw3plE+pGT6NuktTDw2xI2kN5zgJx7vHEjPrcjplyVpy3cOxbfy4IVcOO1ftaNmhxo7UZPa5lY+IXdRM1G/3UQxV1yG4ihsbskN2Y7Eorq0fWkdtq7jIsQ0d+z3BXd3EecexOPje02N5EQ4fuCvUQino6jMjjfmDvu8us68h3J1OXmVNo6pYNopwdyC2mYflvU4MTsyw5b7g3COvN6AiEulF+ft1Eyo5y0hd1/r8sWHWdUNou0DVC7LdtNXdolsFg7indy7Usn1tWFwV8PeXpOPF2jfb9l3/Q7NczxKPebaXu1CFfm+fINTWoEs7XpJXd9AZJdHX32uLR0zlGtgMNVeJNHU7Y03Gv7qDnjTpAbfR6dbvu3zR29Arx6C6Qc2EgmYhGXPP7873BHLNGTkkQ6naYp/uMpaWDx4nHUAvk3Bbq7QfBQ3AObEWeSPgGOthemmbdPKoDiaVBrcWryo91/L8L6FbHmonX7unUS7PStEOjmDy5blrjEidovkERc3ZkNxEXaS27R+gOoKpPDu7/NuPE4WmZWs+jVwl4KgN2OA4Bwq3R0ygHa4yiObH30IHq54a2Szp/A81qsICSzl/v8abVjPrcLp2F3IXjeSuYxoVQd6LBucBYmzbNLO2oZobSRsZWbTUb/dRDFZUOjdk1luxG3lOMOZBdbkhHeU/Bw38aFeSUQ0cmHKwmziMRDgflRxRSROMcQzM8Q93pQU+HEXncd+yZVGZdtyXEUERiAhUXFYlyxr3q1dvDzPOGe4PwgSo3njtPVrnR8O9RN9b3rpZ/LkOwmrXZ61r7rV27UZplMJh7SvdyLcsn83Y95a0RWy6Pr2HcG8W9XaOd2NeIHK4k8Rhspw67zNFYUa5JKxKtbDj1sMGyHYiHdbRi7jk1fwJfRo464C2Ipc6UC+R7A8lENOKa35/vXb8qRxyz/BjKOegCufY2IrPfTvch8nvT0tL8Prfh3iX8ORRFUaiCy87OpuTkZMrKyqKkpP/vMQKeuVwu2rt3LzVu3JicTutiuHxy5BMJ3wxwr0Q+AfIFqFX4YpsvJvmGTO8NFt9E88UMRUUSRUeJk5P65o9vtjlop/Wav2SDJFfa6enp4sbEiGCCXMevU0dRYUkkRUQSRUaeuzm1UyNlsHj78cUOn+wQhLFnPWA2lAGoSAI5b1ldD8jzlrfz1SPT11PLzPNpe8p+emVMB3GzxTfq6usAvlnhm1Z502JWfc7blRuZWhq0XfVsA2+fDfZ3mnXt4In7fuKbbas+Gw64EYEbojggvSwnUTSqWt0Q5m/ZDKYeWPnGLbQtZSu1ymxDPR6YSlaRx/CRlM30ecxmEVSxQ49oPfcU26pdQLtTOhlW/4T6PGJWveoLN7hyI2Uwxxhnzm1LiKZWZwtp1l3jNY9lbrQ1KwOWv4MbrLlB+In9KeI+mYMwcm5Cs2idg8PxvkDc3y5bKxqRfd2D+zoOODDHjdgcyONgrLe2jGRy0sJ1x2lHiytoV3YdzWVyxhwH5qo32ieG960IrKpLwL96kIM0HLj1VA/601ZlRj3gXs9ZOZpA6fGqUafKOjA+706KKxhR7rylp27Rs+3NuOb353sfmLqS2mY3py1JO+j1cRfoWr4V5z49Zrz/LkWcvYZKEr6i0XfcZdhyQ3UfEk73P+F4PWB32IpgK7LXl1avRCsE0vOxtMdIv+4eJ6dnRvVylb1plixZYmhPetk7sWX3OHHT0aZbVOmNR0UangK9SgBlACoSO2V6eepVru4FqtUjUT3UnLqHqlZvQjOPZaN7fwfTE9aI32nWtYMnwWQ0yM+2b98+pBl0ZvWclT3EOaOLG4Vm7txi2FxBgayz0ZmZ8tq38O254rFT1KU0bPcI6tLqFkt7QctjuE5mWzFUUd1aXWw/J5O8p9id2N5j/WNGT3GrziNWZdXIbTRnR7ru7AH1+UtmVFzcpw/9OeqOcoE5o4b89CdTSt4nD1HiDJvnJ9RzYuqZs0jum8kv/uh3/eZp2DWt7/V1HOjJAJX76PrDOefmwNy8kK7KmEqtsteUey8H5G5+sE6FCczZ7ZoUtLPkvLUD8bCSZo5epR5mOtTDfHvLOJV1YETOteeGvV1zxu/5X/Vse/X1Gwv2mv+8HWdo1K6e4tGXqo6faFb9LyjZ8bPfIyJM27q1zHWV1Rln0TmDyaEkU3TO9YYuN1RDRAbyvaEebQSMg+Ac2Io8gXHP1nCZYNXbUClGjsOsrrT79OljyklDfVFdOg7/mjMhGWoUAADCg6eGV/XNhlYwQA41lxdzgqa+fopWbEorcx0gP7Nx40ZLhp81ehi2UM8FYPa1g5EBRflZzvAzM5Doa04Os4YTbRPZk2KKY+gSxxnRKMSMmivIDvNUyGtf156D5x6PnBDXyduSuvrs7GVEsEPu17P1T5U5hgMZXspq6o5yVWs4y20zKwJCWowIClo1vKXcRq2L1+ke6k99/tJTXqwKYKnvk0et2mPY/aWnTjVWNZZr3SurA2dy30QXt/K7fvM07Fog9+jyHnnFiZ/o0s9m0ZSvF5U7LjoUr6BheW9Tp3r7xfcKBrcFeDseA5njCsCq84t6mGk1q8uvt+CZrAOLExeQy3GaCuPnmzb/q9HXnCf2/m/I3L3n+3zvhHr96If0PPGoV6tjzSmmOJq2OjuUOU8a+Rv0BJ1a18ymaFc+ta7pOwgZDh25A/necJz6ALQhOAdgIiPHYVZX2osXL7a0gbIg/vOQNAZ4g54iAAD24anhVX2zoRUMkI1eztyqFOuKofijzUIa3Aqk97e3c1KoM3bV1w7MqJ6WZp2Lzd7nvhrfzfr+9mtr0rD06+ix9RHnGtqbtzFsriB/1jmQXtqbVxb5DLDJa19nk/plroF1zetsQLBD7tc5zlVljmG7zMnkT/2TedxVbptZHRAystF2wU+T6I6nG4hHM8kA+JXZl9Jt+y+n7qdb6D5/JdZLF0GP3ok5PsuLFQEsrQwvvfeXegKqeo5L2WA+dftmMprWb1EHzuS+KYzcplm/eTsHeepEq/m9OrL42Nz845Qd6aRP8o+VOy7kv7eW/HHue/t1N7wtwNvxGA6dECB01MeKOjhv9vmlP4+OpeSLUbK02LH8tunuoJIGI6l1d/PmfzX6mrMaLSPFkUXVyHd2tbqO9FafynPBxiaDxYgIw2JrlDlPGvEb5PdPmjTJZ9ApbWRTGvqPVCrqsDiskwiCuY8KdedPMA7mnANNGEM2POdWMFOoxgKvKOMyhyPUAwBgdT0wec4qEZjLrbWLxg//351wmAinc5KR6xpOvzvYuUCMYOQ8xFbtN1kPrP+hjs85l/ydi8joa+VQ7VczuG8zHhZP79xZZswXY8R9gFV1hZy77+s646jQGVuuvHqbZ9HTfKehUjq3eUKcaED1h7ffIrfBs4/MpTpJPb3OEfb/8zJF0zstO5pyPeA+f5P4tx91pFHlSu+2vufT+2lTZDtqV7yZxrZuXea4sOp+2dP3eKv/KlK7BOjnXt/JLJvhgybStQMeppJiEn/+nNMDuS/QO/ejP+fvYOZyruiCuc70Vp96m6PPKPL74+LiKD4+vszce572ud3O25XhPgrthMZD5hyACWRPxc1rcjR7I4ZjxpfsHfrtgiO2WXf0FAEACD0jz2kckBv3YLWwC8yF2znJyHUNp98d6FwgVg2HbqVA9luLjpF+D0soe+YzrWxUfzJ3vA11Ja+9eVi5UOxXI8kMHg7IyW02c5uTPk69mWZud/qV5WNUFpwRWWKyzF3+3DNif97928+mDGEms6Ka187ULK/ehoEKVWaimty/zjo1As688vZb5DaY+Opwn1niQ5V4Si52ibnuzLJpTQl9nTyCNq1x+V1HGnUO0puROLZ1G7pFmSMCc+rjQv6bmZnJ4el49HZes2rOR7AX9/pOHisDe98tygKzYqhh9fnLkzEHsmnhysPiMdTD+QVzjg21YK4zvdWnnFHOmY+9Eo0dRlLr+x9//PFyozp42ud1op6nxGOLqHbkvykchet9FBgLmXOgCZHw4MjeG/F5d1J8wYhyvRHde4Twn516/PjqTRuOPTsgMKgHAEBPPRDq8wJ6z2L7gn2vBzgw5y3bbvrCg1SyN5EiGufQmEH1NZehp7e2uue0+no2nLJGtDJ4pr6eSbGuaMpzFtCnzX6hwX+dpjF7MwPKqPKUdaNVl3LgjIca42FBjQp4yv3pICKFyPBe+L72Nf9Obtxz75Fvt/OMtyyuQDIfg9kGpesSH0eHxlweUD3gqxzNfv00OVxRpDiL6OYHq5KVfGX1BFJ3qOsj+R0zuzeheY5cQ4+nYLOXoWKSdVZaWpqYr9n9WA+kLMgyHNGrE+1vWtuvekCev/KdBaIDXiD1nroOCaQetypruaIKdYaap33u6zoTjId2QuMhcw7AxLkOWqYe0OyNKHtHMLtN4OmrNy16dgAAgJ3OC7InJc9PYJfMbiuz5M3+Hkw2DmbMRSl97FxJUxp8K+aI80TOF1frYIbHsq7OEiqd+2nVuYabLavDJ2tEK4MnokkO5UcU0uaq+0Rg64u6iQFnVHnKutE61kvnANq22bAsArk/O1WvZeg8gDJLM31lgdjX6Wv+lxpiwBygeurB9Fm7ad5/TorHYG3sfIzmdlhAGzsdLVfXf7B5E01zjqDpO7brXp46+9SfbSDLY0SvjgH+Gt9zSW1I2ScCzxtS/iKrqee4MyLj7GCNUTQn9h7aEnfJuQy6bVPFd8zLO+VxO5h9Lg9kLl0IX7LO4sCc+lj3VRa0stW5DM9tNofWbp/m97rI81dEk3NZ9IFkr6rrELPnctabSWtn6jkFg2VGZrk/9Z6nfe7rOrMyCccR2uAcBOcATNB+bU0aln4dtV9Xy+uJhdO17ZbC7Ouka/aFkB446QAA2EeozwtmdngJ5nxjVVDL7O/xFHzFuRiCGc5SHajxFqCRQ7V9O+FZj2VdHXCS17NRZ64/N3xXSUnYNN7IIamYDIhxVuG4B1KobY/oc9urVVvDh0d1P9Zl42yzpBTxfdcfzvEawPCH3J/vXNTf0CFI5XQCxYrrXKAnaS+ZWQ+qG7B3HkkRc9zxY7C2FP9OBREFNLMkt/Q7ShvbqT0VOOJoa2SnoINjeupxWR6nN0iiO7aspanbN/v9e3wd5y27R9JnzRZTy+4RZDXOZru6Rx2a2a2x9roF0PC7LCeRChyxtDq/tugksK3mLtHQPzSuWul2UA+bV1E7whgdIIDA6yy5Lya/+GOZ4169j2R9MWdHeunwrNtq7qSCyELx6C95/vKUHa9nOEYrhtfVuy7B0lPvGnGNbfRQtvI6a0PkBYYNSW1EvacVbK6s9ygV9TxSGSA4BxDCnjahbtDU0uFwG7ppw7Xi0a5w0gEAACs6vARzvrEqo9Db9xhxc+rpWqWynIsr6w1+sPQ2CrnPkeRrjhd/jinZiNTy7FaKLsmjFrnpts0amTxnFU19/ZR49JXRY+Zcie7Humyc3Z19+tz3NWtt+yyCwphPyeU4TRlVlpQJ9Mj5CIOZ/0urHlQHvHiOu2hXvngMlgwucwBOfocs/01P54sAz/AWaX4Hx4a7updphFfX494CKbwOOSXFNG+vdvZbMHNJhWoOUMbDTGZHOulzR55hGWdye1+S6hT7sV27kaKh//arr/z/+k51fId6FAJ/eKqrtZ6X5wLOXkaQzrprFa06S+6L6OJWZY57+fz2VXli/4lAWHQMtSpeVzqiUrt2o8514G57M4XCqFV7aOHKDBq1em/YXrfJ9eKRPnxdPxtxjd08KUOck5olZZCRfGVC+0NPvRfI/qws9yhq4XQegbIQnAMIkLebFzN72vhzwgrkROZraA87wEkHjGDXC3cACOz4NKPDSzDnG6s64Hj7HjNvTo0+Fxt5LWMkb9sw1OsWqu/XkwkRSLaJ+hpUBlVemTy8NDvW32OqXdcIuvrMXGrX1b63vfFHm1GsK4aqHGlZZruGclgtdaaT1fc2gWiRt4aKUwdT37MLywR6fA3ZH2gAT72N0kY2paH/SBWPwZLBZQ7Aye+Qdf2su8b7HcjqfroF3bb/cordV61M0Fxdj3sLqvM6JEZE0tDG/g9Dauf7y96JORSr5FOvxDOGLVMGG5/uM1bsx5icMeLY/vmzvNJjXH18G3HN4KuDg1E87U/35+V5IqWGU5wLWLgMLRyO9FzvyfNyYeS2Mse9fL5pTrrYfxwA4/I7OiJeTNXSOuLC0jqpc9vbTPsN3uphf86Hdg3MyPVivq6fjbjGbrHjW7o6Yyq12PkdGUnPiAd66an3Atmfcvu1b9/elvcWZrFj8gfo41AUhedhrtCys7MpOTmZsrKyKCkpKdSrExYwwaNv6olH/7VkGv180kX9U51Ut1aXchPWmjmJOJ9Y+ITFj1wZ+3re52S/y9eJCx/3G3Bfk2VDxVPR64FAjg+AyiaQesCIcx6OT3MnT7cjI69lrNqGVq2bp2PKqu9X1wPqa2CjqK9BuZGOgyqFBS4qLHTRqmU5NO9j773mw/F69c2pSykhux1FKxHkVCL92q7B/F5uPOdgDDfM2jGj0F+e7mG4oZcDczxkv3qePR7eLaa4NUVU/5KKkj6izTF9aEfsBaX3cOHMvWws2N1BHLMRkUSRkeeC5lr7nMsEB0+0Xg/mvsDTvrEDWc9wVhAHH8ww981T5CqKISJuenNQRFQ+3XTfuQ4HweCyzcFnzrTkss2BOQ6ucBBDDo1rBvX+lHUJZ+pwIICfl2WuRMmjB19sQc8+MpfqJPX0WPYg9Nd76v2qVZ6CqQd83R94Oxb9OV+Zee0bzDnX6mvyKV8vEvNc8nC6nLUb7L4yu00z0O3Gw2u6t736c28RFxcn/qz+TeGuorcThgK2IkCAZA+jjJTNdNH8qfT9SYcYW/6Xky7avqqYbtzVn7avKrF0Phh1z5BAetyoe8bKHkwrN74vLs6yf1xOdlVRe8CAOZCBCWAOI855OD7t24PSrHOtp30e6rLgbRtatW6ejqlQbZtAsuICuQY9WGMUzYm9h7bE96TEKpHUd2BNQzN07DIX0u370mnEwQ+pbe5G3dtVrvuPW/6muc3m0J/bPvL7e71lSdll2/jDU3afej5C99/GgbmE+BRyZF9bZhjJ6ZvWh/09hfuxII/ZNt2iNIdo1DtHZKDsnHmpnm/dyLIv5yXcFJ8u5kE8HbNHDL1aGD/fkHOtOis0mGxb9RyK/syLycMhcl2yK7tO6X6WZe6HZe+I89fEV4fbdmjhisDTtYo/5Vl9nBqVvS3bkzbumO71/sD9WJTl8cW522nq65mUvrJAd+almdlD3q4x1MesnqFGQzlkr7/XnZ6uRc1ug/O13bwNs+nr3oLZMcsSKh8E5wACJMefnxezWQTlGA+JwWPLd8huQnGuaOqQ3diSxhN5wkpPTy9zctFzAeDrZCov+jdW20on8s7SO+vNHSYjGHYdwgDsCWn/AMaS55O0tLSgz3k4PqnSnWs97fNgyoKvhhKz1tmoBlDJ03Wk/H5mZSAhkDmYArEsJ1FcY++K7iaG1upSpb/Pz/jTmKh3XjyzyXXmoTd9bVfZ0MrzN/G6n6JeVBBZSNtq7jQ0yOprnihZjqcvPBh2QTz3/V4QuZVyck/RWdfWMsNIHln0Q9jfU7gfC76OWbscC1ZxPxfI4C3jAMLmNTmGbQvZaPxLtb/pg4bf0bw6a6k4dQi1TD1gyLlWHVjcUHcLzW3/hXi0Yh4pGahomlO+Y4Escy06+x7CD8zjz7GtDuQZFVSX7Un9Btb0OtSge0cKWR5rHKlFsa5oKlZcpnQK8pe3awx5zPKccnrnlrPrkL1a152erkVD3QbnbZhNX/cWZsxXDhAIBOcAgsTDWPJJ77JUhZYOHifGlk/rGisuHvjRykbGQIKAnk6msodTakozcdGfm9ucOsx7m1x9upBdhbp3PQBAZSbPJxs3bsR49xWQkcFXq9ZV3TDifs1jduDOyAZQ9XWkel2NaBix4+gDQ5V4Si520Q2H8mlY+nXUfl0tn5/xpzHxbP1TlB9RSDn1z80BEyr+rLNsaHW5ikhxZlFMzT/EdXq7diP9/l5vARsZuGPuDbsyKDdz5xZRjkv2JAYdyPAWsA4kmK3GAUTOvOBHdVDygqv+ouiWo8Sj+1xho5q0sH0958sLq36heu88Kx5DlQ0biEDm//OXVp05bcd2muYcQfvjlxu2LWSjcefqtcXjTRkluusyPfe15bJCdcyvaOQ8Uno6FqCzVWiPoyr10nWXZ7OC9DKI3K3jLZodyr2d/48l7xfnaWqaHXCnICOv97ydr9XZWCyU55H6x2fSsPy3qf7hj/yei1LruPV0LIe6De7wvAW0dvQd4tETT/sc9RPYhlIJZGVl8eDe4hH0KSkpUXbt2iUeIfxNnDhRqVatmnhU/5v/UlNTS1+TPvqsj/Lu7I7KtHl9dS/XLuy6XuEG9QAA+FMPeDqfeKubfdXXRtfnVpwfQnUOMvt7edl8Pc372C7r5Gtd4+LiypRJ9zKq/j3+/L5gftcHWzcql349TzwGSr2uvo69QJYZaD2w8Y8C5bO3csSjv6Z9dUD58LVT4pHl/fO/St6DLyl5j76q5E14Uyn6frlipP5ff6Z0mz9b6btglrjuXbPxfcXueLvOeytHeeGDr5Ten3+g3DPvwaCX6a08y+/jfcLbq/eXc8U240cux/z8vAD3t3o/8PL8eU0vLlOzX8lRpr16ulzZ1HO/E64CqbOtvi/QKntyn8z44P2A6xI93yvrTLkOveZ9VFofuOO6msthMHW2xHWYGXWZxHUYl2U712XBnCNAv0DqNlnfe9s3q9PfUz78pLd4DKYtytc1S+n5f8KbXpelRzDXe2WO3X/+V9exa8Q1mRHXm7I+WPTqp8pnL59Q1j33m1IR6dmfRp8PKzu0ExoPwTkI+4OtojaCGSmQCxI9F/d2PcnZdb3CTTjVA5XlWAYI53pAq272VV8bXZ/rXV4w9UKozkFmf28gjQ3uQTIr61n1unoKDHsK3AUSHPPUCcqK32f2Mv2pB7jRlQMh3MAXaBDlw9dOiobFVV/8UzTMbZi5y5TGXBkovXveg2EXoOEAglYgQQ91sEFP3SGDZDIoF0ygQn18eAtYGxHMFkHf108ps17LFuVr7n9PlAZj5f3Os/NfV/p/OlN5f+E3SkXhTz2hp84y475Aq+zJfTL79aOl+8tMch2ajhquWdb8CeLb5Z7C7ACYp+W71y0ymMHHlHt9E8w5AnyTZfA/bw4LOFDrad8xPl9yxxB+9PcYGz5ootdy6V6u1IFs/j2vvt9euWboeX53pOrbt2/A13u+goV6hPqe4rPXT4tjjh8rIj3704zr5sqssrQTWgnBOQj7g62iNoIZKZgGKH+Waxd2Xa9wE071QGU5lgHCuR7Qqpv1ZNsZWZ/rXV4w9UKozkFamQChPg/KdeLgXCjrWaPrefU+NqJXtp35mzkXaCaVDKK8MOVLESz76ONeljTmchDwo+k9xGO4UAetuAFWb/afOhtNT51lRJBMMuv48JXhJMvm9A/eKxeM5cCc2CafzvT6HVp1q69t70/GhT+MXK63fSIbzNN/zzclc85T2eP9NPPVQ8qLH3xlWOaaP+sgfzfXS3qD+Hap+82uMz0t371ukcGM0mPrf/VNMOcI8F0nuQebfR03nq4V1z23VGRa/WfyXuWD104pD09bX/pan/nTzwWr50/3+xib8Z/jXsule7lSB4A5MMfH33/ebRdwR6pQZb2G+p4CxxwYrbK0E1oJc85B2AvVGMfye0dd/wJNee4QTX7xR7IrOZYyk+NgGzEHnl3HaLbreoE9hXqcdIDKwtv8BcyouQDkvAL9+vUrt0y9ywumXgjVOcj9e0M9ObvdJlw3up5X72P18ivLeWXTikKa9/ZZ8ahnHjNfxgyqT+MeSKGCiI00J/Zu2p8/wJL5sNqvral7HigjBTOfmpwbjR/9nWtKPbeUnjpL/X3BMOv48DWfY6vsNXRVxlRqlXpQzH/UtsVNpa8Njasm5jcaElfN63do1a2+tn3xsrVEuflUvHwdGenPbVNpbrM59Oe2j0zdJ6XzUK0vJqN5K3ttujuopMFI+rF6tt/zdBqxDvJ3J+xNooUrD9PoiPhy5UbNLnW/2XWmp+W71y0zuzehq3vUoSYlTnFsddl3RGybBT9NCvgcAb7rJFkGa1050Odx4+lacXdiGhU6Y6l2QQ2Kc0VTh+zG/7+PDxdSclEJ3XD4/8/7eo+xjj2TvJZL93Ilj7/tq/LEfGnnnW1HZ3NKiIra6r7GNvJ49DbXnK857EJ9T6F1XaZ1/QYAoePgCB1VcNnZ2ZScnExZWVmUlJQU6tUJCy6Xi/bu3UuNGzcmpxMxXHd80uULGT7J8kmSA3MJ8SlUUJhLVZLixUWFXS82+aKAL8D4UTaGevpdEk8cyzeVPOGznonq9SzT7M+CMVAPAIBV9YA8P8XFxYm/YOp+uSyHw8EjRGie8yo6PodyYws3BNj9HBrq832ovz8c1tVTPcANO9x4xo1p3PBjlEu/mEvZ5KJkctKP1w/z67N/bpoigiXtWg6jLu1u1/UZca27fB1F9urk97VuMDgwx42n3JjNga9grF4wgbZk/0Jtki6hbtf92+t7g7m2V+PAIgfFuFHeiMBdsOvCDdEcGNBal5Vv3ELbUrZSq8w21OOBqYbVrVzmODDHQRutMmdW+Zo2pxcVKLkU40igscOXkZG4wZYbx/m+lu1YV0QJsb9RRuREalvlEup2/fOW1W2+9qtZeBvw726SuZZanVpJlBAnGufD/Txief1W7KKFKzPo3TqxNLtmNGUvXka7Znwc6tWrMGSd9PgzAyi1dgalpjSjk5m76GCNUbQ8p4rX40Z+tn379pSenl5afmXZr1rDSaePu0SwTLZvFX2/nAp/+5OiL+pCUZf1Cnrd+bhJS0sr8/3+Hn92bmOzK7Ou38IV6nD/oJ3QeAjOgSYcbPpPvpwxF13ciuLjqpDTEWXrE5y3xjr175I37lRUfO4vgAuiYC5UwvEip6JBPQAAVtUD8vyUm5tLeXl5QdX97o0NGzduDIsAVWWm93xv1o1zOF1vWL2ucpvzMTRixAj6+OOPxbGlbsBzb7gzQjCN8dPm9RVZTJzhMmbIYrKzadM3kyuzLjlTDtPYMW2DWhZnFnB2lp7rdX/eq7cBPqq4hLbd9aDhx6eeoGP6rN2080gKReWvp3Fv3OhxHcwMZmmtT/PamZQ2sqlpQc9/LZlGP590Uf9UJz3dZ2y5AHWdqOfpzN9pAXUc1Wq4nTbjAiqILKCY4hgaO3oFGcnO9bC34KqsI/m6Jdhrl3A25etFNC/vlMhAvf3qK8vU40OUOBq1ei9d1i6Z8iIjRF2x/IZRoV7lCkee+4gcPIKiX+dAdQe5J54dKAJ9Wp1cjLwvUHem0+qgF6rOMxWxQ9x3H31HJ093oNSqG6huVLMy56nKEpzy9DvtfA6yI7QTGg8pUQB+Uqelj39iAN3xVH3q0DO+NA3fV2p7qHhLi5e/ixsz+fHMj8vP3bizhDhxQeQvbyn8Zqb/AwBAeDFy+EO5rMWLF3s856nPQd6GwgRz6T3fmzVUZzhdb1i1rvJ4mDRpktjmkydPFs/ztnffB8EMYemNHEKx++kWfg+7xI2Jvoaes4vE43Uo1hUjHoPFWXB6r9f9ea8nckisEa4eIvPvyKIfTDk+OTDHASF+9IQbGHkItsKYNK/r0K7dKFE2Dta9JeDhRPXcy8j14UczhuiU3/vjsQgqcMSK7Bh3cpjNE/sanRuOcl2R37/pSPbv5Yafq138NCUeXSQejd5m7nVbMMO9msHbcHbyvMQCrZsDaTew2zULB+ayI530ed65beFej3Owjrffze06irpiQM0SEUjiIDL4V99y4J87V3DAytO5r26tzuKxdcSFHt+rJo8/xuXZGbNF9zDJwZDf26dPnzLf716Hezv+7CJcplThwJxDSaKTp9NoRdavNKXBt7Qi+1e/r7Ht2taph6ffGU73AlAxIXMONCESHlwvDFnph6rnRTA9X2Svkef6Xk2P9LzUtF5K6J1if6gHAKAi1ANa50T1OQhDYYZ+n1SUnskVgXsv+vj4eBo/fnxp5hwH6qzaB2YPu2Tk8I52zrAyY7jDkmISf3LfuB+fzNNQZWZnzt3635t8ls9ghk3VOk6ajhpO5w+9tnQfGLVf1dmjctt/+eOrNGfhM+J7Gw29rlyGqRxm80zhixR/rDlFNM4R8zn685u07mHl8RgdSzQ0wONRz/2fkcO9ms3Tecmfc1wg98RmXLPI8pVSw0mZx11eMy5lvcPB+YSD1ehQ0TpaVHsfdTueTS+Mv9frsVwc6aISKgqL7Ga7KD32XPl0dcZU0zKk3YfIrF7niOZQvRv/KKBtfxZSUsJyOhL5L11DKQdyPF1xXW2/h6gO5Pt8Haehvk4wPnMujVKrptNrVU+XOQ/6c40d6na8YKfOwb1E8CpC+4DdYCsCmNALQ52FZnWvkmB6l8t1d/XpYmovpUB6p4RzLx0AgMrGLnW21jlRfZ7mRmT33rvoOWn9PqkoPZPtfjzoIY8PzmTlbf7UU0+J5/nRyn3A2Ts5uacoI/t3U7alGL49N58+3L01JJk6HLgZ+o/UgAM4vjKsguFpG3PjPTcSM/fMKvfjUx7fS5YsCTqbjht9eQhFb42/cjte+1R/XeVz8OEcSi4qoeszcsiI46TWlQPL7AP1fuVgGWcKcXBCbyaLzDo6PG9B6X6Q235g77vFcyObtBDvGXMgu8xyuSGbgx4Lkw6IzIg5zlWGjFzSomMkRUa7xKNe8rfLLCk9938c5OTAXK2DGbaqM3n7qvefp/OSP+e4QO6J1RlHRlyzyPJ19KDLY8alzODavqpYlPmSPYnivfFnzqdfho2mKROf9ZkFSyUuEZirHflvvzOjKysOlHJ9m1Mjg67uUYdmdmtc7lhWl89AMqRlec7NbEkP35FO3y44Uu49O9YXU3GRk45md6ZpieNoRn52mdeDyXx1P55kBrCZ2Xt6jlN5ncBDa4a7y2+5nG5+qK54vLFVW1HP3tCqrd/X2KHOMvO03/RcG4b7vQRUXLbNnJs9ezYtW7aM1q5dS5s2baLCwkKaNm0ajRkzxu9lZWdnU3JyMmVlZVFSUpIp61vRVIRIuNXjJmv1wghVr5Jw6hGi3k/e9luoe+lUNhWhHgCA0NUDdqmz/ZlvFUK/TyqqcC5roboe8LTNjNqWci6bqztWFz3IE5wKjSyaampPfaNNX3hQNJBHNDmXHSV7+Tvr1CBXxvGAe/t72sZ65hm0et5POcea3v1m9BxGnuZIVGcK8Vxtw9Kv8yuTxX0//Pr1Yc1t7ylDRmu9gjl2AqkHgpkDMpB1NfP+359MJLPOcWb+PnlsV63hpNPHXZrHuMzgUqJKaGbjH2m4qzslHqwmOlBMfHW4yLjyNFeZOgvW7MzoiuiR6eupZeb5tD1lP017+JIyx4eRc4l6O/ZE5tzaQloVv41+T9lFCVRMi68fbXjmq8wArla1KZ3M3GXKeVnPcerpfFFZ5mizI0/7LZyvs8MN2glNoNhUw4YNOWioVK9evfT/p02bFtCysrKyxOf5EfQpKSlRdu3aJR7tauLEiUq1atXEoxZ+jfd7amqqEiq8bvz9ntYRyu8nb/sN29Na4VAPAIB964FwqLPDYR2hYgjnshaq6wFP28zobfnB1o3KpV/PU+6e96Dy7uyOyrR5ff1eRtH3y5W8f/5XPFrps7dylNmv5Cjz3soR/17x+ljlo+ndlRUvj1TyHnxJyZvwZkDLVW/jjX8UiO/iRz33Yd6ol6X3NU8++qxPwPvNSGs2vi/WhR/Fek3vIdZryowuYt1WffFPsT/cy4ivcvPmCz8o7z93UDx6IpYx4U2l4K05Hpcl91ffvn0DPnYCqQd4W/Bvl9skkDLI66y3rBlx/8/7ifcdP2ptZ6uPcTu1b/BxOc/L8al1LKqPC73LAqVcPTHrtUxR38/6b1a5OtrI8untHCvrgSlb0sV5866lPyn9v/5MnEfdz6fy38GyS/1ut2MxELxP3PdVsIK5DjBDOF9nhxu0ExrPtqkQH374If311190/PhxuvPOO0O9OmBDvtLQtdKtrR5SCGnTvnkaWkwrTR7bEwAgfIRDnR0O6wjhy/2609+yFk7DYJrF0zZzf96I7SSHEBzboqXI8OF5dvwVqqGv5HBncnjJbTV3UkFkIW2rvad0SDP10IKBbHs55J0c6i6YIfTVy9L7micHa4yiObH30IHqI8s8ry4bwQy3pod6GDbOEOJsubQqA0XWGGcLqacM8FVuaif1pIS4FKqT5DnDj5fHy+VMSbGsxavKDb8o9xdnMlp5zpNDbAaS8VJ36HXUcfq7dKB+HVOHiPQ0/CI/upveIImu7l5bPIaKv79PDkMZ7NCRcsjEVtlrRJabp6xZzm5S16Hq40K9rILE6X7XT5XNh7u20tXtUqjQuU3U92ldY8vV0bIe4PIZbD2nde6VZWnzynN187iWbcV5c1d2ZplhfeX51Kg5ULXKlB2EemjHYIfB1ntd4O0aK5jrADPgng7CmW2Dc/3796eGDRuGejXAxnydELVu3CdNmhTwCQSNJOaQ+4knjA/FTSMAAACAEdTXisE0XNit0cOKBuBAGLmdggkkBDK/jxG4kZwbuFdV3SEaZA/WHScaMlPrtKG57b+gDXW3lDaOb9gSeCO4OggYTMOkell6X/NkWU4iFThiaXlOFa9lQ2t+vilfL6JLP5slHoM97k8eqVOmEVnPfHnqcqOeN8rb9lDXN3JZgirgF84NybWvHKh73dWNs3Ib9evXz2cQX7434VQTEVStFtegzPFi1vyOZnbyCCTYrdVor7fzgVYdqg6uyGX9ue0j8T3rt0wzfW4xowXS4SEY8+smUnaUkz6p/1dpcNTTOshyun1ViaHn5dKytL5Y/JuDdLz8q4/WpFhXHvUsPFSmDnt/xpyg69Zgz8tmCqdAkOyY0iwp5dw8c01a6J7Tz9s1VjieVwDsyrbBOag4zApq+XNClCcVFugJJJwaScIRTu4AAAAQztTXisFc24TTdVEgDcBGCWY7qRs31YERf8isBT1zmJkRzJQNshyg4oZMnqNHNry1iewpgg1KSUnAjeAyCCgzZoJpmFQvS+9rntzYpGVpg6O3sqH1vnl5pyg70kmf5527TwzmuJ808UevjchajenqcqMOgmhtD1l+dqwl8b2z9pwLzHLGDC9reUQencrPpeUl2aY0JE/dvll3Zk4gwU/ZdlD74BGxv8a06xjwust9s2TJEp/38fK9/9yg0JzUh+hHZ70yQe3eiTlifWodzNDdtuFPcNCMNohAgt2y0X7q1k100fypNPGLN2hHiyvo6zrjaHv1C/2uI9XBlZndm9DVPerQrDqJ4nsc5LBlZpQ37oENKwJ1N7Zqe67uatW29Lktf5RQ1MGPxaOcf3Tq65nU91gzSi52UYfM8w09L5+tf4ryIwop57xzdSUH6Xj51bKa0bCCd6jBmU/L1GGfxBeIuvWT/GNkF5W1s/2cHennAranjpRmNerNSPR2jRXqAGVl3Z9QMSE4B6azQ1BLnlQef/zxgE8g4dRIYgS7DAGKky4AAADouS4I9TWD+loxmIaLUDd6mN0AbFTwKpjtVG64tQCGpgykYVYGMzf8cYpem5JGr0weTsFSB57cG97ar61Jw9Kvo3bH24ZdI7genoZRU5cNrfcNjasmGrKHxFUL+Pv13iNqZSqoy8/GzsdobocFtLHTUZ/lZ2Dvu8X3VhvYTzS8ztj8p1jWe/unUr13J9JNU14nM8zZuVF8Hzf4+hJI8FO2HXz31MSgh8eT+6ZPnz4+95F8b60rB4rfty2ykzheFFLEfmtwYpZYn28nPKu7bcOf4KAZbRAvb3ifJlX5WDx6oh7uVQ4TG5VzM406cD2dPtWddmbXoUJnLO0qPL9MHan+rJ5z8My8k6JMbHR2ENu3Q5sxtsyM8kZ2eGgdcaHuDKRAyA4jYw5klzsWonMGk0NJpuic68W/S/YkUqwrmmplNaCFKzOozdlNhp6XP3aupCkNvqW5ESvFv1t0jBTLT62afm5bFHUR6+qsU0Nk8LYuWU8xSh61cvmuJ7SYcT0XSLtkqK8rjdCqeJ3YF62L1/mdkWjna1E7tDMDGMXBE8+RzfFQhE888QRNmzaNxowZ4/P9BQUF4k/Kzs6m+vXrU2ZmJiUlhW6M8HDicrlo37591KhRI3I6g4vhPvfcczR58mQaP348PfXUU4atI5irRo0a4mTHFyPHjoWux5Nd1qMyMrIeAIDwhHoA7MbbdQGuGSpGPTD/3TwRfIiOJRp81/+G6TPB2s0fiAZVDlZ1bnsblfz4B5UsX08RvTpSxIALdS1jxvxLRMNsTHQyjR5cdo4qT3g4MM46OOX6gJRqM+lsTgk9eNv6IH+N9ndwAyrP7eTv77Ibztbi4QQ5+MhzHQWC70m5EY+DHGbck/paR/fy1uFwGypZvo7mtv6MCpTc0vKjpzy579u2PaKo+diRlNS3N3WMSKeuzlXkKommpx/aHdS9t9a2kvXAG+nv0CZHG2qnbKXJ17/idTkfLvqWPs/LpCFxKXTrlVeEvO1ATxng/Thv7w4a2vjcflTXE/6sn3xvu3btaNOmTaa1h3j6Xd1mf0gRiQlUkpNDq2++TfOzAxfNp+yiQkpwKjSyaCrNjBhDuRRJt++/nGJdMVTizKcO3RNFmWtWJYNa7vyutC6Rn02Ojqbvrxis6xwsy+uZX5fRjmmzKJzIY+9M0UaaW2c3DT6eT50vcpUpH0aa8s5Uml8jVnzP7XePK/Paxtl7adfRFGpWK5Pa39yYZnz9N7n2JZKz6t80bPevhtf38rgY0qg59Y2OL3c9UPj0WyJwS/FxFP2ve8odN/4y43oukLrFLteV3uouX/VasPvCrtDOHDpoH/CPnnunChmce/bZZ2nixInlnl+3bh1VqVJ2LHrwjAOcMTEx2ESVFF+4zJo1i0aOHCkuYCr7elRWqAcAAPUA2In7dQGbOXMmjRo1Slwj4JqhYtQDh3Yk0tG9CVSr8Vk6r0UO2dnfq9+lvUV/UOOoC6let7t0fWbvoc/p4NFv6fTJCKKIU7RzczR9Nnt3aTkOetvtSaCSEgcpLgdFRruo8+XnsrC+OHqIfjhxlAZWr0XX1zqPrMLHpftx6s/vqNXkXBm4Y8tayikppsSISHq/TeeA1qNr1650+vRpSklJodWrV5PR1OvobXvXmfoNRRQU0vr622hr3b1Uv9bl1Pi8If8rG9+V/lsPWe89+NhFVPf8TL8+6++24nrg7+Nf+72OdmF2GbDL75Jlz3niJGVGRlDDk6epe/fumuVx6q4f6ffcaGpTvIHSiv+gTc5etMvZhW7MaEqJEe281sPqMu7t/CyF43la/s6b9w2k6JIoynMW0AcNv6MqioPeS+tm2vfemb6azjiU0u+R5476ta6gDVE9QlKfe7oemL52Af0WmUIXFWfSmM7XBf0ddikndlkPb3VXMPVaIOdnAIb2Af2aNm1aOYNzyJwL/0i42T0bAcD+9QAAhB7qAbAzu/RorujXuGbWA0ZtD6u367ksu3VERcXn/v6XLaDHjE8uOpct5Uig0TctNbQcz3krhxxFEaQ4XRQT7SzNrmIDv/yUsslFyeSk76+9kazi6fe9Nelnii1pTdsPLqIZ858ss+/U2ZOBZGCpy0b79u1NzV5SZ1zJrKKYiAiKcUaUyagLJEsz1BkJgdQD6iy/UNeDejItwrGOVv8udUYb03qOzfroA4rIvpqK4uYTxX9MrU60pA6ZnTXLpjo79LW3biZn7BZy5behh+6dXea9N4xsSj16J9KqZTn06azdHuvQiF6dbHkMuJN1Z7fMFpSW3Zg2V91HW2vsLT3WzfL2J6sp/mhzykxZR6kJz1N+/hlyOF0iO3ZBysPn9ic5aeG646Xb0dMxZxR1PSC/7/fYTbQiZQ/FKvn063VjqaIJdb2gVXcZcW4Lx+toCD20D/in0mbOqfGwlsnJyZSVlYVhLf042Pbu3UuNGze2tFGex3LmsYPz8vLEH58keIxjAKg89QAA2AfqAbAzvm6UjSV2nA9DC1/byoaQcLnGNbMeMGp7BLMcntuO5/E6W/+UmFdnqBJPo1btocjenSlyYE/Nz/DcOmIIr6hIougo2tH8cjEvE8+/1+6CaK/ft/KNW2hbylZqldmGejww1ZByLH/DfscJqlpQhbanHKBXxnQo85733vqAvqgRQ9efKKA777FuaCtPv2/Kc4coIT6Fzpw9SXc907DMvuPfs2NdkZgvibdn6fZOiKPY58brup/kubr4+6w+5v61ZBr9fNJFDeMj6WhJAuWXFFNBSYmYE5DnjTKK3OfqMsfzf326Z7uYhzCY+dqCqQd4Dj2eiys2Yz65imLE3FRD7kkIi3pQrlvTUcPp/KHXGr4drcBlQAbR5LprPcfmvnlK7COnM5euO/UJRfbqVK7ek2WKyzH/ySEwz+RkUnS0UwzN+/AdZecWe2dmd3JGFIlA0t2jzs1T5s6fYzrUZN1ZoziLDsXG0yWpTnq6j/kBqNmvZ5DDlUQux2k6W+tqKixwUWGhSwQ8B074SuzPm3bXoypFzalpwVbqOKG3mK+VOzaojzmz6gH5fSURBTS1/gLqFnuEWuf+LOY9DZd5BNXnDG/1QlxcnPjz9l6rGFGPhuN1NIQe2geMh9ZWsOWknizQiY8BAAAAoOKz80T1nnCDDq5xjd8ewSyHAxyicXFvImUXFtLneadEo3ExZ8Z5wIE7blSe22oAfVztZtp4vIZYxpY1Z3x+38Ymg2lO3D20scn1hpVj+RtqF6fQZ80WU8vuEeXec2uz1rRwcxZdkNRXNKhycCeQhjzezvyol6ffVxC5lXJyT9HOQ9+X23ccbOKGZRl0ktubAwd67ye5wTEUxxwH5gocsXQgt1gE40Y1byMCcxwUMZLc5xzEdMdBFC7H3HBvJM7S4OHT+NGXTZtmirnzCmM+FUECDrKGSz0o163WlQMN347ux4+nYymQY0yNg29c9tyDcGMOZNPClYfFo7u2XRPFPmrbI1kEybQ6JMzZkS62hctVLMpyq+J1Yv9GRkaJwJxS2KbcZ7p1HEexMVWpW8dbNNdRHtMzuzWmS7+ZJwKAdnVBcl+67cCVNOBMBA3Lf5sa7sgvrUOLf/hdBBr50WjVG+0jxZlNsTVXiG1ZeLY1TZpwmNq1GFO6j6tQayp0xtLuxPbiMxys1zrmAqGnLMrv69g9kZYOHkeNTi4UZSN9eVHA5xmrqc8Z3uoF5uu9ZnLfJ0bUo+F4HQ1QESFzDmyXOYeeG+HXkwgqJvSIAQDUAwDWsuN1V0WvB2SWVk79UzTHuYqGKHE0avVezQwStamvZ1KsK5qKHMVU7CihE1WW0+O3DvL4PRxQWZWwk5YlbTU0k0qdaeZNMJkVZmQ8ecoAC9f7Sc6c++WkK6DsGn+y3jztc08ZUsFS73tv66rODg1HI9+dTNvio6lVbiHNumu84duQB7DSOpbMyipUZ6pxMKl42Vpy1qlBrozjXjOF7/n8IdrkaE3tla301pDX6JXJw8kRvUUE5R4ZPyeg9VFn4/XObkPdzzYzrB4w4jyclpZG6enp9PoTOyjCEUdOyqH86tdQ7ImF5KIEUYceKZpBX9WpQoMyztD4B+62fF2nLzwoOpZENM6hMYPqG7psrbLo63pgyIjGYjjT1KzvKDqyqmkZfEZyP2cwb9dgoT6/2DnrGCqPin5fEAq23YoffvihGMKS/+bNm1fuOf5/qHjQcyM8exIBAAAAhIoRmQZ2WWc7Xnf5kzETjmVBZmlxwyYHy5xNG9DV3WvT9AZJXoftmzavL+XW2kn5EYW0vupO+qDhd/Rj9XNZKVrZFDLTqUN2k6AzqdS/U51p5o3MdMjI/t3ntpLf069fP/HIjdVGZzx5ygCTASgOJv78WZ7uLIxQ309yQNfbrR4AAGEvSURBVI4zSK6LGaF7nWV5+XTbZpGhtH1Vic/PetrnWllTRuB9npKSIuY18pWhp84ODUffTniW1o65k757aqJhy3TPdPGU9RJMNoy3+k+dfcqBOQ7WufYc9JkpPLZFS7pFmUPnZxwRy3/6sS/pkTs30qSJP5apD/lRr+mb1ovyU1RYJOrD9qcb6M4+Nps8D++sXpXOf+15+u3oj6LObF3zDA3bPYJa18wuzU7bFdeJbjx8Fe1J6OT3NjDCTNdSmtLgW/FoNPeyKMvWJZdcUuZ6QH2OOJVxvsjuy3FtMSSDz4rrO/dzhq9rsFCfX+ycdQwAFTBzjgNwM2bM8Pj66NGjafr06bqWhTnn7BcJD3Wv4FB/fzgJde8gCB30iAEA1AMQDsKxJ7GndbbjdVc4bV8j1rXfl7PprMtBCVRM367LKs0okZkm/O9Z2RPE0F081NiYIYvLZSuVmZMuKlJ8ZsuxWrTzSAo1r51JaSOb6s7acL9f0Ts/t54MLD3bSr7H4XCITB8zyoC3rD+Z5ScpUSU0o/EPNMLVgxIOVrNFlo2n+0u57hGR5/68rassL9ObpNAXDVNo1N4B5CiK8CvrxKy55tTXAw13H6GS5etoZvcm9LkjTzND75Hp66ll5vm0PWV/ubkPw4Ud62Jf5PH6dK/L6M52PWhL1Ujq/8I/Nd875etFNC/vFA3Ji6DRu0/S8pJsuvH917y2j8isqOWLM2n54rzSbcNBKff6UI+mo0dQUt/e1HbbXzQlqi59Wj+KnGcHkZK0iEbdGpq5ytzr3o0bN1KTN18iio2lyKI8Gpw1mVwF5TMFp716kqIploqcZym/5mVijr2nHtxlWTuTOqvRLJ7OBfL56y59nAb0uouWrZ1OH39l3O+2fM7QMDzuJbRxglXQPlCJMuc48MaVvqc/vYE5sKdQ9woO9feHk1D3DgIAAACoaD2JPa2zHa+71Bkzds5UNKIs8HxKMUoetShYQ3ObzaE/t31UJtOEM0zatRwmGqLbtrhJM1tJZqkI//tMix3f0tUZU6n+hvlet5+8T1myZEm5+xW983O7ZzXJ7DN1FpaebSXf06dPH9OOMW9ZfzLLr1Z9p3jckLRH/K6SPYkes+1CRX1/eST7dzGnXlHRuczA9JUFYhhUHoZOTZaXW5u2FuUo8+xK8VnObvRFZi3N2PKn2DackWQmDsxxmW6/5wsalvc2dSheUS5blLND41zR1CG7MYWCEXXUk90voUN3Pi0ew4U8Xu9o151SYuOo9WnPx8c8Ry5lRzppfmq0GOaSA3O+2kf6DaxBiVUiacBV9cqcp9T1oR6jmrSgA49MoHtjB9DXySOoxtnqVNJgJLXuTiE/hjkwx7/vto7dRFZfy8K1FJ8QIYbyVOtyYRVRNxXF51DUsZ/pcOYj9MTz9WjTDmvaK2VW45gWLS0pWxdffHGZ6wH5/JV976MqCal0We/7DJ1rzurrOzteg+mFNk6A8GXb4BxU7OFrQt2IEurvBwAAAIDK25gSTuv81FNP0erVq8VjoA1A/jSWB9Owrt6ugSxLNnaS00HTEm+lWbUTRdCB52aSw8J1aXe7yBDhRy08JCYPjTmzV4vSz8gAzNvrlmtuP7mucuhIrYCYvId5/PHHvZYfzp6SQ2d6GjZSTxmU71m8eHFIyqsM3FVtNYvO1LyKGkYX0u37r6D8hDwxnCjPE2gX6vvLZ18ZRnc+3YC+X/amaLwvURQxPyHPD6XGmZkcIJFzfsnPTnx1uM/v3bR9rshaapa3moqyz1DLNZGGNo6rbW9+BX1dZxztiOsivnf9xqk0bcYF9OfmD0oD0WldY8Vv5sdwbaR2D8aHC3m8bq0aRafyc8WjpB56svbBI1RyJodqHczQ3T7SreM4EYTr1vGWMs/7qg+9rev+lM5U6Iyls84BpcswIriqHm5Rz7LU26Drn3F027a+1P/4RXQ2p4T27UgotyxZRzlzUyjWFUPnu/qJAGbfgTXJCoFs+0DI/fXLL7+UuR6Qz3frkyqO+aioKEM7ToTqWsnOnZA8QRsnQPiy7bCWRsKwloGnj8fFxYk/DP8IUPkgXR0AUA8AgLoekMM+tW/fvtywi0YMTWXkMFaBLIuDGhzQWhG3lX6vupMSSgrp2xXHRWCNAyju71EPVZg+a7cYuvKv+GxKKaxKW5N302u3dNU1bJZZw3dxphYHhCIa54h59ew8jJan5clh8xKPLSKHK4nynQU0peF3lOBUaPG1N5MdqfezP/vBn6HVONiyeccndCKjtpgD7LXHt1OEI86vITH9qQfW/1Dn3HCdUfmUX3corSpuTVuiOlBqyUnKobo0NK4a3X71lRRKRgxNJ4axXb7uXGD9f0HTcONtKN5/Pvwytax7M+04PJv+/eqjIVtHOaxts6QMkV3M61pr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class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=607efdb5-59e2-455c-a3db-2576edf1bf98\">\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=\"Periodic-plots\">Periodic plots<a class=\"anchor-link\" href=\"#Periodic-plots\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=397b95bd-4625-472b-84ff-25128b7a4ea3\">\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[19]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'periodic-RMSE'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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=94f33eb5-4bc9-444c-b60f-6de67617801e\">\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=\"Periodic-violin-plots\">Periodic violin plots<a class=\"anchor-link\" href=\"#Periodic-violin-plots\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=7f6a1e74-be41-4c06-817c-4f88a86baf3f\">\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[20]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'periodic-violin'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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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joTy9re/HUeOHMHIyAg2b94cvb8ctVoNP/7jP4677roLz3nOc/CSl7wEd955Jz70oQ/h1ltvxW233YZUKnXOju1Vr3pV9MYwDMMwDMMwDMMwzLnFtpv4xCePIe0V0NCqeNnzsxjevon/zAzDXHAkVri98cYbsXfv3shB+/73vx9vfetbl/3aD37wg5Fo++Y3vzn62jZvectb8IEPfAAf/ehHV/z+tXL99dfj4osvXvbzX/7ylzE5OXnOfh/DMAzDMAzDMAzDXCiUF8oYtbdE7+f8HE6cOsDCLcMwFySJFW6f/exn9/V1YRhGIm8ul8Mf/uEfLvkc/fvP//zPo8+fS+H21a9+NV75ylcu+/lnPOMZLNwyDMMwDMMwDMMwzFkwnbofo80rEIYB/x0ZhrkgSaxw2y+PPPIITp48iZ/6qZ9CNptd8jn6N7ljv/KVr+DYsWPYvn37hh0nwzAMwzAMwzAMwzBrJwzl+Ks9cP9D+OaPTkTvpzJNvGh8E9KPuxRKIbfRh8YwTEKRQrglKFahF/RxEm7p65YTbm3bjt46C50RQRBEb90s9/FebuB+vo5hGIZhGIZhGIZhmPacO1ZqFcSvvu9LMbf+yrdnMFZ5cvT+8dQM7r7vC3hCtQHtOU/d6ENjGOYccD76KeGF24WFhei1WCz2/HyhUFjydb143/veh3e/+91nfPzQoUPI5/OL//Y8L3qdnp7GwYMHl/15jUYjep2fn1/x6xiGYRiGYRiGYRiGWUo8f79sUbidmZ2TYm4dBApKegmD+ZNQ6+Ow0xbmZ2dRlqBtDMMAlUrlnP8ZhBduzwWUf3vDDTcscdySO3f37t2Lwi+h6/Gfa3R0FHv27Fn256XT6eh1cHBwxa9jGIZhGIZhGIZhGGYp01PTeKjj39lCXoq5taLERcwN0wTqgKZrGBgcxIgEbWMYBos7+M8lwgu3baftco7a9h9tOUcuYVlW9NaNqqrRW78f70ZRlL6+jmEYhmEYhmEYhmGY9pxbiefULcetGwRSza3j1gGUCKH0qS8wDJN8zse9LHzv0M62bWfdrjUDl2EYhmEYhmEYhmGY5HFauPUhE0pLuQ1ahi+GYRhpHbckyG7ZsgXf/va3UavVkM1mFz9H/6aPU+TBcoXJ1sLhw4f7+rpvfOMbZ/27GIZhGIZhGIZhGOZCRm2Jmk6r3owskFhLLfNJmGbhlmEYmR231OG9+tWvRrVaxXvf+94ln6N/08df85rXbNjxMQzDMAzDMAzDMAyzdrRWqIDty+W4jZMgFEStYuGWYRgRHbc33ngjvvWtb0Xv33vvvYsfa7tZn/a0p0WCLfGmN70J//7v/44PfOADuPPOO3HttdfiRz/6EW6++WZcd911+N3f/d0NbAnDMAzDMAzDMAzDMGtFUWKvWVMyxy05iUm7jVrVyvNlGIYRSrgl0fbv/u7vlnyMYg/orU1buKV4hFtvvRXvete78K//+q/4+te/js2bN+ONb3wj3vnOdyKdTj/qx88wDMMwDMMwDMMwzPqJ5U2gKZ3jNhakPY5KYBhGVOH205/+dPTWL8ViER/96EejN4ZhGIZhGIZhGIa5EPjBD+7Ed++pRO/v3FrFL/z0cyGb47buu5CCuNYaNBVQQqXluBU+wZJhmAtRuGUYhmEYhmEYhmEYZmVuu6OKTbXHR+8/4DyEX5CwOFnddyCRbhsJ0tQyFwFHJTAMsyIs3DIMwzAMwzAMwzCMoIQhsKCXEGp1KOLXH+/puK2FkjhuW6hqLNw6JOUK7rit1+v49CfnkfMKkTSdHv8fvOilL9zow2IYaRC7h2AYhmEYhmEYhmEYRkraWbCNQJaM23BRkFZDwFbJcSu2LFOpVFD0BjBjzUKDhoVaZqMPiWGkQuwegmEYhmEYhmEYhmGYJVvxZXPcNiVrmabFjltbbQXeSkBq9ADmjHJUUo5hmHOHHD0EwzAMwzAMwzAMw1zAyCiXtTNubcmE2zjjVomEW0XTIAt0luQ6Uwyz8bBwyzAMwzAMwzAMwzCCo8gomilxixzJpAtV0+KoBE0exy0RRlegjEsIDLNxyNNDMAzDMAzDMAzDMMwFCjk4Q9lEMyWIXhzJ2qWp2qLjVvSM2yULByS0h3K0h2GSAt9RDMMwDMMwDMMwDCOF41ZBGIbSOW496JCDuD0aOW5JkJYo45YIovbJ0x6GSQJ8RzEMwzAMwzAMwzCMJFEJYehDNsdtADlyYNuaOgm3Sqi2ipNp0lx/gRIiDOVyRzPMRsPCLcMwDMMwDMMwDMMIjhIqIM3MD1zIJ9zqUjmJNU0HlSeLHLe6HMItNSUAnS852sMwSUGW/QYMwzAMwzAMwzAMc8FCwlkIFYHvAnoaMgm3gAm4HmAakAFN16GELhxNgSKJ45Yst7HjVg5/4IMPPIzb7jgeve/nJvC8638CO8Y2bfRhMRcgctxRDMMwDMMwDMMwDHMB0y5O5gU2ZCFU4tgHBQa8Zh2yoOsGVKhwKFVAEuFWRYhACaCEcrTny9+cRm7qydHbkemr8Ne3f22jD4m5QGHhlmEYhmEYhmEYhmEEh7bekz/VJ8etLLQct1qoolKZgixExclCFZ6qALocsgy1wleoPJkcG7spq7dkzGNgzEcmbMIP2+5vhnl0kaOHYBiGYRiGYRiGYZgLmLbj1vflcdxCjR23WqihXJ2BLKgqZRJrcGVy3FK+Mi0dSOK4baModK7i4msMsxHIsRTCMAzDMAzDMAzDMBd6xq2iwvMdSEMrKkEPNVTrs5AFVaPzpcWOW1mE25bjFqEunXAb+9nFp9Fo4C8/dQSWl4etlfCL7n9g23P/F7RLd2/0oTErwI5bhmEYhmEYhmEYhhEckpZCAE2vCdkctyTc1poLkEm4JYd0QP/X5RFu44xbGYVbRQrxrLSwgLHmdhS9AYzZuzDZPInw8MmNPixmFWS49hiGYRiGYRiGYRjmgqbtCWy6EkUlkGSmhtBDFbVmGbKgavG5CqEBmipZMTn5hFvKI26dMimYyh+P37GMOOOCSTTy9BAMwzAMwzAMwzAMc4FCDk6SAhueZMKtFkIPNDScKmRhMR1B0ePAW0kI4cvnuI1OjyZJWMJSgtBvN5BJMHLdUQzDMAzDMAzDMAxzAdJ2BDY9Ry63mQ4YoY6GW4dMUQkEFSiTJeO27biVTbhV1RBqqEmlb1KxNSKgcBV23CYeiS49hmEYhmEYhmEYhrnQCDsctwqanguZUI0447bpyyPcanrbvUlVyuRxcoZKABUGwjCATFEdJNxKJUe3LjkfgVQLB7LCwi3DMAzDMAzDMAzDCA5t5SY9xpbMcauR4zbQYPvyFF1ra2Va5LiVR5ZRWo5bPxB/8aBlSo1Ojwq5Mm7bTfHhAZIUx5MZeXoIhmEYhmEYhmEYhrlAURUFSqjA8cUXzTrRjDgqwfEdqcToxagEifbgK2oANdQRSCDctqXbdlTCoklaIjxy3BpSeYmlRJ4egmEYhmEYhmEYhmEuUNo77p3Ah4yOWzeUSbiNT5ZGUQmKIlWsAInRvkSLB+SOjoVbic5T69VTAygs3CYeFm4ZhmEYhmEYhmEYRgbHLchxK5dwq0cZtzrcwINsjlstoKJX8giCmhqC0mA9Vx6RXVUp0kKH2q7oJQHtK86lNrFwm3hYuGUYhmEYhmEYhmEYwSH9j3JuXdkct0bLcUt5nJKgt4RbEqRlgoRbwmvUIJUYHTluJRRu1QAwzQ0+GmY1WLhlGIZhGIZhGIZhGAmEW8q4dX15BE5CNxSYoQ4vDCALmtGKSgjlkmT0VgUvr96ALKgaCexUnkwmwkXhVjGNjT4YZhXkWt5hGIZhGIZhGIZhmAsQ2tKtBgr8QB6Bk9BNBUagx4WUJItKIMdtEPhQSR2USLh1GnXIghIJtxo0mRy3LcutR6s9lvjC7V/9w82wpp8Uve9rM3jVa3dCbdvaJUCaRYMwDPH5z38ez3zmM7F582ZkMhlceuml+I3f+A0cPHhwow+PYRiGYRiGYRiGYc45bTlJI+E2VOGFckUlGFHGrQY/DKUS2UMEkXDreTZkwdBjiclvNCELqhZG15+6eKfJQNwWh2rjWeJHJVSqGRihjrJeR8rbhNCRa9eBNMLt7/3e7+GFL3whHn74YTz/+c/H61//euzevRuf/OQncfXVV+O+++7b6ENkGIZhGIZhGIZhmHNLS0/SNCXaeu9J5rg1KCoh0OHLU8MLiqIgVP1YkPbkiRUwWoWuvGZDOsetIlFUh9JyD3ukCEog3BIlYx4nB+6BjEjhHZ6YmMD//b//Fzt37sTdd9+NYrG4+LmPfvSjuOGGG/CRj3wEn/rUpzb0OBmGYRiGYRiGYRjmfKDq5LhVoq33MmGYShwpECoIwwCKIrD/rMO0GSo+9ECD78rjuDXbwq0tj+NW0RTQf1THSzrHLanSKTmEW0JZvMEkWuWRxXF7+PBhBEGA66+/foloSzzvec+LXqenpzfo6BiGYRiGYRiGYZgk8Nf/8DV87Mbb8IVPfwteSZ7K94Smk+NWQ+DLJdyapgKVJBnFQhDIswU6dtzqCDwHQtMhRptmLAJ6TVueCJJ2BKxMSQktFdpXNSiaHPnKncJt2A7xlQQphNu9e/dGHcS3v/1tlMvlJZ/7z//8z+j1J37iJzbo6BiGYRiGYRiGYZiN5n++cjOyU0/GyMLjUZ+9BtO3n4Bswq0eqgh8ecRNwjRj2UIJ0ggEz+/t1P5ClTJuyXErtjvV805fb5YZq5yeI75w24ZMqUToSyGfRShKfB957cZJFgEBkV35skYlDA8P4/3vfz/e+MY34rLLLsMv/MIvoFAoRLEJt9xyC37rt34Lr3vd65b9ftu2o7c2bfGXXLz0xjAMwzAMwzAMw4jNQmue992BB/GU0uUIg1CS+V4sVmhG7Lj1fE/4dgVBW+IMo+Jk8btp+L4HTeg963G76Py0Hbee0xT6fHmev9gyS9NB/mG3aQvdpk4UreXi9MXvL8LW8StKy3Gr6MK3qZN2ATk/JFPxxrTrfPw9pRBuiTe84Q3YunUrXv3qV+Mv//IvFz/+tKc9Db/yK78CXV++qe973/vw7ne/+4yPHzp0CPl8/rwdM8MwDMMwDMMwDPPoMD0zjUL0Xjy5ny+VUD94UPg/f9jSOGvNGvQwi4VGHQcFb9fCwgKAy+DYDmamTwEYAcIUDh86BF3PQFTC1smi8+NDhx7oOHnsIBacHERl4uQE2ekiM5xfqcDAOMq1ivDXIC3sENPzFLu5HXbdFb5N8/MlAEV4QWxc9GEK36bO+wqtfO/Dh49AMzYm26JSqZzznymNcPue97wH/+f//J/o9aUvfSkGBgZw1113RYLuM57xDPzrv/4rfv7nf77n9771rW+NCph1Om63b9+O3bt3R85dhmEYhmEYhmEYRmxGRkbgHKX8w/jfA8UiNu/ZA9FREEc+DI4MQD8ZwDQ07BG8XZMTU3iIYhIsEzt2bsUD37KhhCns3LUDlinuHF1RTkavdH5uNY5Bd3WMDg1ik9DnK8QRcttaFoZHhzFPH9LFvwYVlQRpYMv2TTj+Q8DQLeHbNDExgX2t3GgiRAq7du2ASpUNBUZR4nNltBISdu7cBTO1MTm33fGt5wKxz06Lr371q3jnO98ZibRvectblrht/+M//iO6uShGYTnhljoYeutGVdXojWEYhmEYhmEYhhEbqgxPhO0CNqEi1XxPS+nQQz8qTiZ+u05XhzesVlvCNBRFjnNGbaAt+LqjUyCs0G1qmx3p7rL0ODO1KcU1GKNb+mLGrehtUlrHr6itrOgoN9qBrsZF5URHQzsKgs7Vxgi35+MakUK4/dKXvhS9PvOZzzzjc5s2bYpyb++8805Uq1XkcmJtQfjGbd/D1FwdI6aJH3/mE6Gl5bihGIZhGIZhGIZhHk0WBdtF4VaOv3+7GVpag07/kKA4WdDa8kzoixm3qa7yXmIT6iG0UIfviF2czPdPZ3oaeixaOR0fEx0zWjgIEfgbIwSeDxQ17iOUKDfaBdr3mOBoilx9u1TCreNQ/DUwPU3ZI2dCHyfV21hMNReDSrWKEz94bPQ+pfrst+/HpS+4ZqMPi2EYhmEYhmEYRjjaRWPCVmGeUB5tKUI3NSgI2jGP0oiBuq4sikwyFVJSNETFyXwv1jNEhRzebUwtFm5tiZSz+PoL4ftiu2070TQfAUIoyML347xbGdAlW5RrI8WVd/3110evH/nIR1oh5qehQmXHjx/HU57ylJ5xCEmGKjESdxYfiF49193gI2IYhmEYhmEYhhG8gA1ioUkmEXCJM1WCZvk9HLeUcQtPfDdxG8UA9EBD4DQgMkGHyN6OSnAlUs4MK144CAIp5LMIDSFc1YMSZOAH8uhMRtuRL9H1J43j9kUvehE+8YlP4LbbbsMll1wSZdlScbIf/ehHuOWWW5BOpyNRV9iBhVaL/y3RthCGYRiGYRiGYZhHk6BVJV5pbaftdArKgNaa3QcSOAN97/S5UbXIRxwJt2Frt60MqIYSO24dsR2PQYd13WxHJbQrAEqAoakI4CH0Y1FaBqgldcWFEmYQBPIshuity0425UwK4VbTNNx888346Ec/iptuugn/+I//GMUnjI+P46UvfSne9ra34fLLL4dotHXbxUzl1gCDYRiGYZKE53n40xvvgurlMZM6icKWObzpuS/c6MNiGIZhmCWELYctyTCEJ0EWbEy4JFIAEjgDO12chE/FlEILoeAiZyeaqUbCbeAKnnHb4Vy3jFjcdOTY3L0o3HqKhyCQR7glHNWBGmSlEm7N1qvXWqS7oITbo0ePnrNfuGPHDpwPKAbhLW95S/QmG+3uwZfM7s0wDMPIQa1Wx3gtXiDVgyL+pfE/eNNGHxTDMAzDdEHRCCQnKa2M287t+CLTniYaRntLt/gCk9d1bnzVgxqmEEjkuNUNBX6gw3fFFqPDjnOVMmLB1pNBuG3fV6oKV/URBFL4HhdxVRcqOW5DT5pzpbf+aUeRKuL3g236uvJ27doFRTl7qzv9DHLlMP3Rjkag/BHCZcctwzAMk2BCrQkrrMHghUaGYRgmgZBQS3KS3hJuPYmyHQm9JZqFEgi3nWJg9G/Vj4VbW+w82E4MU4MPDbZEUQlpk649Hy7EKgy/EpqiwlU8hKE8bSI8xUVaMsetQRX/ADR9WuARq8bVSvS9ZJDJZDAyMrLuXzQzM4N6vb7u778QaXeA7cp4tmxlTxmGYRjJUKJFx/aCI8MwDMMkiXambXt+5QeSRSW0dKUwFN8Z2G34CjUSbi34ttgiZyeGqYBCEuqu2M5vvyPWImPRtefDp7ssDM+JATAJUFSCEsgl3AaKA9VPIwzlWcAyoYBaY0cu9jxkQV9LAbBPfepT6/5Fr3rVq/D3f//36/7+C5F2ldP2SWqycMswDMMkmVBBoAbQ2HHLMAzDJDg3VW/tZHR9OQSL9mNXbxcnk8Dt6J4h3AaRcBvY85AFsxVtUXcVafKILZ0SpEP4ikmCBhUkggx4qgcjbCeoykGoONCDQYThHGRBV7RIuG0KnhvdjfhLcReAcGu2BhZNiL0SxzAMwwAnj5/EN77/IKA7eNYTr8Cmzecn+30jHbcGO24ZhmGYBOemtuWXpgzZjh1oreJkAUyEjgvFFFfA9b2lu00VI4DetISPSiAXaptUKo62qPnyCLeq2irkRdvUPV8i4daFEcqz9T5CcWAEqSVRF6JjKhqoh2j68jjz+xZu3/e+9+Gxj33sWf0icuxedtllZ/UzLljhtvXvhkQ3FMMwzIXKv/z3PoxVnhy9/5HGP+CDL/7fkIZQRaCEMPh5xTAMwyQQvxWVYKmxUNaQQLjtFAK1lk6rhCl4C/MwRscgS1SCagBa3YTniC3cdpK22nmcYoub3UX+PCrk1RZuJdE6A8WDGqQgEwoJtyFFJchjEDTVWOJsevIUMexbuH3zm9981r/ouc99bvTGrH1gYbZyYZqSbD39zE03o3rqcZEfa9/uA/jj5z4J6fa+HoZhGMkJgtOuCk+Obn1pVAJCmOCFRoZhGCZ5+CQkkdNRiZ2ODQkybh3ntEChafQcDoAwBbc0K7Rw63fFWGgmoEcZt/LUzcmlYsG2IXjRq27h1lc9KCQIug4UpCEDvuZBdVORuY5cxTKgKy60UIcv0YTEoBUeyriVTLiV44qTXriVy3E7MWcg7+VR8PKozqqYt+XKH2EYhukXsTfGnYkClbRbmJI8rxiGYRi5CFoCk9UWbiVYaOwUbglf9YEwDXthFjJl3FIhLzMw4QgeldBJPt0SmUQXblu6Rbdw6zjyiOyBRiJnCl6jAlkwlHhxxLUV6Ry3tieXxsTCrQDbQ9T2wEKehRBUtAoCxY5EC0kKTTIMw6wZRZKdFJ3QFNjkTHaGYRgmwfOr9u7thgRbhG17aZYjFQkl4dapiC3cOs5S4ZbyYK3AQN2tQRYK2ViwdQTPTvVaTvY2gepBDdNwbXlETmh+lAfrVuQpjpdS43vMdeSZj5hkzb9QoxI683MeeOABWJaFiy++eMnn7r33Xnzxi1/E1NQULrnkEvzyL/8yRkdHz/XxXlAs5vq0i5NJN8EPoUjnN2MYhukfsRPNekNJEByVwDAMwyQRn4ooqSTctjJuFfkct6HmR25Hu3ISIhN0OW7TGQO1wEDJkcdJV0jpCODAgdjZqUGXcEvXoOal4TpVyIJKxfECC3b9FLKQg5QW60uuI48mY+nxIogt2a7uvoXb2267DS972ctw/Pjx6N9XXHEFbrrppqjg2Mc//nHccMMNUd4HibuKouAd73gHPve5z+FZz3rW+Tx+qfEXH1bxDWV35CLKAFUel6tFDMMwa0Nt9e8yQT27KYGDiWEYhpGPaEu3Qb6YVg0RCaMSoIdRcTK7JrYz0HGXOomzGQ3zUFF25Rk7UVaqo7rwwwxExvOXiuyK7kNzU3CcCYhNR+E/M4QGHY1KCbKQ00PQXdaUSOO09JSUUQl9CbdHjhzBz/7sz6JWqyGVSkUdzH333YfnP//5kThLou34+Dhe8IIXIJvN4pZbbsEPf/hDvOhFL8JDDz3Eztt14rruEset0xpgyEOwOGhiGIa5ENGk20lBQ1xVmqiEyclJfPN79yNUXQyNpvGkq69DLiVHkQ2GYZgLkdNFlOI5iAwJnN3CLdXmoSJKdkNsgcl2lhYny7diBcq+4EWtu4Z+nuoigFzCrWqEUGopuI48sRZGKo6vrJVl6DViCoaKaQBViTROy2wJt20t7ULKuP3whz8ciba/+7u/i3K5jIWFBfzBH/wB9u3bh1/91V/F3r17cf/990fO2/e///24/fbb8drXvhbz8/P4y7/8y/PfCklxvfbFFiKADy+UK5I4VIIoKkFC3YJhGKYvKIZOOkLyI8gh3P7jvz8Ie/+T4Ox7Gv746DRu+s53N/qQGIZhmLPAb2/pbjtuWwYZmYRb3VSgBSnY9gJExusSXorZOGCqJngebPcV56suEGYQCCw0LUY8ttBNwAgsOILnEXeeq3QmXjBo1OVROYtW3Ka6RHGwuhn3D4679JoUnb6UwK997WvYtGkTPvjBD0LXdWiahne/+93Ytm0bfvSjH+G9730visXiku+hj5H79stf/vL5Onbp6Qz5DhUffiBHGuJpj60PlR23DMNccCjSFiejZUYFKgwJtp4SQUdEkRUAdlfVZIZhGEYsgrD9fGpn3KrSCbempURFlOqu2IWhHGdpVMJgIRZkGoHYebDdBJoLJczAqYvrkHa7CslZlgozsOC6gmfcdgzTM/n4ums0xBXYIzrmHgPpFHwEaC691cTGiPt0p8sFLjpqv1EJ1157bSTaLn6jquKaa66J3n/qU596xvcMDAxEn3/44YfP5fFemFEJUZ/hIwgF3xbSIuyY4Kv9XYIMwzDS0BkQI8dyXAeqDy3UoUniuO0kHQg+UGcYhmE6iii1HbeqVHNGIpVWYAUGZuEi7CoaJRJ2lyBdyMWjJkfwPNhuFN2DHmTRrM5AVHy/6xpMqTBDAw1HnliBfC6O6mg2xDYnBFSgsUUhk4aremg64veDbRQj1swcgfu+Xqj9hrh3O2qJoaGh6HXz5s09v2/r1q2oVMRe6dvw8PwWoeIBkgi3nW0ix20gmeOMYRimX2Rz3EIh4VaDtuhokgdqlyrZ6WIYhrnQoGLandgSOm5zaT0SbudMFSiL63h0uzJudUOBq7hwwxxkQjNC6EEajfosZNgpTKTT8X1VbcozHsy3ohJqrtg1ejq1l2ImC1fx0F3fUETC1qtqxAs8ri/XoL2vJ9Xw8HBUoKObcJUJJ2Wd5HJydawblxXjSyfcRlEJUBFIWFWdYRimH7SOrfhSoPrQAx2qItcqN6GGOhTJThfDMMyFht9eWGxNPxxFl064LeR0pAITc6aGUGDh1rbP3L9tazYQ5hF2uAbFY+nc14zyYFNo1ucgS8ZtNh2LZ6Wm6PP808dfSJlwFBc1T+w+I+wwB1q5DDzFg+vIM8DVzAtYuN2xYwcOHDhwxscpx5YybpeDvmdsbOzsjvACZsnKleJCDWN7vixQbi85bmUznDEMw6zIkrGR+E6fTkLVhREtMsrTsQetvF5y3EpQw4ZhGOaCZnGbcOtZ7EJsEaZXVMJg3oiexQtaFuGCwMJtDxugpzWhhHnIFMqZTuswAxP1hjyO21w21i1qrjyhYHnTRFN1YXsmRMbrEG6VTAq+6sHz5JmPKK2Ca65k5pi+ztDVV1+No0ePRm+dbN++HVdddVXP75mZmcG99967mIPLnN1qiII4N3BxlVhkFpVaEm5VOdrEMAyzHgJ5BkoRmhttz1Qk6tfJiUDooSGZzM4wDHMhRyXE8xFfMYSfi3QLt9lsLJbV1SGE5RpExe0h3AaGAz3Iw6vJE8eYyWiwyCFdm4eo+MFSx20hJ4lw27FgXzBN2JoLR/DieJ3CLTJpBIqLwBf8PHWcLM2MhVvfl2vU3tcS48te9rIoLqHRaPT9g2+88cYoo/XHfuzHzub4Lmg6M5ho26keamg6TWQtSQLZyUUMDV4gh4XpE393C5p2Gs7QDF73c89A1spv9CExDJN4ZBgodaA6UQROKNEOEVd1YfomjICEWzmeVwzDMBcqQVukbW2hoN1/ddeL3HSyRCWksrHTzMEw/HJZWE9x026e8THFcmE5OTTKUzAk2dmbzeqoQsVs48z2ioLfFZUwWLCi16bg7tTOUV/RsGCrc8gEaYiM758+VwoJt5BFuI3RKNs7isW5AIXbpzzlKdHbWnjLW94SvTHrpzNDmIRb2vJSc6ryCLcIovgH0Ve5iXq9jsLMk1AAcNKZxZ3H78LTLuJFC4ZhehDGLk6dIgUkyy4PtdbkUXA3Qic+5fVGz2ATKuTZmskwDHNBG2OUVgwOVNQ9V2jhtttxm24JtwhG0ShPIJbQxMPuKk5GGClAKWVQr+xHAVdCBgp5C1RNaL4pT9G/gRxddQ4cwYXbTuk2ZxpRVELoi63F+J2xFikTUByyskMWtNbUKpCoTYRcM0bJ6Kz4p6pB5Lht2FUgL/bqYrgk/oGiEkKpzx3DMOvnv75yG2YXbFxx5WY8/jFyDNAJqoocCbcQfUDbhYTCLaHpbuy4DVm4ZRiGEZmwvdOvLdyGKhodDjQZhFsrTbVEAmjBMOr1RzAAMXF75NhmcjpCP4Va+czC6aJSbLlTqwLHCgR0X3UYHNOmAUepwQtEXTZo0TGl1xQVvmoDrtiOW8/tcNwqCkLFBUKx29SJpscLV0Egl9R5zvzDc3NzZ2TgMucOEm6NQEfT7T+uIrG0RE3acqpCgde1QicD4dLqQwzDrNPJXrrv8dCOPRWfvH1Kqr9hOzc1lGw1+LTjVmw3Qjea4cEITCgclcAwDCNJVIK/WHiy5gpsdewRlRCJMZYH3R9AvTEDUbF7nJf8YCZySU9X5Mm4HcrHi/gNgd2pFJHZK2oqEHwhv9uKRSKnEordJtdbutCjwIUqkcipt6dWEsW2nVPh9o1vfCP27Nlzrn4c04WuUmEUDbYvgXDbQlEoKkE+x22IEGc+uhiGOZtBoBKK60Lohnq8UAkj1y2E3cC4DFrLHSP4oLYbTfdhhgY0uR5XDMMwFxxBe2xBGbdUQyTQUHfkEm4JPRMi7RVQcRcgKnbzzHYVC7G4OVMT2yXdSS4bi2ZN3xLbcduFT0WvRHfcdqM60II0/ODMGA9RcLt2GChUd0ii6DZNl1O41c9XJitzbtH0ELqjwXZtKYRNQlUgrePWl69JDLOhUF8hD3Ef6KoOFIm2JkVoLgIE8jluTR9mw4Ai4fOKYRhmORZKJXz/h/dDU4Br9lyEod2bhP9jBR2DdFX1YJLj1q5v6DGdk6iErmFSOq8gX89gEo1ojk4uXJHwPG9pFmeLwYKOkwBKtjyFhywrPjd+kBHyXHXO7zsJaHdZmEIQeFBVOYRBTaUaFRZctwbNEjOExHeWCrfUD2oSCbeqqiCABzUQ18HeC3l6PMnRNQVGoMH1z1x5FI5Wv66qcSVXGYqTdePyIgbDnFMog042vEi4lcuZSjjULsEr7rZpT0N03Y8ybttRPwzDMLJTq9XwyX+6A9N3X42Ju67Gf39BXIdZJ37HApymUd+uo+k0pHPcFooacl4ak6Rd9CjylXRsu7dZaaTYyoMVOFageyyhagq8KGc0C8epSFGcrB0roIYp2IK2KWbpudI0Em5N2HYNouK4zpnCrWTRbYHqAKHAfUQP5JsJS4quU1SCDs8X78G7HJqqxFEJPbZWiI4rYZsYZiNRJYpKaOOrDtRQLmcq4ag2VMEr7najGSFMyv8KOQiHYZgLJ2fe86iUcICHsscASZ5XnTFMtChnBQaaEkYlDA8akXA7bWoIa+IJ041G72MeyprwFB+2L+YCMTlqe80SI+E2yKNhz0MePKihJaxwS2J093q92crMqjfq0mTc6rSAJYPjNgyXLBpoLNwyjxZqxzYJ3VBhhBrcQPw8n3akhqbR5mcFgYCrwKvhsHDLMOcUcsTIRqBRTpZ8jltXbUKVLAJCM4JoUBtK8AxmGIbph/Z27bJexaxZRqgE0gm3hh7ADAzYji2lcEtFvMr6ECCRcJvWdTRUG26QhSxFvIhAJZEzjaZdgiyoig8tIOG2DBHp5fpOtYypdkPcxR6vKypB1+MxrheIbU4IO/+huNA5KqE3l112GZ7+9Kc/OmflAkQ3lKg4mePJM2lUdS2KSggF7vh6QWK0LYlwW6vW8PVbv4tvfeebaNTkGUgw4qFLFjBPKBoNKtIIBB8odeOT41YWQTrsyJkPdc64ZRjmgoPk28gjGIqXu9kLr8NtZpmhFI7bXgJTfiDeWGsrowjr4rWv2Wwuu6DgUCHUMI9QwLg9yu7tSbRdPSOscNvLR0zCrRqacAQVbntdgykjvq8aAi6GLBeVYLSmWJWq2AtYnSiqG0VauBLNsc5ZVMKb3/xmfP3rX8dG84UvfAE/+ZM/ieHhYaRSKezevRsveclLcOzYMYiGSiGwLQwj3ibsO+I9oM6k5bjVdahQpRJuQ9ADiqqCynCegBv/+Xs4+cPH4cD3rsKf/9cHN/pwmAsYMzAR2hJkfHeg6i7MIA3XE3e7VS8C1YYmWXavpoVR5XFINABkGIZZidMFkkKESghFgoQ92vrcmcVppVSkAwOOhMJtthCfvzAg4VYexy3haQ5UihVozkuT3auoQZQHK6pw2wtDpUVvQ9iohJ73lRXvAHQE1i+6hVvTbO2umF2ATMKtGehoSGR6lGbvKW2//9//+3/jr//6r3HRRRfhxS9+MfL5PE6ePIlbb70VR44cwfbt2yESnRUlDTMeLHlN8QXB9nqcZhpxcTKBM2LOJABJ7LIIt54XLxiQ27smiYuYERMrsOKtfpb4QfPtO8nUPSjRFrIKLDMPaVBt6O4w5CA+W6oeRnFFLNwyDHOh0J6H0P+DqC8UX7jtjhRIZTSkfAVNV2ynWS+BiXZruroNPRiFXZsXbtK/knAb6i4MJ4dafRqZ9LDwsRaEpgfQPXFjBZYTbp2QHO0L0jhusykTpFw06uL2Ga7jLenNU2kN1NLyfAXYvRkyoGkeTD+FhueiYMYFDUXnrPvw48ePR+LoctsZiEcjQuFP//RPI9H2t37rt6L3NU3rb1tCkukUbq2WcOtKtPXUNKJK8V5dngdUSMJtqKC+TH6RyASh+AN2Rkx8eEj5FoJqDdpQEbL0gVFOVmCiVptCIbcFsqBoDgxJcqUWFxqjAqEaQgn7doZhmNUMJAHIkCB+kdBugTOdN5EOQswJLtwuNw/3UzYsbwj12lGIlgi7kragGj70Zhb1hQPA8GWQwXFLkUyaa6JpiylyLuu4DXTYtphz/V4ie64l3NbqAmpLLTzXQecoPZUxIuG2VqlBhjpK7YJrpmugYtcxnsnhghZuP/e5z+Htb3879u/fv+pD/3yLprQi9+53vxt79uzBxz72sTNEW0LXdaEHTJYZH7/ryZEvRWi6EUUl+E0xt0/0hELYQxUNCSf3ngQDdkZMbK2BtG/BrS5IchXGA4usBTSgYrq0gM3jkAYtEm4tyTJuAS0SbsUdqHfyV//wNTRtC57axI7Bg/iln3o5lIxc8RYMw5y7eQgVeqGoBJoYL/m44GJgppiCFfhwBC+UvJwYqGZ8pMtF1JszgESOW8NUYARp1BdOQZZ2kVRBxZTs5oLwolkbg2KmQh01iYTbdDoOhK3b4o4HHc9dItxm8xYooKMmUcatYfiwGjoqtthidCfrUjNvuummKDeWbtChoSHs2rUriiXYKG6++WbMz8/jVa96VVSp8Ytf/CL27duHgYEBPPvZz8bFF18MEVE6Mm4tK5YrAkfcwVI3uqFHIqffrEIWQsWLXFkNV9zOfDl8CYtDMWLgaHXknRE0KjXIJC0NZAzQ8H1mQZ5BBWHQ9qTQQBCEUFU5nlmaTsuMCkJf/MiYf//CvyE39ZNo+w8+lzqEX3zkCLSrLt3gI2MYJplQxm08oae1K13g4WC3aJYeoKmwD88We1l4OXdqpqAiN5dHxZ6XSrg10yrMwEK9OglZzpVhKTBCHfW6mMJtL0yD2qShLKhJq5dwm8nGkqftiDsedLt0ilwx9uM3GvLoFykTsHwD1do0Lmjh9o//+I+jV3K3UjRBL4fro8kdd9wRvdJxPO5xj4tE284CX294wxvwoQ99aMVVys6VynK53DPAfqNWrsKOjFu6zzbymM4lqh4Lt55TFb5NQZRpqwCRcJtG3XGFb1M3XmhK06Yb//HrqDcN2GMTeOVPPBej6cxGHxLTg/h6U+FoNWgYx8JCE0UZrsHWWG84kwJ5RebLjvD3Vnz8WrSZ1tLjgV+l2kQ+J4fzVtNbRV68UPhztVApR851f+AQtNJuhOSi2+DxDsMwyYPMMIu0hFvXCaBq4i7I1Wq1JfOrVDr+uG/rwvaB1J5OMbCzHbmiDttLY8Kp4DGCta9arXa4OJc+e62MFjk5q5WScOeN2tWm89gpFtEIdFSaYs6L21FSdMbax08bhhUoqDRsIdvUqQ+1jz+TtmgpC7arCNkmwlsUpOP7KpfPR3E4TVvwsWAYv1AbUhbVRzFQrpY3pE3n43euS7h9+OGH8ZSnPAWvf/3rkQSmpqai14985CO49tprcfvtt+Pyyy/HnXfeiV//9V/Hhz/84ahg2W/+5m/2/P73ve99UdRCN4cOHdpQJ/HU1CRoyuu6LkrztFpQRL3m4eDBgxCZ9iO41qhDD4toNhaEb1O1Rg/hvQgUB7pfQKXREL5NRBie7nT8wJKiTTS4zU4+Ocr6ulW7B/967114zsimjT4spgeNqHDhRXC1eJB7/NQ8PAmuwaB1X/nN2Gk7NVcX/t6q1VrnynFgaPFA954HH8Lm4bwUfWC5TG6lTbAd8Z/B09NToB6PYqyiZXdFxeTkJBoHBbbRMQxzzimVStQJRu8rSlxI+OCBI7Ay4k7sH3nkETSa8TPKth1MzR4FMI7QMYXt22lcW6/T+YnPVWc7fD+Ehiwm7KUfF4Fjx46hYceuW8d2lhy/G9QjEWOuVBauXQcOHACwNXq/89gd34cRDmChWhGuTcQCGd/ysdjZPn7fi89fqSLmvJiK21P/QLSPf65ahavk4Td9IdtEzMzNYnQQaLbOValZhq0WEdYDYdtEkKBOUBsCvwENGk5NTOJg9tFvU6VSSYZwSxEEO3fuRFJYXNUxTfzbv/0btmyJi7z82I/9WJTFe9VVV0Xi7XLC7Vvf+lbccMMNSxy327dvx+7du1EoFLBRPPzwPpTmKaPDwM7d23DvDyn/JhVl+YqMgvjmGRoZwswj9G9H+DbNzc7ifnpH86B5OkIYwreJUJRji++HYVqKNpHAdHfrfS0MMTwyIkW76AHx/R/eB9VwcM3jLsVgYZMUbbqH3jFigdNR01LdV5devA0P3kubNMVvV6m0gPui3SEmRrMqFibo/Yzw7QLic7VlyziO303nThe+TSMjY8AMjSdaEUxQMTY2Bk3wdjEMc26ZmZkBvntfpAcqSvwc3rJpB4oj4harpaLaabJiRTF0Ji65bCd+8OUaND8nbN8+NzeHTIZ2jsVO6M52+EYNP7wLqCpF4dpH5qm0FVuiTctccvwPV06i9CBgh+LNtx588EEcbyVXdB77kZMzcI/oqCMQrk1ELhsHMFmWtXj8Uw81UZqK4/ZEbNPRo0dxeHrpfVWsN3D/15tQlNPtFI1cNjZVpFrnatRp4oe3lGGE4raJUHAieqU22KdcTB6jHfkbMxdp7+DfcOH2mc98ZuRmTQrFYlxl/AlPeMKiaNvmyiuvjE4WFVGjlWMSnbuhDobeuqGYBXrbKNrZgEpHnkrgaRt6TOcSzVCghypcryl8mxa3k2lxcYNQovPkKi4MyrcNMlFBCpGLUhBqx/HT9h36twzn6m9vugOj5SdFW13+a/LD+OiL3gXRaV9rqh47fcqOHOeqTXogE60OO674/UXQ6gOpFQM5C5TQVirXhG9X28FkUVhWtPNA/GuwuwsPQk2afpBhmPOz1VNFPAn1PbH7CspNbY8tlFbMXlOvQfdzwraLHI6dY/POdmweocoADupBXrj2kZP4dLuWXneFrBEVU6oION+Ks3tjkbPz2FOZeNdL0xevTQRFLhF0xtrHn2kV8rIFHb+3I9uI9vHnUhZctQbV14VsE+EF7Szb+LxkzRSa6iwyviFsm/yOaB9qw+nc3mBD2nQ+fue6fuI73vEOnDhxAu9///uRBC69NC6o0UuU7fz4SiHnSUdL6wgQwvfFDs+PaD2D1VZTvLAjQ0v0kG89Fm4Vb11rIomDdsg5apyDo4RZeH7vQH1RUUMxH0698PzWwAIqmoEE/URHpIClBmioNuquHPdVOy9GSZvR/eU44m9Rt53TfcPYQLyYWq7Y0pyrtnDrhnLcWxFK3LhA0elm2+ijYRgmYVCcShtViQsmOQIX5OnOF21j6zWYfqEjT1UsVprf5jM6XMWDF/SeI4varkImHg82/JQU1yCRTsfjC8cXc0zo98j0zGTjtjiOLnwf2MbStOieCgQ9T0ToLdVedFWFrdoIfHHrUrhurMG0yQzGwq0tkXSxrrvosssuw80334wXv/jF+Pd//3f8zM/8DHbs2LGssvzyl78c5xNyALe3HvQ6ieS2zWazGB0dhagopgFXaSKUQbhtoZnxAMkLqVJ3AEUTV0Rrd+xhS7jVPHE786WECJQAPmX3Blm4bh2G3qrkIAFUHC8Ilnb0ciDuvXTm6qkBU9FQ0xrQglg8E512BhMsC64yJ/RAqU2zlRlIbB4djdpYrYu/KNeexqczNDkMou1+8hC3zqehoKCCBcMwj05FdUOdjT/WFLuv6CWauWYDqWYRQaUCbQMj8s6HwEmO1YbWQBDGC6qytGuwVfjUDjNRFr2iqGJdgz02L6atlnAbiidGE24PkTOXTy3WSfF9F5pmCC/c0g4lT/WgCTwe7NUuR20CnkzCbY5aCtcVp29YjXUvf3znO9+JMnUo+4OKga3E+RZuqfDYc57znEhMvvHGG/HqV7968XPkCqaIhJe+9KXQdbFWe5as/Gpa1EkEvlht6EX7WWUY8XuOplM6NpAVVxB0vVZnoceDXMOXQ2Bq46sOtCAD16OMs2GIzJLbKtTgO+I68ZcjCMXvJ4jAi1fvNUWHrTXgBWIOZpdDURX4NFAS0DHSTb1++j7KDo6gqTZgN8SOVYmJO4x0hgazDXgCD9SXddxCj6Iu5FkWZhjmXAu3JuajnX/1Co13DamE2yDjIFfZisrJAxgoXAPRWG1HqavTwvcAfN+BpplyCLcZEwHsSJC2nQpSljjCdK1WgxInJSwhY5HAFCAMMoKKnGcaYXID7fFtDo5bRVobhOgCJ+ErLiCwmcQLzjRWuGoTSiDewtWywm3WRAgXnivWfbQS65rdf+pTn8Ib3/jG6P3HPe5x2Lt3L3K5Hj3Qo8hf/MVf4KlPfSpe85rXRAXKyBVMOby33HJLVEjtT/7kTyAytGJKWaOhBMJtG8OMJ/WeaiBs2lAEFm4XHbeaQx5VmAKvWHXS1jhD1YFJwq0bZ42KTCyyx524EeoI7HNf9XGjCSURbtt5RZpiwFGrCNyNfc6cD0KlCU0C4dbumGAp6RRsdQ6uDNEWrU5QNxR4tDVOSUWLqqJnfS/N7NDgBr7AUgzDMOcrYzRGQRo12KqDhXJUeUMq4VYrAuaEhdmTxzBw2TUCn6fe+HoTpltEvTmLfHYzZGhXzqBxYQ1hmEfTLgkl3NI1mO8l3KZo+ZQMC1l4XkM84dY+U7jNDNDcPgACEm4rSKfkEG4DxQECcef6vn9mrAUZSbQwLY1wqyhK5CIOvQtcuP3oRz8auVc///nP43nPex6SALluf/jDH0b5u1/+8pcj9+2mTZvw2te+NvoYVUwWje6di55KqzsyXHzxhDeVil99mBSQCJE53VmEcNU6UhJsfV5yEaouzCAN1xPfnVqrklA7FL2vhwZ8W3wxupsglOP6CxZXhGlbUh1KOAIZWNK3qw3ogVgD2V40OkKkyElM/WDoiS9Ihx0DQFttIiDBgrLBDF0ax60aKmh6vsBSDMMkg8nJSczNllAcG8eWEfEyRVcSzvJqCFt1UamIvWjVS7i1huIx08xUGRdBPOr1lcexquHBag6hVpsWSrhdLQLCpXlxS7gFdkIo4bbHx7NpGle4CIMcXL8JC2K5H+0ejlstk4KjLEAJc3Cc3tm+Igq3oeJCEXiu5fc4V0EUSSeuOcHtEm6jj6kNKXY1tlnXzOPAgQN4+tOfnhjRts327dvxt3/7t5CF7pB8yhnVpBBuW1tPo5VFH56aBhyxc0YXoxKiTqImj3DbQtVdpLw0PI8GR2JTq1UXhVsz0OE7FP8gAR3dRSjwYGLZAZNalybjtvNkaaoN0xV/UNE9wfK1KnRPLoe0qzWAMBM/r2QQblvXoQIFjR6DeIZh+ueuu+7Cnbfsghlug48Al794EtdtHZemXy8aOqqag3pd7FCVSuXMXVaZASXKZZ+vnOlCEwHbXrkQqGkFSJWyaNTOrAWT9IUDTVn+evM1D0qQQ9OOC+eJXpzMtGKxjEROEXc4Oo69rMBO58lxa1KIgRGqCzXsJb+Lgdcuqt6BotlRgWvXoWsRUpwrj+aOF7pwOzg4KHShL1EIu6ozkuPWkEC4aEsWuah6Jg1v0whsR+hySl5HZ+FqJNympFo8UDUPKacgheO2Wj09GLICA56AA4lVkSQLNuiodK9QpIBM+aItDM2BaltwPBemLm77Gh0ZtxFqDaYrtmgRc/oadLU61CBHK3WQAiUeY6ihioYEbTp08BC+8f2D0TnbXTyJJ1/3bKRGt2z0YTEXCLTrLx3uRZMW74MsSnXxF0NiJ2e8dXbIymBGdWE3RR6tx/mi3eRTBib1GlJ2XIVctozbTFqJdphVSjMQaf5Bwm02vfw5CTU/Ejnt2gnIINxSyReaFSPMwq9XAHHSHxAEAdxlds96VCclzEol3CqqC03gqAS3FUXXia7Hwrtd92FauhTnylfrUXF1WVjX0/dnfuZn8L3vfS+6SZlHT7ilPBVVAuG2TcrU4Sk+EObgNcXbPtGJ2+EYpsl9WhbhtvWqG0HkIvb8lVf1RaAaOW7jbS6pwIQn4Kr2clAGJ6GQK1CijFtCV+1o4tG9E0F0UoaPtG9iphpX7BYVx13aNxh6DWk/K/T56j72wKjDDLIIBd8h0isqoS6445a2qH/uywdhnnwyzJNPwa3Ht+D+W/5iow+LuYBoZwZWrXuiVxmmSJ0iZz43Ck+x4TribaFdTTTLGybmjCoavpimpNUybnPZeLpfmq8LteNqNZ1B1YOocLJdnYMoUJuWi7Ygd6qnkTs1C7dSkmbxwCd3KrUpKnAth3CraS50gXc3umSr7cI04rY6ZTHHg26PcxVqjSjq8YIWbt/73vdG2zJ++7d/e0nFUebc0v3ACmjFSuDVnUXasalRaDRlxOTgCF4gqnObEm2nlcVx2w7jNGibVWD23AYjZlQCEOo2Ur4RFQCQgxCOGvfHSqsirVTCreJHW7p7FEIVmlxKibYmTZXE2urXTaOxdOKYsdyo+F+pLM5EcbVsM9Wow6KVe8GF27YeHbYdt1BQX247oEACE/UNFa2ChtWAGprwA/GfV4w4LI6PqNo43V/im9iXCEy5zBg8tQHfE9dxu5xoVjQtzJplBME2ePWadMJtMRfHDcxUPGnaROgmoAVp2I15iOz47sTTPKhkaKqUIRIrtSvQPOiU2+s2pIkhMXU/2gXt+WLqYG6vQnJWPMFqlgVtk3tmm1S9AetCj0r45Cc/GbluP/GJT+C//uu/8MxnPhM7duyAqqo9V4/+8A//8Fwc6wWHHy4VbkPVEXp1pxdua2XRccQWbpvN0x27pzelEW7bE3wjFcKBglpVfNWsVosH7aFmI+0NoCaLcBtSDraPED70MAPXq0OjUskC43cIZya586OPhdB0sR0/nT7OYs4ALSXMzJaBXRCWaEtjx7+Hc0B9Cjh4fBKPL+6B6AsHhJFqIu2n4TbmIPKTeNFJ3BJutVBFzRNb5GyPPyMxWqP2aR3FDRnm/OPQBF+hazC+lzwx577LijHZzDj8qNCLuBm3y7kCBy0Lc0YFenAJZg89iPErngCZMm6HB0xMAigLlE+8WpsIM6XAWUjBbpalEW593YcWZOHXjkKG+AdC0TwYbgaeL958KzIo9hjwWUYYmS4a5TLygyPCjQF7FZLLtzZrNsq0aFKUQrjVDAfpaMewD10Tp/87p8Ltu971rkiQpRN/5MgRfPrTnz7ja9qfZ+H23Ll9qOPTJXDcdooWfpRPRLk34uQu9aLRPP0w8nQbZmjCa3rQU+JlxLSh+7c9wTfanXlVbMGsLdxSkmioN6E3Nbi+uFu5u6GWhKoNI8jAdWtIWeI9eDtxO1zD7Z7P9gKYQidiL2VkIA9KZyvNietMJZymvUS43T6aw8MHgVMnSsAVkOIZnM95kTv11FxTZI39dAxTp3AruONW6xiQUzHkEDq8UALljBGGOuV8Z+n6awm3tvhji0hkau0yzWU3wVcaZJ+DqCwnmg1ZacyZsYHkxJETwgm3q7lTR4uZKDu1YaekEm7TaQ12YKIpkHC7XExCm9DwoTlZuHWxIgTL5eXPgWoGMOsZuI5441y6t/Qe0ksmFc+HyzPzwgm38b115vNpMJeCixBzC+LtOiB6pQCkLBcaNCzM1zE8Im4xuTbrUpXe8Y53RIIsc37xvKVuESoQZYQGHNeBaYiZdRsJgR25gQGtLHokMonXmXev4relJF+POw57tgF9a14KZ4KRje/3Rk18wazRiIVb6PFAN3DFXwwh2neVotpIBSnU7AryOQgNrZC2SZGVic6f5yG/vkdXgjjdB27aPIy7ya1QFmcLYy/oudTJ7i27cLfqwJ8VVxDsdtwOD+qg1LkT83Wxhdsux60RAlVfHuFWVRWEVHgyWH2rLcOcU1EwSzFgrQIvNV+KNqVbwm0+uxmBehRqIO7zdznRbMCyUDJioWx2Rrx+YzWRcyifQ0Oz4bgZqYTbbN5AMzAx5zSlcKYSqhlCb2bgC1b7pVJZfuesngbMuRTcujgCe6dwm+vhgSlkDJC8OTW3gK2Qox8cyxdwSHVRqtoCC7fqko/R84tGurNTlQtXuCXHLXP+8X0PnevaVCCKqJWrMIeHhDwF3TZ2hbYaOBl4ntjCbb1eQ1sj841WRsx8E1mBhduFhdOZm+lc3FW4DXEH7G2ajQYKLcctEbriOBBWpCXGaKqLlG+ibFexCWLjdVS6T0GL5M56VLVWknNGK9wjA1GRxlWKQicem3JfO9YTB8fGsKDPIFcVc5Gxl+N226Z8JNxOlsUc1J4hSLfiR1IhUPPFXjjQ9dPPJi0SbnU4Egi3lWoVf/u308i7g3g4dwA/V/0OnvLSX4E6NrzRh8YsU/hUV1U0VQdmVezFkEXhtmUmy+e2IMQ+qFEMSRgtkMgSlUDnrJgxYGsllOvR0r5QrCZypnMZNLQSQj+/uBtWBuG2mDWwEGqY80JpHLfk7jSCNPyGPI7bVE6LjWfVupjCbY+PDxTSkXA7I6A7dbmdB2PFYTykuqg0XIHH7OaSjxXyWjRun52h63MLREd8+5zEdIucKSt+0FYFLmLTvZ1Ho5XFMA3PE3uC1ah1DAatWGB3SmK3qVO4tbJmNBFxmuK7U9t5xKHeOmd+5wZvcWkPW03dQ9o3UbXFGvStJtxarWWsWlPsPOyIjjmGWsiirjXg2eIKnER34UIlm0ZNLyG089I4brcOjcFRXMzXxZkkrizcBpF4mwqAsuB5sEuEW50cFnIItyeOn8CwMwYzNDDijGK/UkM4K+4YsHN8e/fd9+HhB46jXhd7IaTbSadrKdSoT6+IfU91uwMzqWFAjc+VqAb9lUSzzZks6noZTXcQorGayKloGhylCcUfEKamSD/Fz4fy8bip7GWlybg10wqsIAXPrgs7Z+wmU4zPk11ZWrtH5D5jdHggel2oixfJtJzrezw3BEf1UHPFHOM6PfqM4eG4b5gviXU/LQcLtwIJt+lMPDGpzYk7aO9e7TYsNcrtdQUMLO92xbRRW9qmK7jbovMhbKZSqGs2PEd8p6PdFphUNxJhVF9cYWkp8YPWNEKkAwsVR+x7ivA6wvNTrQ0iVRmE2w6UyJ1VRyC487t7wESOHkefh+nGg1sZnsH57BjqehUNRzxH1nKCtKK6SAcqKl3FUEWOSjCiQmUqaqHYLmIiaOURhwq1RYHfiowRnY9/6hu476u78cMvDeKTf38QokN9RXt8q+u0aFWD3xA3C7bXBF9RVGhqPM5wBXVkrSTcbsnmULIaCPzNcAUrWtuPOzVUG9CDAurNGWnaNJSLBcGaQOP41Ry3mYyKlG+h2VE7RXThNl+Ix0xVAd3sy52vTWOj0Wu5Id4C3XLu6FyqCFdpwnY1aYTb0ZGRKN+7UhV/PEiwcJtgvK5JYyEfT+zLJXGddN0doJVSYARU7U9sx0WlelpMMsz4tnKr4q3CLdexW5lUlI/lu62wM4HpFGPqWh2aL3YBrzbt2MqUhchx23TFd5s5tP2+Rbol3ErhuO3C1epQBXKM9MKNIiyWomgLMIM07IYcq/emkYOtleF7aeFjmNqoeizcLkQpYJIItxqVkFNQUsWcfHTiLjrZQ6hUCVpTKEQVouO2Joa2aiMQODO1l2ihmRbqWgWKLfYOJdpS3+0ONPV4fOsviOleWsntuD1XwCmzAcXfgpnp/RCJfkROVWnC9POoN2Yhi+M2k4n7kUZIAWhyOG7zOSqlpGHe16WJShjIx4Jt3RFv7LTc+RrIx2P2miPe83i5PGLTzCFQm3AFfSa7PYrsjg2Mo641sUr9RmFg4VYEZ2CLocFYYFqoONI4btMpFVZgwhY8KqHaIdxaZtzhOYJv/+uciKQME3WaYAkuWHRvv29qDRh+EaHgbrOYWBxLZdRIuK3bYt9ThNMxGckosbOi3hQvT6qbbhnT1+rQBY/s6C5ORqSteJGxNCNmX9g9GSYXsa8tQBX8XHVm92qGCyvQUVY6ipYJiBq5bGNMTYMSKljQxI4fIRrt2YYSRgP2Jom2AuRT9sOCvoCaeQKhBC7ipaKFgqZWge6K3U9Q/9ed890ujCyqcLuS23F3voAJvQoFGk4dOgzZhNuU4iDlZ1ETRLjtp01ma6OSFw4I8/xaTbgdbMU/lAKx+o9SiZJEezNSjBexGl5OuN1J3RGPbTRNhau4sD3xFoiXc0drqoFQqSMIxHNGLyfcZtODaGhNOK6YYnQ3LNwK4jYjBoYG4CoeqnXxbPnLDZoyWQ0qVCx4Yl+K1XJHDpiVgg8fjuDCWecWuZSuRY7b0BOnIu1y+B1Zjo5eh+kPCu/4JtpD1lSWSodocGtibmXsxHZPn5e0Ej90G00xJ4xLt6kvnWAoWgNWkBN6AaHZwx0zko3bOTExDxHpNWBXtQosX+x+0OvoAw3LQ8o3sKArQMeiltDCrR47biuqJcxkfjka9fZidwA1VFDTqJ3iC52n8RGIfYp6us1svQI9SMG1xW1cL1eWlY4FGK8s1jbufkSz3YUBzBvxuHf21PIilEhF1zrJan40Nqys4IwUzXFrpuK+MAgG4QkSb7GacDvaEjnLShGhQM/klaIShjMp2BRP54vjjO7nXHlU+0VAkXOlc6UoDSAUr01E90Ijoao6mlodvif2Dpg2YqtlktP90Cpm0mioDuq2uKete3BRaOX2ln1T6Ay6akfnnjPT8JUAtiO2cNv5wEpr1PG5QCC+47Yz39FX67D8AnwJhNt2VoKVj+8ptyH+5N7u2H5vtRa164Lvd+k1GdFNLypGUa2KKXASdo/zsn1gBBWtjlMnq9K4s9JmA2k/jVofbqCkEvinFwjMtA/LT6FkqECrcKPoUIV46i6qalpoMZqo1ePncKiEUZtquiaXbgtXitze7mIvnhGLntWyuMJtr63P6XS8aNVYmIOIrCTE7Mjl4RkuAjgol8UxyNDi1HKuwE4KZtymhQVbGuFW0xQECs1NBmC7FSnEwPHB2EZc0wYoFBYyiIFFy4y2q/thEWGPWC3Rini18RUbfiCeILjSudJVG2poCLno7fZw3BKeWofii11HpI24CuAFQPc2kaJpoak5sD1xRc7uwcVArlVwSGBBkB7CnR1c3swhVICGL87DabVzldENNFUHSpCSpthL9L5Owm32jDxpkbFaRQBCCQqjdIqB6VZzbFvsc9Vr+1+21f3NzohRNKQXdg/Rb9fYjsjBVJoV00nca4I1mKUt6wpOHBFju2kvfO+0KJHOApafR8XQ4C66O8Wj8xlMSQI0SqqRcNu1c0k0atXWNagE0EIF1chxKz6nT5cLX/CYjp4TfCs+b1VBY2KWm9xn03ERqEpFzGfVSqIZLfhcPDCAhlZFoynOnIQEzn7un+FWk2YEWUzoJyohQnOghnnYthzCbTqjIECAJjlua3Vh5lXL5aYSmqLC1poISbidnpdGuA1VBwjlEm5NzYUWGnAFWjRYyXEbfVyrQQvE3inXRo4RoKS43VEJlhWJZ56XksZx287yaQiW5bNSx15MFxAiRCMQW7jtXO2mzEBPoVU4E4EM+xpbqJodRXXUa2K7sjofVuZAfE8FtrgLPG2aHWJg1oxdWbYtpgjYppczZjAfD/zmT01DRGjQ7vZwx2wZ34SSUYVTF2cSvNqgfXw0zmg7cnQSMuw6yBZ0mP5AlN5RbouEgi/IUU0yAwrqSgboEKmFLnwaCbcqquS4lQgV9OxS0Oy4JkXkjCJe6SCKzKqdFPee6jW5z2di4bbaECtKoM1K4hJx+eAwSmYDvj8M160Ln9vbyXhrN1a5pksl3OqU0+6nMV2fl0IMpCx9R2vCwwDCakOY+2q1xQNPt6EEBYTTc9L0F4ruQAlTCAVbIF5JuE0bPoxAx/T0jDTCLbQmDIENgp2wcCuQ5dtQtagzDwVeNeh+EI+2RCY7ECuwfKWH8FBmIHpthGKLgZ2Te4IqTRI9ahAJi2HE12OjJrYY2LkgYrbyseCKtwrcTbN5ul3ZVPy4sgWs4LqacDs6EheenJoRM1JguXy93GARVb0MxSkI6ajrtVV49+5t0evkrBg5gav17YWBFFSYSAcmSqs4gURpk6YBZqihqaQRCi4ItvPzFZWEWw01apyA91InnX2BBi8uJNdVjFc0usWzfCaLml5DZVrcdvUqNpTLxCaLsi1mX7GaaHbF0DCmjCbgbUGpcgRSCbfFXBS312xkpBJu02aIdGDhhCDxHatdg4Sn1yN3KgRx3PYaK52BacMISbgVQ2Dvxx2t6V6UZe7Pl6URbmkHoBFqmJoV5zytJtzqhg2dXMR1sQT2XvS17Hbbbbed1S95+tOfflbff6Fi9xjI+moDSjAEUel+EKdMHbZSgRfEq/hS5PaatKoToqmILdx2Cy2qEp873w2pPC1kwDTjTrxZD6URA3VdiZz5hgTCbZ3urZZx2EhbUXFGzxHbcdZL5BwdL+IEApQqYvYZy00cqWCUr81FeVmNWohMThFPuFC3LvnY1s07okrC1WoghTt1aJSKhYQoulmU+yhwI8KAXTeUaOJBwi062ioilVoFoxnakulBD9OxcNuRUSyuKaGVya5qUAMFpWYDm1qioAz9ejGdQ0Wvo7Igrj9mfv7MiXsmpYHksbIv5gR4NYHpsUOj+Dd9Eqp/GeZL38fo0OUQXVxqUywWUNca8J2cVMJtIaMhM2diQpCia/0ItzAb0Lw8wlpVGuFWtxyYpSyCKTEE9n7OlWmFsJomFqZnMDw+DJGE21S6twO1mDUxDxXTC2LcT2eMA3tMES0rHh82pmowdsXmOqmF22c84xmRdX890Pcta11m1h6yrDWhC+y47RU239QbCEOxKk2u5KDLm6Q02WioQeT2UWiiJSDd97zeFm4lup3TrWINdkMe4ZbOW12zUXTFjVRZMhluJz5kUnBUG6GXQhgGUBRVGpFzZHAwmlC5DUO+3EAtXtmvLpBwC+GEW6trndQ0MmhoJ+AIfH91ulMHo+DDOopeFhWBC/91jjMNE9ADA7ZiAYJH+9QpvoKGfKoHLTTRpBwIwV3EndtPU7oFxVawUK4AQyMQle5+fTBdwCGtiVpTXDF6bu5MgSWbip9RNUELyq3kNCO2ZXMILIrQMjF38gSwB9IIt2oxD1utwPCKQoyh+im4RhTzJjLTKiZahRyT/uzt53zpVgMpexS16gTi/VjiC7epjIdUkIYzNbM4rBdduM3kNFTnDUxOn8IwLoUoOgy9LSvcZtKgJbvpheTfT6vtFG6Tz8c6TG1qAYULQbjds2fPmoXbkydPLrt9klm/yGkYTpTTYTsNWJGzUyx6ifiO1oAaFKQ5T3maNcJGk8ZETed05SHB0HW95YmJMahya9Qxij0R7iSb0iMXp0yOWyqc1FBtDPhiXndnTIZbo1Ylm4ar2FD8PJr2AtKpQYhIr0H7SDqNulZC2hPznK00uC3QtlMa2JccjG1NCydcbO6xwcXWy4Cfi3YlrHdReyMJO1yohqkg1BYw4OZQtcXMrexe6DbTCnTfRFNJCR8rUG2LEVrcvjBMAa7Yq6ed4lnWykCzVSwsULG/3ZBFuB3ODuMew0ajPiSV4zZvGnAUF65iCmdMoD5itVgB6s+3DprAKWB+qiJFDmcbpZhDoJyC7hdhO2WkrGQLGP1qCOmCjqyv4QjNt2Rw25IgmHbgzadwol4TQrjt5xrMZ+Nn8Uy5iqwgY6fVzlc+Z6Lim5gsTeAxEIPV2pRu7XyZ7YiqE6mPN3p8fGggG6XpT87MYjN2Qnrhdv/+/X3/wAMHDuAP/uAPcOjQoejf4+Pj6z+6C5xejtu0FUTFlMpTkxjdtgsytMnTGzAdcYXb7jalWgNZW1PiitaCCreGYaBzGGSq8WQxsOlVnMH6SmQtE9Oqi3rVk0a41VQFTc1BKINw27FNTMnn4CtV6EEBtfqUsMJtPHFcev9Q8T9ba8D0xXRnrTRo35Qml6CN0izdY2nhHLebe3w8MKswG+NUzYvsPhCNIFy61V5PzWDQyaLuiFtwrXNbLVXl1vwU/NBCKHisQLMtNGnx01hHBoHtCP0Enp0lkTYmnytCW1AxNXccwLUQle4FuaHMIKraUbhhNiroqqrJFylWOk+dxoQmbbdXM0ClDgzkpXHbtrl05yDCB8hFCKmEW2QzUFGD5W9GvTknj3A7YEAPQ8zbyXYQ950FGxWs9eH5Fo4160IIgv20a3hABy0NH9dM7KzUgEJOeJFzqJjFTGhgoipP/EMmG/fppV67vgUwBxo9Pr5pbBA0wpgui+ci7uac9XLT09N4/etfjyuuuAKf+9znkM1m8a53vQuPPPLIufoVFxy9qnQXc4bQ1cd72dhDs4mUX4DbrAmfF0jEq4ghHFVBaCd/BXg5LGtpRmpajc9dKMCq9koEHddgJpWGo3qwG4E0wq2hqmjQJN8Xdyt3m2pHYQZyiyigqJgcag0x+7+VBk2B2oDqizMJ7nfQvi0/gorexNyMGEU2Ovv1Xo4zwsi5yHlFeMcmICJ+sPQ5bOWqGHJzaAg4UO+18yWdj0WyjJ9FwxO3TUS9GQvSoR738WnfgiPwuIKYmTldrTo3MAI9UDFXFfNeWk48K5gWqjoJT5qwxU97CbcDlhVl6AdhAfbcFEQvttaLazePR7uWZh0xojv6FQMVVYGl2Ej5GdRrZ55bUSMg0uSQpr7SzkqzeDBU1CKT1nFHjB0j/TiJtw3FMY+TVk6YAmWrXYNjA/Hix6wtTnzRam3K5WIjXSVQ5IgYBbB1cByO4qEkQXEy9VxcACTQXnTRRfjzP//z6GOve93rIpfuO97xjkjAZdYObcHsFSswPhKvUE3P9Nf5iyDc6paLtJ9DY15ct88ZKCFcRQdsVxrhNqPFA4hA4DZ1C+3ZdAae4sO2xZxY9RJuTVWLJlYIxXI39jpP9c6KuoUsjMCOXKm1hlgTxn4GTapuR6K044q3gLXSxHHX8FZUtQYWSuIMbNtt6i7Q2KYwqsMIdZw8dBAi4ne5UHMDHgbcAhyB+/ZOx202Hw9tC14adYHFaOoDXbcl0raE25yfgi1wFjExNXW6/7ZSBszQQMkWx7HUTx9YME3UtPg8NebEuwbJ7dgrYzSt6WhqNpRgEJXZwxCJfkWzvQMDqOg1NP1t8ANXmnYRec2Ld20uVKURbtv9ve8VpBHZ88V4/jXpa9K4vneMDiJAgHkzj0AQ4XY1QTpbiM/TQqAvO14UzcmezcW7GeuKHsXhiMRywu2m3DBs1UHVTb4rfzXW3QISFf/sz/4sEmzf+973Rh3sS17yEjz44IP42Mc+htHR0XN7pBcYy1XT3LF1LHqdWkj+YKJf4TadieMfStNiDtx75fSESgBfMeHb4mXELCvc6q3BUaMpjXCby2Yj4dZ1xXjg9uu4pa3pSiC245YGTGFHyrKiqkhpLqwgHUUliMpyA1zL9GEFWdRq03I5bjdviZxnTcEKry3ntiW2bIoniPunFqRw3A6MaNChwW32lZ6V+D4wV4x3vVDBtUaPnUsijgND2kWh+sh5aTQFrx8xOXl6kd5MKbACA1VXjDzRXtCEvVs8o0gBKhJKNOZ7j+dFK0y2WHDadKD7gyiXjkKWPr0TTVERGlWoFClQn5ZKuB1Kx/OVmbm6NBEQ6VzcJtPPo5rwhbp+z1VxKDZplaPKlJDiXOUyg2hoDdSNIkJB5vuriZypTHztNZUsIMBiSD9F/ywrHgc6lGNeqkihnWUNIxJuG75Y85BzJtz+0z/9Ey677DL8zu/8TrRy/pM/+ZO444478NnPfha7d4tbXCDphcmIrcODkZuu1NCliBUg8gOt+IcZsTqINqp65m0UqgEQWrBrYjycemGaS+t+5o34PFUFF247V+SyuQJ8JYDnySPcRhMr2nYfWlG2nqj0GgjmzRCpwMJcOfnb/NY6wM1TQaVQR3n6JERjpcnI8NAwalodoZuWZlvt7q3j0YLPlKDPYc9ZuptnbHM8SfQcUWo9rzzB0nQFilmLCq7VBXanLp2EhFBTDvJeGuWGuP1ft+M21er37K7cZdEWrrp3yFFUQqMt3C440gi3hJIJYJFwW6XUQPmiEohCxkXGG8bC/DHI1K7RQvzMmlkIEm/y6ddxqxsKQqUW9Y1TjZoU56pQLMKHC1vJIRRgHN+PcGvoadhaBa6aRzgjRiHU1a7BdDYWbl2liEAQMXo5cbONYcRt8qi467wgQd+riNLRvFhrwguXGtKkF25vvvlmPP7xj8dLX/pSHDx4MHr/q1/9Kr785S/j6quvPn9HeQGy3I01nEqjpjXQcFLSCLdjo3Gu40xJzAJRun7m5D3UAqhhGo2GGB15P8JtIR1fcxWBJ8JE5wQrl8nHwq1Yu0FW7S8CNXZTOAKfql4uzoFcfK9NlpPtqljPAHd0MHZWTE3MSiXcapqKQC1D9dMI/ORPQPpp02g2gzmjglowhJAKUAreX4yMbkFDbQBu8ouFLEd3tXgtW8Ogm0NT4IXG7gV8Ixeg4GVRcsTrI5Zz3LbziBFk4Hliniuq8dGNpWkwVJr8NlEui+fMX8mdauZCWEEOJQHcqOsVOLePZZD103joyGFpnMTE+EgePnwsVDQ5Cq610LUF5P0MJrueA6Jeg5nUIFx9DmqYh12pSpFxS/h6BQhyCGfmpRBuaZHY1Zq0v0cYF/Fqwq3WMqUqSMEVTLhtrOCQDlUbQZgWJtLirIRbctOSq/ZnfuZncOedd0bxCP/yL/+C22+/Hc961rPO/1FegCy3aqAqCmytCt/LSyPcjozGLuL5qnhB2ISm9RgAmQG0gIRbcSdY3YL0QKa1dacp9jZNt0O4zZs5BEogtDO158NKiQcbriCFDfoVbkdHYnFzrprsScd6YgU2j8e5Uidmxbu/VpuMaGoFChQ0auJcjytNHAuGiVlzAWG4CeHk6UJLotDsivDJpEcwb85B9wcQ9sjWF3GClco3MOjmUWskeyK/lglWblBH0c1gzhNj0rucGN3ZX+QKrW3O5G4si7X1vpeDuJMB04CnNlHv0zkoihiYH4injiVbrDH7WgTOyy4ej173TfpStWtsdBhVvYlm3ZJGZCfSZhUFN43JhPf3/bZLVXWE+myU036yR5FAUbN7VbMCw88imC0JIaCtFpVABGYThl9EMJn887RSDmwblQqrqy6MQEdpTqyxRm2FZ62muVDCFFATb47VSV/7/K677rrIZpzJZKJ4hF//9V+PRJ2TJ/vb0rlly5azPc4LjpUySAKtCtWJKxmKKNx2Sy7DmQwqehVGMyWN41a1AMPOotkUq9NbKQJiKFMA+Svmmslf/e27+rhhIkCIrlo9wvcXWstx69rJHxitZSC4decw7r0PqDTE2nbf7eTc2uPj27YMYj9Vp62LNRnuZzJi6fFgioTbbPLrh6wq3NJ4qJZagFW7DO7xI7C2b4ZIOw6croE7tadkljDsbI0yzZSReBFBJGLHz9Div3MDPopHs6jUxIxg6tWv5wf0KLd3PhDLBbOSO5XyKX3FR8ofQ3nyAIaHLoFoTExM9Pz4YIqKn7poruJwEk0MHBs1QFdm2RPLob+WLNhN26htdUxVc4nvI7p3G6xEbmwYdW0OKTsrjRhNpFM2iuU0JmqnIEu7TLOEXHMzTsxPYw92IamQANuvQzqVrkMrpzELH1urdSCfTfZYqY+MfD3jIl0voDp9b8cIRFzhllB1D2agY740jXgJS4x2OSucL9MMEDZTCOYXoOXEyI4+66gEeji8733vi3Jst2/f3tfbjh07sFF84AMfiCYk9Pa9730PIrHSg9gw6rD8AkIBM8F6OW6HrDQqeh2uoNs0jVb265KPpRVYfhoNW1zhtpvBbDF6LQu8/56uv84CebqqkmyLIBRPLFtpVdhU4n+3C5LLItwWd8VFL11/EI4rnouJBrjLOm4H03Qlomon2wmzlja1yVvxhVivivPMWm2LnJ9vQAtNnDwqVs7jchOsMgnRwQDsSTFFwe52DY9o0Kh6ekVMB3Ev4bY4pMEIdSyEYmYrEzMzM2e4e+pWAxl3DJXZIxCRU6d6i0VDkXAbnLFQIvpi3I7hHBqqjVq4C67XkFK4tVIKHLUGxxmGTAInijk4ahWKVxA2Y7kXuXyInJfFqdKcNE7ibKYROW5PVZIdtUI7Q/oRA4nBnINUYOJIOpX4nNt+M5azBQUFL4NDVTHqU3TnsfdCNxEVDZ2oi+EiJlZbPMimNRiBhcrMCYiMupbJ2Xreegl1jwb33Xcf3vnOdyKbTe5qzno7jFzaQzpIY74kXmX1TtGsTVbXUdVqgBcLgzIUJ7MyQMbPoOEk+8G0Et33bjYTu7DKnrhqYK/VuJCiEgQXbrsXetKqLXxUQq+HsJ7S4Sg2EIyiWj+dkyiSK3C5ZyL1I02tAVuwBSxq02oDweGMHonSZYEKUK7mYrKG4n7/1JxYOxCWEy8qmbgd88fEEWJWmhCPjcVjv2pjXTV4E3kNjozGi8R1ZRChoNtEeuXBNjMN5Nxx1MpiTqiW231INSk8hSbKyd9uvybhNlfAjFmG4u3F/OTDkFG4JXx9DoY3DDdI7vmbXeM2ekVV4as1GF6yzT/dCzyrkR+yQEt1pZIjjdCeKwKZIIWTlYYUMQnEpqH4GXYsXUQ4l+z5cb9O9rHRbJQ9fygsC1HzoB+RPZVSYZJw64hjPiutsihSLKQjF/HhGTEjmdr0NaKliebZvG3ERfmKV7wiKpj2ghe8ALIJt+PFuOPbv1+8i6/XBD+q9qdT7s2AEJk3/WTcUsGNdGBh3hXXndp9rnK5WLitC5wH2zOUXfERCi7cdvcXBS0+d17yxxBrXj31dRuqP4Rarff2VJEHFo5WReiLlV/ez2R4U2EQNa2J6alkO0fWMmgfLKRR12qYtc/ccZFklpvouxkHATzMTCV74tvvvTU8OgpX8WA74saqdBd8GR2KF0BcjCEUoGBNv4KMl7ORd0dRqYm3GLeS43YklYavqAgCT66ohHQaJasM092D+VP3QwTWsp27TSZVwqBXwKGFkjTOVELTGkj5eTSaC9IIt4NbYuOPneD6B7SDYqUYxG7yg3GB6LmEby5bi3A7Mhyfp1PZPMK5shSO2x2bCtBDDSfSeYTT81I4bjMZE6lAx1SY7MzotcyvRot5mKGBIxXx6lJ0Iq4VYQX+6I/+CPfffz8+9alP9S4cJQArDTAu2jYWvR49ldyH7loct4Ri1KNtp42aI4XjtlCMr7s5NyONOzWVirdwN31FKuGWohLCUMx+YrkBxrARn6N6M7lOkfVWqVUtH0YwgEpJrC3q/UyyQr0G3Rdr50E/W/+2jm5FTW8k3g2zlqIUQ5aFebOMGoYQ2o7wwm3GSqFizGK6LGaf0S00WWYWZb0MP8gjFNDx2GscqGkqykYVur8FjVkxtmX2U8hLLbowQgu1uirkOGk5kYkETh8qfAGF25X6dTJbqAMuUv4wpieOCtOf9yNYdDI24GDQzeHB48cgi+OWSFsONOhYKM0L5cxfiaEdYwgRAHZamliLweE4zqLq6NI42UdGR6LXkkXC7YKQc5BuBobi8zNvjCKcSn60QD/9YCqjIx1omNF9hE1bivnVeDGuDXWyKc54vRfijZJW4Uc/+lEk3FJMwmMe8xiIykorWHsv3ha5LmYWxHM+LmfRT6fij0+dEs9x0cslPDIcd+RVX7wiL8uJnJoOBJEnK9mDiJXoudqt0K4AsYXb7gHGmJmL3Galmjirpf0OmsycgpRfwMIpKuUlFqsNLDSjjrRfQJDgrZnrEW63je+KKlk36po8jlsrhRmjBjfcjGByRmjhjCim8iiZsyg7GSGfwb0mxXVjAWo4kPgtmWuZENdSNaS9LViYEa//W+76Sw/FY6imE0/qRWJycnLZnWLjmTiuQ7TEItopuVq/PrQ5nj7OJF+niFir25YY35qLnHT7j61NREy6cFvIxAv7pblKou+rtZBO5+CqC0i5OTjLGIREE25HRkcjY4nrpaQRbgcGtkUZyzZyCEtlKYTbXFFBiBANdRzhVLIzlvuNSqCM74xvYtZUo4K1IjC7Sl+YzcTaxYx466jyCrckNL385S+PIhLe9KY3QWRW6gitbBo1vYp6U7wJ1nIV/waL8ZaQ2WPiCbe94kDGBq1IOGsGotRjXF24IJeFrzoIgmQPItYq3CpqAEVwx233Qs/m3Ag8xcfcGgohiDJoyg4ayHkZzMyLl4e42sAik3ajAhul8pRUwu1ovoiq1oDnpKQRbodSKcwaVSjBFswdfRCiMDExsWwhpTmjjEY4giChE9+VJsS9dvM4VjUquCbCZKrfib6bt5F1N2F+9hBEpJcgMzxgRsWubG8zZMm3JTZn4rxyW7CpFs0/Vou5270pi6bqYKEhhtjerwjTyaaLtkSvs8k1pq4rKmF0KJ47zkwkM26FFkKWW2Bcjmh+ok+h6GUxazekOFcDha1wtBIMP5fonOW1FFwz9DQ8vQTVz6GZcOG238UeTVfgmjUowSgCAcYay+kwnVhpBakghXnDEEa4nVklXsW0WgtWgVgFoLtZl3Vuz549fX2daZoYGRnBddddFwmq11xzDc4n73jHO/DII4/gjjvuWFNEAgm+ne7CtgiyURm97QF7exWf/t99HE2tBLjFDTu+c9FhdB77lrEhNBQP89PLF+9JcptOOy7ignyDpoWSUQKCzXBdG5omVg7i4kC31b+1z4mnNaEGaeHOUWekwOJ9FcbtioRb6PBcF6qA0Sq07YXOVfsKpDZtH9yGexUfCxXx7qc2UZu67iuiOKCh5ls41agL1zba/tfpzuo+/sG8guqEigOHjmHgKjEWfdrPqna7gh7tMhQFDa0Cxd8ZCWw0yRJBuF3xXJkplEi4hYZjJw5hWJBrkfI4Tzfr9H1F7dlnzSFECtWjC8jtjLeVCX1fZZqw5nNwTx2F8hgxzk/3Qk93u7SiD/NkGnOleeH6P3pWdTtUqQ0UKXDILGPEvwiO3YBuWEIJt6fHFO0xe3xfbUqnEaIEWzHg2w4UQxfyfmrTeb1dMjCIL1pzGPMeg0azBMuMt3UnWYzubNNK86s2g8PD8JQy3GYusfcaiYGrnatuNo8NYV7xMTPrJrJdJAR2zsl7jQN7oekzKLpjmKrXMZ7KJL4/b7NcmzQthUCfQd7PYqJSxtZ8MmO0Ott1+kwt3y7dqiDnDeG4XcdlCbz+Oq/D7vO1bHHhbBMZexgLM/ckfixIBqaoXSvcV2YKMAMLC5qFYL4MJeFtImixJ5qLLHOuNCP+TE3Jwvd8KOr5n4ecj/51XaOIw4cPR680+Vpui1D7c/v27cN3vvMdfPzjH8e73vUuvP3tb8f54Lvf/S4+9KEPRb/jyiuvXNP3vu9978O73/3uMz5+6NAh5PMbUyiGfne9lbFHtvaDBw8u/QJtAZa77cyPC7Aisqt1yXQeu+4HKOs1TM8HwrWJ7od6o37GuaoYHobdrXj47u8gNbAdonHs2DFsuvhx0fvtNvmqAiPI4NDD+xAKMgnpZP/+/YvZlafPlQ811HHgvjuh5YcgGiScRe7AVl8ctcnWI8dtuVoX7n7qfAiTmE44Tkcf6CtQsAnzXhEHDxyghw1EgRYW43MV/7v73JhG3N79BycxmBfjvB04cCBqU9C6/lzH6XnNeVoZamhg38OHYZjJ3ztMAhNNHttDnO42NewGFvS43z9VmkNBkPuMxmRhq8Ck7Z4+V1qtjpNGvCPh0N3HkPWT7xxpc8899ywR2tttUswaVKg4ceAUwt1inJ/usYXdel7RAjG1yzNiY8FsRReub6dFg7bzsfO+Chp1zBoKRhu78Mg934M1KM546d57711056uqtuRctedCDlI4du8D8AZiB64o99MiXfcVoQUBJlIlbCtdgnvuuQXDQ/FYMcn9XmebNMr+iow7vZ9XbRzdQcotYt/+/dB71LNIxPxjye6QM89VN2QmoR0wwcLKX7fRY4o2uh6fK2eVc2Vqcyg0s3jg8D5kE+jmfPjhh3vu5FmpTZo2j4I3invvfxD2WFzfJonzqna7DCM2KdHYabl2pcwa8s2tOKIB1kMPIzSTaWxaeh2ufF9ZKR+D1QLucSaxM+HzkhMnTkTtsloLpM0e52qhkoIaDsLGIKYPPoL6aBz7k2T2L16Hvc+V06T+exw2Cjhy/wMIsulERvSshr5eUfETn/hEJJS+8IUvxP/3//1/2LVrVzRAoYfIZz/7WXz+85/HG97wBvz8z/88brnlFrz//e+Pcmef9KQn4Sd/8ifP+Sr+K17xCjzucY/DW97yljV//1vf+lbccMMNSxy327dvx+7du1EobMwqMrmSMun0YkfY7XLOpI4h1Shg69YiLCv5N1SbqFOn/ixc6txWKwt48PZZFLyBvh3dSeoEM+nMGefKS9+NdGMbssYx7BSsTe22kERGtNt0i7UPKSeDbYNZGGNiOAK7+650131lfH8eWmhgOKdgSMDzRIOLTCYTDxRa91Xo+wi+M4EwVIS7nwgSYKjoX5raFe3eOH1fDQ15OHW7iya2YGeuAG18FKIQ9evRuTqzDyTy2QJufiCE76SFOW80qaI2pcx4EGiYZs9jV2+/K3odG9qJwbHkTYC7xxS0a4fapSxzrjaT0/2he6OCKNVQE+J80SCS7q1UJu4DLeP0uZrLZ/Cp44cQwoEq0PVHPPTQQ61zdboPJLbMnQQOAWU3xFUCtacNCYBW63lFO9ioXTs9G/a9DjR/RKhz1F4Mifq/SNA8fV9t8T388x0/hFF5DAask9gsULsW+/SOAq7tc0Xo+iPwvSy25bJQ9+yECFBx53abIrruq8UP3/NN6PMZ+OUm9jxhT+KF2842pVvnyrJ6P6/afNP8Ngbd3UhtymFHrpDIZ9WSc9U1Zu/FVt/Hbd85AcsrJLIPIdPIknNltfrAVc7Vwz/8DlAxoSrJfH7RnGPpuYpZ6Vjvzu+HO5OBqp+pAyQFeu6225VOtcYWlrXs8R59pITmXBqHMxqeMzQCZWwYSYT68dPna+X7qjZbhXNKwUOZAM8YHYdSSO4iHc2BozF7Jo4uS/U4VznTx/4fOtCDATjqfGKvvTY0rqXFgvh89T5Xvhfizq80ESKHrflBGLviKJyNqlf1qAq39FD/kz/5E9x0002RcNsJiack1pJw+6IXvQhPf/rTowgDyp19/vOfj7/4i78458ItreCTk6l9o/XiKU95SvT6hS98ITqOTqiDobduSDigt414ENPJVlsrNvT/7uMYziuw5zTsO3oIV126NofxRt5YnRmjnW3amitgQT+KrfbQhvzNzwbqLE5v/VUWj98YCGHOZDA3dQq7BWtT+75qp5e126SnQ2TqWdTnj2Nw02YhoxLa54peqF2GpUEPDdRKpzAi4HmiLYDUJqXzXNGb4sHxT1+PogkWtMWk7bTovK8GBw24SgOavwO1ww9hYPO4UDsOOmMCzujXx4ZR0Weh11PCnLfF66/VLjrqXsdupeKtj7VZG8Obsonv+7rjHLrblDVN5E0Dvt6AG2bgBw4MPZX4bd3xucIZ99XuwgBChcz605grNYS5/tpbGnvdV7s3bcFB1cEJV8c1ArWHoLESuUfaC43tdm3KZnGXVcZYsD1yQooU70OL3L3uq4xqQs24UGcNLEyVsFWgc0Uu4tNjivaY/fR9ZaUCOOU8vNkppNTdECUqoVecTXefsG1HCv4RH9Mn4oXWJEP3UmebTp+r3s+rNoO5JjCVx/H5eewqDCSuj1g6/zjNSm1KqyoaWhWhm0/keeu+/nrNr3qRH9ZROgGUppuJbBfFWqz1XA0M6WhOpjC1UE1km7rbdfpMLd+uoeEBnAoNPJg3gUod6qZRIcYVWKFNo+MZaLBxNDMCZW4B6kDyFnnOmAevcF9lW5vNs34KB50p7ErotddpSmj3hUvmwh2oJA+qHqwghamZSWzfsw3nm/Nxz67rJ37wgx+Mcmu7RdtOfvEXfzH6GhJ4CRJzL730Utx+++0415Do+mu/9ms93/bu3bv4++nf5AxOOstlFnWye8tg9HrwUHKrnfYSY3oVECEsTYNrVGD4w2g0xQjC7uwEe1EYiydUM9OrB4EnkV4Wf6ugIudnsDB7BLK0qb3qWJ0XpzJ8X5VqFQ++oEXX2nEWvaAHM1VWN91tKB9/CKJAk6zVVl91TUNFL8O3Nyai53xWSh7IG/DhY/5E8p9Z/Rbb2JTJwjVcKOEIZo7diaRz/PjxZT83kkqjYBio6SUsNJO7zW8tRV92DYxi1ixjXhlBWD+zMKWIhQw3Z7KYNhcAbw8ap8R6Dh89enTZz40Mx+aJ0lxTuMzelRgoakj7WRyf3g/RCxh289hNY5i0SlioboKMxcmI7eMZmKGOg4eWv3aT/uzthauVoXkFoa+/boqb4vZUSsks5LWe8zUwHDs3p0rJLLhGWgUJ7WthbDw2W8xQLna59/xZhGLCneQHYjltQduEYKYkfF+YzsVjwJyXxiE/+ZrMVJ/FDDXLR8o3cXh2+bFw0lmX4/auu+7C8573vFW/7uKLL8Z//ud/Lv6bhNsvf/nLONeQI+HGG2/s+blXvvKVkRuX4hCe/OQnQwT66QQv3bsD9383wMxsMh9Q6+ksyJGlQsPJw/tw0WXnt5Ddo9GusRELDcXFQk2cQhttyO3Yq12ZwTTqoY6Z+Tkkfwmktzuwm0w2zleqVBJcOngdIpOuBghDC77vQNN670RIKr1ywDpxczYyC5tRnjv9fJFlYFHTFzDUFKNSNw3a+52MbB4aR01voDSTvOy59VZ/3pLNoW56KDaGMXnsDmzeHe/sSSq0BXWlBZFLBoawcMpBwxbj+muz3DW4NZvDtHkY485WhNPzUHaKs0tkuUnj1mwes8bD0P2rMHv0VmS3JXsLY7/C7c6x2IVfrokzpiWBabXiI7s2D+DQgTTuqMzgYogBOfP74arhUXwltQ+jlcujAmXpVLIcqedEuL30Ijx0DzAxtfKYJMkLjL1QjQqsIBdtH9b0ZC3UrbYYshwDQ4Pw4aHZSFZ71jqu6N6FRZQbYWKfvbSAtRYGhqivb6ChDsIvV6AldGy7FuE2W1AQKj6CcBzOzPz6xLVHqV295sHd6IYCisAteAaOab4086t0RkHGsXCsIqZRa92OWxqo9BNoHhUd6BjUUL5LKpXsrYSiXIDZ4QGU9Qoa9fMfrvxohTQPD8Xi0sSh/gaNSW/X9nweM2YZVWfzqg7qJLqIex1zZqDlIi7HRZREo9cEP5OO21RdxjmddJZ7COsGFRCxUJpLXvGJs3HcEtqAh4IzgoXqBEI/+dVO1zIZsY0yUt4gglYBqaQL7LSToh+2DW9FRWtiobK2Qf5GRVr0w45cHvNqA4Y3hunZ+yCycEZcPjiMKSOAFw4h8JI/WF9tQkw7eerpWRjBMJqnku2C6XcBf9CyUEvXaXMjJk/0N1lJAjQXoKiE5bh8ZBB1tYk5W5wx7Wr3E7F3e1zwdL8rRrvoPFH8Qz+Q+7uSnoMRFHF4/4NIMustEjOybTwSA+s1UyrHrWnFQnR1IXnjp7U6ONvkMmOwaceSk7xzReOk9VyDY+Oxm73hJtMAtB6RPZVVotoAGT+LU+eheNO5Wuihrff9oqoK1HQDBS+Ph0vTiR6zU2HufsjmFYz4Fk4ZJsJm/3+LJAu3uZyBrKfjhCPmfH/dwu1VV12F73//+/jiF7+47NfQ5773ve9F2badbo/R0WRmmYh2ASqqgrqxAMVJ7gp3N6ttE962dQCu4mF2OplbQtYqnG3P5VtbGi9Ctb6+rT9JO1e5YrySXW4kdT1x7QPdgVzclgU7eQPYszlX6bQJPUxh9vDdEI3l4kfaZIdDaNBR0osIp9fuYkjywCKwKtHOg2op+dfjWhwkm7J51PQmqk4yKwivZ+K4K1/ETFgFwmFMNw5KIdxOGiTEG6gcF0foXEnAMAZjp92po8lzzK3nGiRndC5OysJMKfmLIJ3tWWmRh669it5AOWg1TgBWcrC3GRzVECBAKdwixAI+CTH9OujoWty6SY3ad+zBKSmFWxJkmnoJipO8WIF+nHPLUcjG4k35ZFn4rfdtctlNUSElNUhL4bYlMpk8HLUKBFlpYi0ikdNsIOencaS+Pif8+WY912CxGKLoZnCXnVw351oWe7IFFYNBFlNmFmEpmQL7Ws9XJqcj7xs4FYppPlu3cPt7v/d7Uef6S7/0S3jZy16GL33pS3jwwQejyr4UhfDyl788+hw91N/4xjcubum48847H/W4gk9/+tPRsYoSk7CWjjDQFmC54gxyV3tw7RoeQsmooVRP5gNqrduVtmRymLVKML3NmJgQJ4tzReE2q6OpOqi7ya2YudaH1nAhXp0v+WdWexWB5bYAZgeyMAMTpyYfhmisFpUwPK4jQIgFbRvCE+vbVpdUZ4KejsWNmclkTah6sZatZJsyGdS0Jlw/K80zeE+hGLUpDHMoB/OwnUqi76nVBrdXDg5jwWgJnQcOQQQoN3+lLcM7xui6q+PErDgi52oLPduHcmhodVRtcZ5ZK7ltieFUGrZegxuMCCFwEkeOHOlry6mXmkfa3Ql7nYJU0lzEnVy9ayumzRKmZ5I9Jjyr6t5mvAsmadfl2Qi3Y0NGNIaaON7/MzypW+/bmEYOoTYPK8jArtakEG6JQK9AD/LwqnVp8ogzOR95z8QjTjLHuetp19BwGkOehfvU5Na1WWv8Q97PY04bgLeG70uycJvOqcj6GUypGsJVYo6kEm5/4Rd+Ae9///ujh9g//uM/Rnm3V155Ja644gr87M/+LD7zmc9E223+6I/+KPra9tbDt73tbXjd6153rtsgHf12GEaqhoxfQK22/od3kjqMXfkC5owybGccYSjODbXcCpauqlBzzWhL44lH5Ih/yOkmSnoNThBv/xMJ6q96TfDHC5nI6V1XBhO/HWQtImc+ryPjWzhWFuva6yePbmshExUdqiuXwBdku3C/wm02r0ZFvOaOz0kTKUCMpTOoa00oQfKcS930u1V4T2EADZ36DBVKMIjZ+X0QWWSic2RkaTrvY+LUlDDP35UElceO78Lx1Bwmm+Iscq/WX1xUKGLOqKIZDiMUJNKin9xUw2pA94dRnxPjmXX48OG+vm543MOW5hi+9fB3IJtwe934FhxPz8JtXgrHTZ6wdC5EznTGRdEtYGr6kDRt2jE2hprWwOScLeyYohsyi+lGNRr3Tp/o7xmeRMGsG9WsIuunMXNqUtixUjf5ooUBz8ABJVkC+9lEQBSH0sh5OeynaIFlCrGLdH/liipMN4cmMjg6mdyx7VralckpSPlZzOkphPPJXDQ4L8It8aY3vQk/+MEPouJfe/bsgWma0dvu3bujj91+++14y1vesqRQ2Tvf+U486UlPOlfHLi39doSFXAgFCk4eXdnJIMqKyOZMDgtGBYa3DQsVMSr+rRZgPjxKldQ9zE66cjhuDRMlowrFH4fXSOYDdyUxutdK/ngmE23R9MIxuKu4gpJIs9m7CvdQ0YAR6jjliuU062dbIxWFOmXNQfUuR32yv8mzKAtyw8VBlI0qytPJmlCd7SDQUDWoRhNamEZ9bjbRffpq7sDODNWBYhy1onnjmJ1+AEmln7oENPF9zPAwanoFc9VkTjzWOsG6fGgcx1PTsINNcO1kOebW21/sLQ5ixqzCD3ahfjJZYtLZ9H9DRQ1Zr4Cpw3ci6VDsQ7/9xFVXbUXez+COU3PSCbfbsjlU0zMwgkEc2v9AYvv0s3Hcjo1lovP3wL475RFuhzahrNdRrirSCLdEJuMg46cwMTktTbsyWT+KFZiYSlabiH77wG6KAxnkvDSOaKE0jluKFtBDCyV9ALW5BeEjIKJoRF+LFkIeXDgpR1RCnlQzFQ6G4E3PX1jCLUH5tX/zN3+DRx55JComQ2/79+/Hpz71KVx77bXn7igvICgMu9+VuW3j+ej12JHkdebr6QhVRYFm1WCEWUwKIsaQM3Cl3LY9I0OYMxdQrw0lbpvVeoSzAcvCglGD4W9C+ZhY8Q/LbadN6zrqRh2avxkLx8VqE7Hc9Tc+HBczKCsjwonsq02ySGyfSs3B8rZispTsAcVaV/BHB8dR0uuoVZI1oTqb3N422VTcB04deCjRDs7Vojo62TkWRz/kmrswO3E/ksqBAwf6+rrHDA5j1qij5hSEeGatNq7Yms1hOj0BBRomD/Ze5Epin77SROSS4hBmjTJ0byumD98DWfq/PTtHoUHDvUdOCpFv21l8eSW27jKjBfyFylYknX6c+d2LPbs3U3RRgMP3nUzseKLfc9WLHXs2R69HElbg8KyiEnIjqOlV2E5KGmcqMZBTYAUGJuZK0rRrcEBDzkvh+Fyy5vo0PuhnJ0UvsgUSBPM4Rc7HBI4z1ifcxmP2nJ/Fw+uMkEjSmD03EEuEA24ajzST6071PG/FuKxucT169fOYnBRjV9k5FW6Zjd12sGP7lihvdHpGDGdMPx38QD7uwCePJd+Z0M8qz0XFAZyyFhA4e1GpJWvrznoGhFGVbqseVRGeOfYIRGKljt3POLC8cZQnxWoTsVwe2MhwXAQq9Ldj7sAdEInVHsKaoiIcikWYCT+d+IgLKra2WsG1NiOZPMp6A3UBqquvdTvZ6FC82DgzsXpRH1EcZ1eMD8JWXWjORZhbSG6BMlpg74fLBocxZVYQ+rsxP78fSWc1xw8tCA9mamhoZZx6RIwFrOPHj684mR1KpeDnKYZJw4mTYkw++pkwPmZ3HMF0qKxLE5PQzrl1UhMoNi9GvTmf6LxouvbWylMv2YMJax4TUwPCF+TpxY5tcX7vbDVZhTXPxkVsWQU42jwNfiFLFiwxUIiF6MkFO9HCLYkv2xpl7Kkdhr//6Ip5m0NDaaQDC0crc4kz+KwWa7Yc6ZwCLTThKjksJCyPeL0RELQNnyh4Jh5MmMi+njF7fiBuzzZXw2EkN75yZmamb/G/XWC96GVwSJBIpm5YuE0Yaxk0bRkbibatV2vJevAu5yDpZwVr2zA5E3yUpsSIFlitE9xbGMCkVYLmb8Pk1CNSCGd6Pu7ApyeTOwFZ6yA3PQBkvCHMlZIrKK002eqFlQYczYHu7cLM0bsgEv1MtMaHU2hqdcybWxBOJmtAezaDJRJlKnodnheLnDI5breNxvm2cwuz0jjOrhkZQ0mvoq7uxULzZGLjVPpt1+WDQ5gxF6AFwzh837eQdPoR2q8YieMSTp0QY1xx6NDq8QebNlkIEWC2LMYwvp+tjKNDBhzFQcUdQ9JZ6wLPphEbm5tj+M6Dyc25pTG66679Hnnipi04mZoC7MtQrydvXHi2YmAmo0bXZdMrQhbhlpzSoTYL3c8iCEJpRPZcIR43TTteYqMSnpgdxp/veiJ+aeJhPHPm23D/4p9hv/ev4N/TO0d0YDAeN03acsQktLesEzk/hcPTU4kzw6wn4zaVpTaFGPVcPFRN5pxkLU5iWnCk87TJzeKEGu/gFD3+wTAVGCkfRTeD/dVkXXf9sq5l7Wc961lrejh87WtfW8+vuSBZi3A7kEqhrFeQd5K5yt09yO1nRWT36DDuNWpQKskXo/vappnLoZRaiAuUHZzC3j0QgpW2YOUH44nifCW5K3C9WGlleGhMh7pfxUwjRBiEUNTkb1Nvs9wWQOp7nVwTWWc7Zub+CyLRz0RrT7GISWseaXsnwuk5YGe8nTGJrGUQOJJKo6o3gDAF1wmjgUZSFwzWKtzuGs6BNuxPNOVw0rW34tfTEyjUt8JDHU17ASmrmDi3bb+OhKJpQSm6wDSJ2BNIeuhVP4L047ddis/uO469M3vgNEOYqWTeU2uJtXjMyGAUl6A440g6tHCwWm55+5nVSJVguDvQKE0iPZDctq1VtLjumk346nEV9z1UxbOvQWLjH9YDxU2lCwvQF7J4+J4f4JonPwMybb+PrkujCtUfhefb0LWNFzGoPz+bqATCMOahQkVz3kZmOCWFcFssxkUoZ6FGhRsVXUOShFsSbX9v8+VnfsFCBe6n/w145fOhPe6SJZ8aHqGdCB4WwnR03ul6TALrjUkgsi3hNu+lsW/6CK7ek5zJMY1r1xOtoqoKrHSAYU/B/XbyXMQkSK9F5CQKQwpGZgYxrRUQuC5UI1m7Doi1zkMKAxqGKwYO6ck7R+dNuP3GN77R32pegjoYUVjLwCkSZvQSjMZeJJ1+CqMQe8bHcZsxjYydfMdFP8ItbekeHlTgnXAwd1KMSIvVBk/bBjJoqA1obvK3cney0sRx99Y06M6b0rcgnJ2HMhpv2RSBlQYYxqCH4rHNmLXX5iLcaPoZXFxcHMTd1gR2NC6GN/kAkjE8P/uBBQm3NS1WNuuVAMVhLbHnaK2D24uHitgHH3NBRhrhlp7D+SHAKA/ACxWUq8cTJ9w+/PDDa/r6beNpuAcclOoZeF4Tup6MSX03lEXcj4PkscNjOJG6m84Wpk/62Lon2Vvx+4m1uHJoBP+SmkKxfhkcpwbTjLOWk8haCvNYwy70U1tw4v6v4eLr/xeSylpFi7G9o6hqE2iUtyV2brSemIQ2T7piE2aPu9j/YAXXPBmJYq1iRS/CVAOWPYqFyUcwvOVKJMGIsNxuq37JmbFjd/5ICZnhTUgC/WZVLsfgYDx3LOtphLMlKOPD2GhonERmBLK8vGr0ouhjy93/7r99DeqVF0NRT++kyBXNSLi1lSJQrgLFvLBxAp1RCVBCDLsK9i+s3d2aVEE6k9eQr2o4HgJeEEDvOI9J6AfXmidcGFSRnRiCrVqYnJjE5u3bkDQm1+iOzg9qGJ7P4g5NQej7ULRkzrGWY11X1Ne//vWeb+SspcJkv/iLvxhdHG9961txyy23nPujlpi1br/SzArMIIN6ffkCWSLl620rFrGgV6B6m6MJY9LpZ6B76ego5ox5NKobP4A4F8LtnsIA5owamhhDsJDcwPJuVsoYvXRkMNruXFb3IDiezFD55Vhp8D68RUXWz2BCteA3+i+4JII765LiYOS4VcIMTk2eXSXiJA0sTE1DqMXu8MZscvvA9QxuR9IZOKqDmjIAz3MSeS+t9RlM7Nqahh4acPw9KJfXv33wfPHggw+u6esvGxzClFWC4l6KExM/gOgLwmPpDKCV4KhVTJ1MdlwCuWL6aRcVkZtIzcLwt+HkwyRKQwrhduuePLJ+Gg+uMbLk0YTmN2t1+ZBQ46ZOYbBxMUrlZLbtbLY+//jFF+FYegrz1T2JKzZ0LoTbVAHIeQNYOPGQFAInMVKMn8HHTp2dczdJ7SoUY9OFo2bgTs0mZj5F4u0VmQGMGNbKizalCoIDSw1ctOvKV5tQwgIaCRrrno1wS+7UTFbBiKfhaMKKJ5+VIJ3VkPez8BUFR6urz2OSXnCtMKRCcfJQQwUPnkhm3OPEGttFYnTeHcBJM4twNjl9X7+sy3bw4z/+4yt+/pWvfCX+9E//FG9605vwy7/8y+s9tguO9RQGKGTiB+/0iVns3JvcrcL79vXO7unlUFXVBVj+ZShXpjE0uB1Jpp/zRcVebktVMFzbBd93oWnJ22rQfR2uJNxeOjCI75inMNLYhdKBezB07dMgunA7lk6jlDqBAfciLBx7EMPXPAaisFIm3d7dGdz5HaARPBlz+36A0atW7rtFmmTRFvVaJj6nJ6sudiG5rHVFOGvFYWbNmQZwSTKddOt1JQS6Cy8cQmVqPwa3PCZxbaI89rXyhL2D+Ma3gJp3Paozh4HdSAwkoqzVcUs5t3dap7C5fCWO7LsRO7f9GJLI/v39FU+jifIV6TSmzWmcOhzgmqcld7cIibb9XIMp2p4+2oq02DeFXY9FYllLxujlF+XxzdtCHKkmd9cLOb1te+2BkzvGQ1QO5nDnfd/Fs65P3hPrbASLASsFP3MK6ZlrMT15BGObktO+9eRVdjM0nkX9eAYTk8ewR4JIAWLboI4phJicT8YC8bmIf9B1FYHiwAwsTExOY+djl8YOnC+oQG64UEVYqiBcqETRB+1/61MzuHH3k1DUyTkbEyDAZG4aDaOJtJvCeHU0iq0g3L+8CR7l2hZyUIo5KIUcLqs50DwF0/fOYXuxEH0MKXNDnftne19liyoGZ9O42w8lEm4VpP14x9XhygL2FIpCC7fFYRUIVQy6FvbNTaD/oNTkzkXygyqMIIOmMoDa5DTyY8kda/TivO0X++3f/m18/OMfx7ve9S584QtfOF+/Riro4luuQvxybKXK8UeAiaPJFW7JQddPsY02BTVepZqdKmMojitKrBDYz4SEJsH/zzoOrXwx5uZOYXR0B5IMDQhXckyQ47Zi7ode3YvpY18XRrhdKeOWBj/agIvMia2YnPoChvFCiACdp5UmkJeMFfE/5gRU+zpMHBdDuO130ETV4ncP51E/Usa8m8yt3G3W6s4aysQD++Z8A0llve4sw6Qc6UEsTOxLnHC71piENluHsqgZ04B7DWqlWxJ37a11Mnz5wDAmrQeghpfi2MlHEru1u9+dPMR1Wy7C9yfq2D4zntj2rNUdfcW2YSzsKyM1nVwheq3C7Y7BLGbMEwi9S+BUSjDzyavhsF5X4JOevAtfORjgwUd8POt6JI71TOw7edzFWdgzKn703Yfx0y/YJU27iE1jKZAP/lgpTO49pYTQdVrMOoUTk5dg8+g1UNXltwGP5YZwRGvCryejXsWy8Q8KUNEeRLM6jR/cdQ+ueexjoGvLyxeq3oQVGDg2P42dZ3lMVPMCtXoswkZibAVhqXpanI2E2ipgdy22ZdNQBvKR8FrOp/C1h0/CUjS8YGg7jgwcw/e3/wh18/T4LuOk8aRj12JnaTvU66+BYhoIKRahXEUwMYPLSmU8LnDp1ML59r3xN5kGlEJ2icC7+ErCbvt967Rg/GiMa+NzNbPqucoWFBQmi5gJTfhhEBm3RO8vKAJCCwdhBQ6OVsvCC9LFoXictNXRcLiZLAcxQWO5tc5FCoNxmwbdHPZPnMA1j70UInFeg76uuuoq3HrrrefzV0jFWqtZE3u3bMeddzdwMmnlJrvctmvZOrXZiB2EpdnktmktecS780WUzHigf/LwXOKF29Ucj5TZQ6tw2qyJUzOTEKXLW0m4JTZvtqAfT+FEYx7JkpOWh0TblaIS6FzVBysYm34MTs39HRJsylrX4IK2C8+ZVQw0hyLHg5La+KIh3VDft9aB4NZCFjZFCpSTtYXsXOQhZnNGVMTm1PThxLmk1yvcEtqwi/TcLlSrk0Ludukkb5rQh1xgCmg0N2OhcgQDhV1CFvFqc/XOXfji/XcjKGVQKwfIFTXhhdvHj47jP1JzyDbOVp44v5TL/U9gSVCvF0oYm78EE/d+HTue+gIkjX6ifHoxvpmeV4cQ1HchCDyoanKylsk0shaBvRc/+YTH4u/umEV5MjkuM3KvryWqYzl2jKdxECHm7BySQPe52rStgcdcW0I684no3//xVSCbGcP1j/997NnxEz1/Ri47BketwXaTIZj1WmDcfsnlOPz4K/C3qXjXyD8dvBejD92NN+zYi594au8wZcNwkfZ1HK2vPOanfEuUa4su2fit7ZqtLrpm0TnGpsLFkUCaj4RZdXxkUaClV8qfjcRS4/S9/aN//3f8683HIj/txTtc3LHn9jOOpW408PU938YzJ5+NS57/rCUZt8Qt/+9eHDpeQKFwG37lGc+Ij7NcXXzFQhXB8cn4fbtrFx45c1uibnTsXULv4sc6jrmf/qJ7AYvO1ZFrr8DNmEXW34Tb7j8F98G78bs7e5+rXFFFyh+Er2iYrNexJZuMe+tsnMTkuA38AopBCcdXmXOKINymsgrMFLDZSePgWWZqn68+o7rGvzPFPxCDbhb3lY4iobVCl0U/3w+Wtf5BL2TW4kptc+n2PbjFmIRVOT8rahuRr7c3ncIhxcPkXDJWgc92kk/i2fiACu+kg7ljDeA6JJp+HloXb80B+4AZOxkDvn5YrS+6fFcBj/wAOKhvQthoQkkn28XZ74S4uDVEajKHCcdLtNNsPdteSLj9srGALfYYwrkFKFvGEnmOaNfBWthZGMKs6qFca0gn3A4WLKTnTTxcLeEpEH/xtM22HSYmJ/I41lSEzIHtZu94EbX9NZjOlThy9DYMXJks4bbRaKypr7hkYAgVI95efOzwCVx+VTIXUB96qP8MzWtGxvHX6f24svoEzM1MYmhkHKILt8TAdg3pmTyOHnwEO54KoWKXVkPLz6Ewvxsnj92BbTufhKRA4ubZZtMWLQvV1DGM1fYgCPwV3Z6PFrRoei4ydzcPpuApVdS8ZNSq6BSjSbS99vozRfdafRo3f/NNeM6PfbCneJvLjMNXy3BDE6EfQNE2djzfSwi846mPIyMxtjZGkPUt1DQbJ61pvO3Ufvzxd9BTECShabDhoeJW4T9yJMqNXeqYbQmy1RrQeWkYeizCkog5VICye2ss0LZE2UjkzGfPEFVXY3Y2ztoNlBC377izVUhXhWY/DkowjFCdhW/eEwUo3L79TuxFSCbjJeQHdGSOFnCX5uGle7avHttAgnRL0I0E3rbIO19GePhk3P7uHb7p1KKgu+jW7RZ5qf26dsbOTDpXpat+Gj83/Vjk/dPFZytaHX/jkkP4e2ecq/yAAiXMQw80HK6UEiHc9sovD1VgLn0QM9oJfGXfdjzroqfAWCbykIRbQMOg38SJWrIct+txEtN8sTikYnh+AN9D8mIej66jJoVuKEjnQow7Bh7WL5CM23647bbb8M1vfhOXXiqKH09Mt08xk0ZVn4dvJ2MwcS6E20vyA7hbr0ErJ6+TWO8k/8rxccw9soDBuWS3qV/h9rqdI7hdcTGv7UIwX4ZKeUwJZ7XJ41VbBnGPWsa8dgns40eR2vvoZGOdDe0B4UpccXEOh+/0UfWfgIXZgxgYiavayiAIXjE0gpv0U0C4Df7sLNQECrfrGSxdPLgJJ1UXc04yF69INFuvi2moYCLtmzjk+lIMAttcfUkBX73dxQnnMsjgIr56ZBQ/tOZwaeMaHDv0MVx15cuRNEF6LYIMLaBelNXhKE0c2X8okcIt3VP99Olt0rqO4mAzyrnd/8MH8MSfTqZwu1aH6kW70pi8M8CRch5JDGJa60JcJ4+5YhgTt1n47vfvw4sSJtyeC3aOVoFKFnfdeR+uffxVEHWBsRuVdi/pFfjBKELPj8SrROyMU8LIaRu9e8aaIfWPCr59x4ewa9szzhDS89nNgLofQbAVwcw8tPHhxAi3JBgduO4yXFTbgqfPPQ55/3QcTEVr4Lahe/ChYw/i+m+b0Ghn0qIwW8Wzpxfw037sOnU/8S/xN2VIlCTxNQ916ziUKy6OxcnWxyK3bHr5wmFhGEQFs117Dq5Xh+s24HoNePS+12h9rOP91tfQ52vBvXjyM2dgpXxoaR968+mwyr8DNTg9Xg3UKdiFj6Gm3IbP/feLI1HdMDIw9DQMPYOS5yLIDEXn64FHPg/TyEaf06OvaX1d633dTEGj3M4VsjujZ2c7l7dT4G2/Ts8h2H80imqA3zUOzWVgWTreuuUKzHsOZj0H37zyJ/Dc6See8Xtyfjr6+L8E38GPP8lbEptAWaPEsGPhkbkJPHXTNiThWdXZv6evHcPUldfhVi3ezffN+47hg/c9hNdctBUvvupnz/j+TD6+foY8FYcSFJVA53u92b3FERWF6VEsaGk0PS/K1xfdbFEc1jA2lcWPxPGeLbKuv/573vOeFS96Euq+8pWvRFUUX/3qV5/N8V1QrHeCFegzMGp7Eummo2Nai4OEGC0WUNOrSNdS0pyvK8c24X+sMjbVExzauwah6fKhIXzFOg7FvwwLB+/G4OOTWbxmLcKtpetoZmvQvItw6uj3sFsA4baf7NTHbxrHd63jKDhPxYl9X0+8cLuWvKLxdAaB2YQaWqjMTGMIe5E01rPt6tLh7fgfdQIVXxU6JqYXmayKjG/hOMzEFfk7m2yzsTEDrlqF61wJGc7V1SNj+GLqPlxSuxKnFvbD823orcmLqE7i63bsxOThKsyptRegS2qsxRMu3obagQZOHq8jycW81sJVm0bx99YMCsGV8GZmoY8ky5iwngKGbZ569Tb807cqODm/CUnibGMS2vz0067Cfx708b3753Dt4yH0s6obz6xC9YcRzpagbLDI2R77DY06SGdawlqoQnO6XJxKgFp9Et+762MYKl4cxXOoiha9KooKzfgRUt7leHB/HSPqXiiKBo2+pvVG/26/ryp61/ta9DPOFeXZOYzpKQzpJoa2b8e97q5lxMBU9PH/HgN+9NVbcW1oLTpi1Yt34GQOOLDQxK0jD+FNT7ke3kgWruLAWyKszsbia7MOt1qHe6TR+nxvIdbzVt/9pKlmJJ7qLbG1LaY6jotmQwPF5Q5Y1yNV+j9nfK8SjEYfbw68HdZYNfpe162h3piJfn+zUYWbaWKXWsVtt39j1WNRVeMMQbf9vt5+n16NNHQtDaOYgTHc/ppxGPruWBjW/n/23gNOkuu87v1X6tw9OeewOUeERQYBEgSzxCSREkmJtmS+J0q0LEuybD1LsiRTtiRSwQwWs5gzCRAgASKnxWZs3pkNs5Nj51Tp/W719OzM7ISe2UmAePZ391ZVV/d0dVXduvfc853Pi5qVsBIG6UiaZCxOIhaj+2oPlxJ+VHcpg6EAeyK5m12aphUW6zY2u8O7+Ph3vkdbVSUunw/N70PWvHT6TPyWxcuDveysGsQlK2iynKsV+br15fbBnTyBJUjbK9vvnkHxbfN3HSJ656HryFtfIHf8RYbGUDqDZdtOPo7VhlBIT8+HIr5VeaYHz/AoZkcXcmv9jGpyYY2oGWVItkT36CjtlZWv6kh1AaEiLu4toUfzYek6srb2RXU3RNyKhGOCIJxL7SBmJz/60Y/yu7/7uzfy/f7NQHRsF5rAJg+PMoRiqyRiNoHQ6jcQ02e7FxpWJheHMOR+SK/+7NtsENf+QmZ6tpWW83WtBzPWgGXZyMInaY2ikFk58fB0lRgoQ00MdH97zRO34oFViEqmuEJB7qrmysiX1lJi+Bs6VwFNwyhL4u9dR3fv59jC2p1ME0rOhSjOxHOoPCRDP4RHR1mLuUEXM8sddHux5DRpc+0QZfMrU20M11EM6yg9A8WzJkbx+CQ0W2NYWltn60ZDasW1aHoGCWZbSGXTeEW85ipD+NAttl/R4A+SDiWQRhTQ2+kfPEZ9zU2v6onufQ1NfN7VQ2mqgbHIJUqKWl61nr153F5fz5fcQ8iptZmcdjHEbbXPz0jgHJWjm+g/8TT197z9NUPcejWVmH8AT2YLkSunKWra/Joibssqyom4z5ONV73qoyimQ/Ek8USrHOKWVSJuxTMqlujDsDtp2xynqjZHKM6l4jQ8T3PizFdm/Dx1PKr9WdGcLkI7JIhbQeJKsjKV3J1C+CrItuwQP7IpIZkgmzaWIRM3XcQsN3HLTQwvobdtYUz2cspVxFv6ts9JBt4xso3/tOUqbtlAJYFqj6FYGdSKLGqFjmbr/O7p76LaBhpZVHRUW0dDxy1LeBQFjyI7kQs+VRsvAfyBcjxannzNkZsTy7OpXFUPijwz+fObX/tNZwK/tFKnfut/nPOYlOjH2Lt1kLrqPViWSI4mzjlk0xbf/2yap0pP8O83hWhb14yup8nqaXQjg55N5xTBenZiPaXrTkmKkjXJpGwyhokI5MoaEroFhiWj2xKmJWGRRUwBWLaORRIbDRvVqYW1g2yLbynOZSkSZcjNO5zvHdS9BNOzJ8h09jF9nI42ciwz5ijXs7JBRtbJVuqOhcTF0TQvP/Wzea83QStqspQrkuRE0uTWRS3jksaXHdJXbJtM/CpO7XJqGZeiOq+LOrdNpbvrCpmGGmzLJLLt5jkV35/t7OCXtupTbBOEJ6ws2wQNPyKmbCyTpsyz+slDp9tK7feX8Rtl7ZQOfx+GQb9wyfFn1t5+L8r2qaKl4nJx76oU6366+/vXFHF7cZFWYMLn1q0Xk5E8DPYPUt1Qx2uauP3TP/3TWV9zuVzU1dVxzz33UF+/dok3XkPeeuXeXHhJ/0CG9tDqNxCLzfqchzNrKg3h0jeuSRVxfvZqIeF/lV4fGW0YCZXYmE1R2do7poUSTc0NPiJ9Ac6O9bG2goMXnwW6td7PpYsqhzIJ7mLto1A1SUOzC7XHRU/UXrP31GLDGptK/U4dja1NP/XFqjhlOYlJMbZlLdhTbaWfV8Jjb8vuflK+33GiM3/02NdmTYwisu4KZO1qsqk0rjXiJb0Qv9TZUBkcQxnczMu9l7ijeRNrgYxZLBkt2oj1DQH0Kzru1G66u59/1RO364qLibvP4optpeP819m379+xlrAY9UhzsIik5xzqWBuJgav4q+b2P3y1eMIWN4A24uXSxW7q7+E1Q9wKNG3wkDhUwfMvfI4HXmPErYDb04svtp2xVIoSr/dVm3ByOvyhLPaon9GBq1RsXv7IJaH2HItcZGTsPCPhCxN1Nhtj202gZyWSCcUhbXMqzqltvWSVT6g4H3jwV6mu3OkQUpZtOMnxhA/xj77/XZIDd+CqfpoHHrh3fLvIh5DfZ7zY5gzLOlYmjZlMYiUTmKkkdjqFkUkRT2cZNSBsyYRRiShuIqrbCbeOqB5iipekNj4xbQtXUBm3ZeLXU/itDG2Jiilk2Wxk4IORerSiLJatYaFiopLJyKRSEnE1S0h2gaI50f75khFEKBJxQSQ7nySNk5LCczVXqwhiUEWTZNTxIr6jJhTJOfrSEbCI9ytkkMkKatNZn/gs5/NgT8sfQrMgGV24rNknrMX+LquMp74qJgVmnuy6c3Q7Z5/DKSD6ToX1n6QC9rakceW2+NLTiuTUFpIoWI5aOZtNImEiK4WNJ26KzByNZJPGkpNYUtKpTSmJKacx5RSGJOo0ulMyGFIGXc6SlbNOnZF0hwQ2ZfFNxJlQSKE4Cc/EuiWWUbHG1ye2TbwurhkFe7KS93V3OlVbomZuxbcEH/rp19hcVktVoJRKfxFlbi+xIgtJFwkaTQZTyTVH3ArS9vdrNmEg8XxpE2E1QLERZ/9oF3zh+/CBt00hbwVxK1CR9XFlWHxObkJlLQgTrkwbi4hvWpeKUmZcxuyw5lQRizu3WA9wtqfr3zZx+wusPHHbGjIZxORiT5L2davfQNyogkQqCeGzBxxVVjxhEgysHT+VG5nFD7pyyqfoqOU0GmsRQpVaaAd+3/pSHj+oc9qs522sbRR6TBsaAlwiTbe9jkw2htsV5LVA3N66oYLnnjcIm/scpVlpcStrEYsJa9xQVYHoSojka68l4tajZkCoGIR/m/BfW6PPq4UmRsl7gPnMAJd7LrO+feOrPpNwHuurLQ4NqBw7P8IdayCX10LU6zPhpupqDrlHaMnso6f7f8O+32MtQJDRi3kGi4F2eZWCNKxw+dwF9u17bfQD6+pUtFEP559/jF1vfzevdsWtwM72EnpOZOhKCU9RA2kN+epNDzldKO7ZV8f3Dqc4Ga7nDaaJpCivKeJ2Q41ET8TNk4eP8fbbbllV+5ul8rgVKCvSidgq54fDVCxxexZP9k8iaC8wGr5AJNbleKsKVWtRsJGy4nXUb7qZVNzLJ/7uK6STwqpA4p13fdT5HEFDToZYt7HwxH6XqvJ6xwKBcVWo+JumASF/HYZZT1+8DNVsRiSOl0wbI21gx9LYsRRmLI2ZyGAms+jJDNG0Tky3iJsWSVkhpaikZJWMoqLLKrqUozYVYd1gy6i2TBUqjSioTlGd7ZIlOcW2Fi8kaArfDLPoMkxB0Uk2qip+JxDcnFOLPzde7HFi0hbL4p9kOwpQ8c/CwnRqG8sWyxambaPbFml0DCwM4X1rm7naeYd97XPGa7sy95kl2QCtBeSbPRm4TL9ndOL9E58jRBfirMompX4fLkXGoym4VKEcVvBoKh5NdjxIvaqCz6U6Cn9HUaypzrpfU/G7NDyqUERLzm8ieK2Fijm+9KUv8cNvfctZbm9ex97mP5/3PZtuv8K69RvRMzbZDE597mCSnoEsh0L9vFdMYhkS2ZSFnjTQRZ0V+0noRo5wnQ2KnUURqmpZR1UNVM1EcVmobgvFK5TlEorHRnWZyKqOohkomo4klpUMqDq6bfL8iy/y8tGjpBsbuc3683kV39/znGQgESYl+chK4/xL8fiOts1/eOoRKr0eyjx+KnxBh8QtdXsm1bnlIpd7WS0V8u2gaCE+WNHGzyo20u+9Fb+Vk9ynNPhqQ5Ka9PPc9/3Hkbe2TxCeIkrO5TGpznrpii2eq1pqdHV1OeTtZEJaHFt5fy6vkv7Pz8+qIhaKW4GKrIdXRru4a82lSp4da6cn9G8cNxLO01ZayQUtDn2iM7mU3YnVUZBIbhfF5EjOjv44u9rzreCrm2Bq8ibJSFlG+yUa1q3NW28hqrOqcU/HuLUJK5lC9q2tSYPFEBhiZlF0k3RzG30DR2huyM28rkWIB1ah12F7cREPea5i69vpu/wcpTtfQ8RtZVmOuLXWpkfRohMCeMGMeogMDlO8VonbRSRG8Y8Tt0HDx9m+K2uGuJ1I9nIDqG0qxTiRZbjfvWYiQ24EN1XW8EPPCZpS6xlOXHE8/0Ro6Fo4V4tNELWltZj0KZNwssyZXPD7KtaMinOx1+CdOxo5/orN8QGTXawtOKRUfOHRELdW1/K/fBdpSu/BuHAJbdO6NWXpcyMI+TQiwYt4U3uIHn2Zor1Ts62/GtuKydi9fzs9Z+HslRirmV1OjKtErpWlQm2pjMhBfjlmcOAGVLSj4U6HmJ0gasdVtAIuV5Cy4vXU19zMjk2/RlnJOkqKWp2w/Dwef/xx0sncGKKyaDOyPXvoskPmmhV879MZJDIOMWsaggTMP7BzfdyayOv50eenX9fib4i+x7X+hyARTcnElC1MxcqpNCUbt2LjUyVUVUJTZdxarngFeehSnO1ifkJRJURXQCwLpabIVZVbhi984XMMDvVh2gYhXy2723993t/zjrdoVDdpE4SsICKFOOahL6Z5pOpn3Oy2+Z13/hIrAVMQuoZJ2jRIGQZJw+Di1S7+9h//EVSFsrq9tLrfO+/nNG6UedeWDfhVzSFahYWDWP7pdw7R21fH8zVP84m3/wprJYqi88oFtreOolkl15GcAoLkNJQw23evR1WnTi5k4i76+yWOFHXy4V3NbC+b/XksrltB5GYF8Zsy0cdSZMNpspEM2ViWbMJAT1s5YjgloZsyKcmFLrswnNrtKG9ng6rZ+PT97AqNIiVlgtr8iu/f1O5mc4ubjD5MPDPISHKQruFhxrKjRLQkGZHUMONhRPbRIwVJyyFSeMhMo98EaesQuW4PpR4PpW6vQ+qWery5bS634/1cprkISjKSaWE7N7Mp/C5ytbNsYjvS8txybrtF6cU+7i+qod7l5WjtdqKue8lbY+fhs7xEXPfyMx7nDY+9iNxUg6SpoGnU+DK0RBUueRPY6YyzTVJWV4DW0dFxnYr4OkRi6DOoiD0+cLmhJqtwIbV2ksgVgrXJHv0bxI0Y6Icqmklow2gRIc1/bRDStcoIgmrrGky+ZojbjSEfF1xxunt1drD6g9+ZsBB1gpihlYIRgpkWejtPUC9it17lxK3oVKo+nYBew6lLP13TxK04V5NnG+c7V75SG3Ogkd6uL7Nl5/tZi1jMfVUd8GKTZFRaGyH30xU/i1UyVZf6GelzcaL3Anesb1lTSf7yxzQlMcqMsJ3EKH1DR6mr2jtxj7m9JiW6i4uRpUscsxayqvsr60hoF3DFS5yBm1C6rOWEjPOh2O3BXaUjjbmQ9Y0MjpyirnrfqzpCaU9VFd91hwnq+7h8+mG27J2fHFgpxfdibS22VZbxhKsby2zDGgkjl62dPpO4BhdzXEVuN9nyMbyXd3DpyA9Yv4aI28VYP0xH6zYPkefKeObYj3nTGiBub1SdPxmhihLScj+JZNGr0v9wNhSX5NrzQV0pbMIi0TehoM1bHQgVrXguTlbRNmy6xanLStbj91XNqH4UnyfymESGLbrPeblp429T5K+n2N9Y0HcPJrtQ7BGSVpaEYhFXIaraRDSbMU1iTLNJKRamlC+mQ8SWeFyU+LyUBbxU+D1U+HxUeL2O/VuFN0BIcy2J9ZY4vjOXH5uYkBsYPcHmpgdxa8JP9XqCSAgs3F6dujbfdTlDgsVif5sqXaJTufF7dSERHX5NlGsigmhHJ+7eXNTVWNYgtuVtTqj9bARnXEmxb2Mpu8qvJ+NLyhXCV4u4jIRhWY6/62ph8mScaN7P93yaLTV/6BzD5GMT6wJb9g+iqtfbZ5bWao7dQkUmxKVoZE7iVvQdBdEvFKCUyFArfufQrPvbIhtcIokdjmFHwlhjMYyxOHokgx5Jk43rTtEtoRTPEbu6pBFHJWyUEy9AC5LtbOWYE1h8LdS+fLxM+ibIwphA0kHKYJPBkvLWDzqGZKFLphAbY0gSuiSRlaBLynBWyZCRbQwxWSJZGLLp2Jh4TR2faRAws4R0nSJRDJ3SbJYSPUt51qBEt/CZ4nzAG9AwKlrJ2hLf9tzqkLazKYn7PLeSeeQLjrtxHqL37vTgr0Dm8CfGT4jsELhoKpIrV+fLtXUtR/6Or09eFnWOGB7fzzVpefJ+4n0zXOsd48RtXkUsYEkSJ4pcjGgKZbrJ9ohQYoM+TUUs2iyhuq2MBHh68aktVgUFjSr+8i//kh07dvDgg1Oz5y0EDz30EMePH+eP//iPF/0Zr2XcSDhPoKqFrHIEJbm2klMID9hIRMxPLxwlXpn+mM7Q6NrM/tyzgMz3eWysqOZlNcbY2NpUBi7mOmxt82If9fJk1zO87zVA3ArUVKt09xTx4sgwi2/x1p6avaXJz2CPlzOxKPfx2mkHRSJM0fkRiS3WGoSCbrFkTEttDWOnJE6NDnMHawcXOk449ghllRkq6wpTnh089o+0Nr6OyrLNlJdsJFgiUxF2cTmz8BDqtRwqLAWDaPIpqjNv5pWRYfZXrW7m+IX4sM+Gna3FZM7rKOmbGRg68aonbltCRQz5r1Axto3LF764ZojbxVqqCDjJgktGCA61kXzxZQIPrp0W/kaU7Ds2l5C9YnBmUGHdGvL6Xor76p49tXz5xTBDmS0OsSCtYlSFeEYtxcTVFLiGcetlqzqBNVmRNVsyTWueZJqT4fN7MaQsUcvvkELSOGGYU9F2TJCzo+NEbVbPkVtuV4hSQdDW3srO4l93CFqRGHGyinbiW9k2yZhFZMQiPGzn6pHcujE+HJLtTRT7urBSfehyBLd/97y/xWdqu+jx5s6x8G8td7mp8Poo1jwYnV6G3X18pKmWxvYWKr1eyj0+3Cto4SGIwMlRFIJAOnTuixzY8jFsx1dVnkLaCpLppvtCMyZ6FgSfN2BRnvXwgr+w/BYrMfZQBwZ5Zv/LPBC9fVaC83jNeT5cOXPYdmVdMZePyoTMEBfGRtlUNpUeXM3Jq5PnjgN/zaba30CZrABXRtiwf4R9t858jRY5/qk6TRkPndGlPVfO/Rn0IwX90FDtEHhi9D35rnP656nMOLkb41v/93Nkh8doLt1GvH5+gcvNow9TbI1hKi4s1YWpiNR3LpIZlZiaRXJ7CXoCmLKGKalYsvDXzXkxm1IIXaiORVo428olixOJ4mwJy1awLBXb1pBsN1IhXsYyjHpy5byw9RBksGxhyxZZI4NhZ9FQKR63R5jxN0Ny7BOev/3t3LSrEpeko0kGvedSnD2Y5ImyZ/mLm27H1g3I6qLxc2pn3Sk6trCt03Ov2YnUpNcM7Px7xOtCGVwoVOU6Uve+vjH2123DJSywNDdPl3n4h5YiNLsav+kmoWTQpX7+30sR7hiJYV3sRmm/NtEliNvi4RIGJc+qT4QsBAU9Tf/kT/6ED3zgAzdE3H772992PFF+QdxeD/GwupFOk89XjqRcwWfeTipt4vWsvl/WjYQIC/hCFSRHw2TDSxfmtNqJbIrKG8iqg5jx1R3MLyVxtnFDOV1HMpwcW3tqx8UOHivqPVRcCnFQ9znJG+brzL9aiNvtTUU89nyWbmu9M6BwaQHWEoR6eLFthi1nScpTB1NrAYODOcuXxaC8TCSxyHA5tbptYCo9Rt/gEXoHDtE7cJjRSAd7boNETCEe1vD5c36PYig1INeRkgJ47ThVVo/jsCeQzcZ5+fg/Y5hpR2nklpsocTUyqFsMDJ+kvGQ9iuJ61YcKi2uvTD5PynJx7Erfa4K4vau+gc97BmjI3M5w72dgG69q4laEJHprdLRRP/1JMDJpVLfnVW/VsWGDh9EBL891dHH/GkpAeSNJ/+5rbuKffFcx07uwLnShbFgDxtFL1Fb4NI1IeTeVgzsYfuEFKh64n9WCIM1u1Ld3OooCaVLhCs5c6WR32wbWUnJkJ5nmngFS3t8RRqhzJtOcDEHAprQzqGonhw8fZzTdNa6ivTpVRVuy3iFpRS2UtDOpaAVhlEpYRIbtCWI2PJyr9fFTIdSFRaUSIV+W+voYofQw/kg3ly6dZjTkpaNE44kiDwcim+ZVcd5R7+YN2x9w1LIlbs+En6aetfnmy0mSSobWpMG2GZSeqzVx1T38Ms+d+lv2rPsgXve1pF7+gMyee9w0zmE5V1yuUdpfypA6SlLXnfttNTB5bC/ZNoPHf8jD+93cMbrNCbXPQ5yjp8te4cO3tTvK3ZlQ31TLSxhUZoo43dOzqsTtTPY3grzt6vkvvP7mP8AOXmLPng1s3CLsEZpm/RxFkfBqQ9RkgktO3BYC5770eZB8Hqit4LFIPwOjA2xORbmp+m0k1cCs95XPiNP4gZvQ1k1VvaeTNt/5P0kOlv8A2oJ84rbF+8WISSGh3I/GzxKLDRCNDhGLjxBPjJJMREilE0i2C2y3UxStCkmrwZbLsaQibAKksgr9AxEk2UOxXEFxAYGaQxdr+LETsJAb/xqyh6wvSFX2TXzusPALBsVlo3pAdYMnKOH2yPh8Mj6vjN+vUuRXCXhyVh8zkaKOpUOe4J1MBAvy11mfTARPIoOzYluWjvOnHCK+WvM4pO0XGrby4ODU+yqmJPlCwyvi6uTe6NRrNlQq4TYqsJDpisdoDa29qPWZ8AurhDWA2cgKW5Lo9gwRkVMcHhpgZ3nFjA266CwE5JwlwYXeGNtbi1/1ChJPSQ2Z7iHs+Op0IubzolsM0R4I1IByDNXc53jwaO61MbC6kVD1smrFyfqZTTfljPPXyGDxRhIPiWNSbY20uYmxWBdlRWsnTP1GwgBLy0RznyVlbmRk8Cw1dbnQ9bXUDi7aj07OYOLHSKbQAmvHhuSGJuSCubY+bAZXnagVCAXqqa3aS39XFc881eF47G32hvBVXOa0p46XtHtIyte+q8+KcZP+czane3nHxr9BaWtwMmQPjpzm/NmTZNMnWWd28L1Hn0GWVUqL26ks3UJFmSibKS1qdba/2jweS7Qxktj0dGfh+oTEryqrBIHGYIhkyQVcPesZHl38ZOxaCoFub/aSPiOynhyg7+hPaLj57byaJ3kE7t7RxpefjdIht3HflV6k5rpXbZ6DPIQiMFnWj6drLz0v/pzGNULcLoUftsCOvSEGH1J5pmOUt69i/+lG+uqzobGxhNSwjxOdz64KcSv66TNde4Um05xQ0U4kDDvvWB5QmqAMONHpp7x8E421BxwfWuFLK7xoVcFkTIMgciIj5hRyVlgeZMYFpkIbIAjaopBJbVOCkD5CMNqLNHSVi50xOn0KT/k1Oou8XCxXSFbmQs5V4TUZi2OWneCNg/tnVXEKQvBjGzexseQa+ZmH5pJAzuI3PVwKD67avNxs16AgbyOpczy47zNYpRe4/3XbqKiTZ1TaTkZJhULgqmgDO7g4MMDW+uvD9Fcj2s9zpZshvsWX9l+kWmmYUAaaJUl+d8ce7q6b3frC6/Ehuc7QlPJxemiAlXHuXfiksGKsww4Os3XH5oI+qygYozxSyRORxT8rlgJiDBsO58jjs6kw7xl9gtMVb87la5jcNjtJ4mCHcRi17YHrPsdJ5qWmKc+UcDJxY30wocoX7YooM8E0dSexoSB3Y4leYk59hVj8BWdbPDmAWzJpGtcQjKTuh8h/nffvdjUeIVjqwcyq40UhPixhSjZZy4WWcKNGFDRDw2VpGJawmMCxuJwMQ8qQlmNkZR1dNTBUA0s1sTQTyWUhu+wcAewGlwfcXhmPR8LrVfD7BOnrzSXXU7RcrWr4VJXhvj7++Qv/4PyNTb4iwvtu541D13e4A6bX2f7tWp27gv4p6e1EknhBeot9zo8MvPaIW6GYffLJJxf9h5Y8DOc1Ttymm+qJ37Sb7/qfc9Yff+YxKj1ePrZj74wNe5Xa7zyiu/pSa4a4vZGBiK+qEfN0L750E7ploq0h1eNis497PaW45RwJMjSSpbZ2bSSwycM0zQVbQIjOk+3pojJTw9VEjMbA7H5Dq4mFDExKK3P+WKXZKo70nuO+NUjcig7GQgfEYqLA1gww6xm8fGLNEbc34vOtKGlclovusVFa1hBxeyO+gd6A8JsSiQbKyZjmsoUtCqK2d/DwBFE7FnEMuwgFG6it3MOOTe+nxrORQMaDPRZj5NxX+BX/BsqKXDS5/DwTaeOJ0NSMrQJJKcATrrewdeA89osnsVM6JeXFlDa8kSL1TTzxnQxfrvsJ//tAE3bqEkMjp+gfOs6Zzu85mbRVxUNZyQaHxBUWC5VlWxw1k5ioXPLfIJVadLKr6Sj1ldOR6Ecf0ciaJq5VzBi/FMStwKaNPqQemVh8HaaZXVV1tFAG3khbIbCjopKv+3rZkLqPK+f+95ogbhfbr8jD49IYDl6iIrYZ/eVjuNcIcXv27Nkbev+tOysY6c5yeFiiIZ1B8rhXPTLkRkn2PO5sb+JvfBepye7FujqA0lj9qrz2ZkJdcy0XjlhcHF45j9HJEP2j63IATE6miYyS2Y5klWHLI5iuEyBZPP78n/Di0U8SjXdPqGiLg02OelaQtAdfGCKTeSN7tsbZd9etUz4+k7YZ7c8RtBMWB8MW6XFHICE6CwqCthiqWlKEzDFC8T48Q90MXRyhQ7U55dfoCLrpDLnpaXVjS26HbGgMBFlXXEp7IskT3/gW6mgYOZV2CKWed/l4uALuGN1O0PROVXGWvkKsaIRdlVWz/lYuT5oSXeZy8sYjNBaLucce43ZT/hGqGgp7npZUyshmCV5DpWOgf9WI25kmeQR56+7qoeXB/4Akh3jv2+pmFWZd997QGBXhKp6M5fppr/a+hUBljYv+0XIyKZmRdIoyz+rYnok+YD7yQEhIfnzlUd4rqxwvvp20ek2U4DXj7Ig8S/N7ts9q31NcalAaqWIgdWZZv7OiaBQFG5wyE0TU6De+9Xl+8ug38flMKuqeJ+5N4Dd9syqJE0qSoszHkPuFocM1BCeG9xKq4kZxigtFdmPLfizKMO1SLLsE2wxhWSGwAtiGD80UxYNkeJCybpSkC8V0oRga8gwe1glsRmWdjJwlrWTJyEnSYlnWx9d1St/xH8nYKS7YGR4I58azs/n27o7s5pg/O0VLIYhbgaqsytm+i7yh5fpxzKuauBWy+MVkhp2MtarGW2vErSBto3cfEH0M6lLlEzNyvdYQf/jSM/z1TbdfR95We1x0yimMYZO1ghsh6/1VLcjKdwka93I1Gqe1eO3MhCxWnSBC7svGldEdffE1R9yK61AkU1ooakpHkXvaOHKlm8Ythc2wrvTM8EJChgXBGfRkqU0XcXSwk/tmSFS5Fvw4F9Nx8oVkAtkApwd72cHawo2QMS4tjdf00RUO09KwOh30Qn1TRVehPhWjwriE2aEjt9bP2PkTkyKKK0HICHCq5yK7G5cmOU8qPUrvhKL2kKOCFQi5qqhR29nu2k91vArfRQn7SBRiZ8A+Q95t/C4CjHg1RowMXdkkX68av+enP9/Fum3zjco23n78AtbRax3Y0oCfO7MhqpNZPPTTvH4rm+tuR9pejOGyGR475yTCGho5zdXe5zh57mvO+4S9R3npRofErSjd7Khzg/6aG+5bLIW/bR6loVbM8Bkq07s5Ex5hR9nqRY0slYr49esb+PozYVT9PicsuLQ4lwhiNdDZ2blo3+g8NhaX0hk6ypb4AbpTtpMlebUJwRuxlsoj2NCP9+QmLp6JstEwkFY5OZ4YBJ87d+6GPuP1Lev5H74zSMmdGEfOoN26k9WEIJgWHRkyDR5VJVPdi/fiPi4/9yxtq0Tc3oidxWwoKhX3U4poxrcmJgwkyaa2Mekk01TTd+COfhTZutY2W/IgmdAnMDxPOwra3Vs/5NgcTFfRnjz4adyZRjr7X6HkFX2SitYmFc+1S+JxFCyRKCqTaG/TCdlhgslBAsPdZK4OcrkjxYWARqffRWeJl846mVh9Tg0bVDXai0u4taiEdU4ppjVUPDFx+81vfpPneyaNQWwb14uH6LzbzUVfL7WZimtjRvcQtizx13tun5MUFP3C4ohGp7U6JLvAjU7GTUdZde54WzIuzoz08TbWljpf2CZUZN0ErSr2VMxOqk9HcaVFcricLsMgrusEVsECQkyI3CgfNBmN22o5cQpq06WcC49ya3XdmugvHUyMwKWH+EDFOfA3k1b8eMwE5b44rvfcg7J9dqKvstFP3+F6UuYZItkMRa7V6V8I3qG3O8LYkBtxdKlUBu+Bz+Mf+8isCv2R0Od5+83/xWkHTTODYWad+vCzvVyNpnEVnWf/jm3OJL6wPxN1br/M+HI/ptWFYYj1DIaVxRQeu1Zmyr4ZM4MtnqW2F8kOIVnjxQ6CFcS2itHsYjSriKB4XQ8hW0EUuxjZ8qMIe4gCII5R2Cd0dlxmf+21a8sfkpAVm7qMRkd46ZJzLjfU5Q51+gUWRgQKe4TszXtpS9ReN3sac2ZPT/C3h1/ijtr6KQ/iYLCeuDaKJ+xb28StZKOqF0Eao2egfdaEAAF/JZpyDhmJS32JNUXc3og6oVHNMCZl6RtcWj+xpcDly5cX9b7mZg/DPQrnL4zCFtYcFuOHKPpRdb1FHImsXkd2OUKFS4pUgn1uzqcXTtCv5Y67z5PFHymhK7b0yqGl7Aju95fxaxVt9Ka6GNF6OPivB9mOG8/b752xE1haLFMaC/DyxSMLJm6djLrxBMnBq/T2vUzf6DF6k2cJW7nnTVAQp9EKtsZupjpWiV/35bK8FgfRi92MVgcIr68j6ncT9bqIuFSuxML86MknsNxubJFwIeDHdM/RjZAkBj0qP/iN1/O60mrKYikYiWANj5F6vp+GdIKyYxfQD05SJXg9lJYXU1ZezObyB5Cq34u+UWNY6WcodZGh0dN0XH6UY6e/6OzucRc7JK5D5pYJMnczfu/smYmXO6N6WfUW1L6HKUvdxdH+rlUlbpfquGp8AVJFF6kZ3sHopWcp3bV6xO2NEoECQgVdUiuRHkoiW3cQO3GI0P4DrBYEEb2YhKfTccumOp49F+G4r431py/OObBcCYiExIuZDJ4MER6p1Q7gPt/KlRefp+2WHasqArlRm47p2L+9mt4rSY73q7SuUgK2G0mOPBt8QUmkx8G0SrBTaSTvyvhIpzNhwtErdHY9zMYdEfxBg0DIwBcwHMWrIG094b+4puIch2SVO9vTxX/iJNJc1/wGDN12FLPhYUHQ5hKFKdG3oaBh9uzmpZ5sjqAtlWltNwkRJZQexB/uReobZOTCGB0emcNCRSsI2iI3V8uCmAQduqTeH3BUtDcVFY+TtCVUeX1zXt/nz5+fUcHJE885UZo9/mvjriqvn9/bPnf4vUBpuZ/QSIDnNbBXacJnqYnbQJGE22vRmApwJrH0ExOFtutLrWavayyh/7RKRbaI02PD7K9c+aTkeTuBpUJRXSm23EljShC3Y6tG3M7UXxLk7aHECO+8fTtlRin3v2vPrGKLyahs8qIckijRA3THY+MTWauDyffW6JALr/ktukqgLPpBAqZ/4jWhtBWkbUPJk2xo/f3ruJmRukFivS5O+r/Ff9j4K0vy3SzLmET45snfa2Tx5GVDEMJmF6aV4Wc/e8SZcHSpAUJlb6HRfM+8f0tL29eJY0TbXZkI8Exm6e2ClgsFtc5NTbMbS/8CS0vcGlUV1Nkts3h1eJztD0sH+fvjh9lbWU2l10eFx0ewuJm0OoAnvjSqrOUgboW3lAhT8vo+66z/6DFmTQggZrj9Sk6d2jeQhTWkeryRMLkyXy1XtSjG2NqxfrhR4rZ2UxuZFxIkR1cnvGU5Jp7KW30UXdHozV57qK0lLHYyzR+UKb7q5girmwhqJnR15e73xcAbhNCIh6vJpVMBLAUmKzkFabt/6y4+0lbM0CSysyJj8Ds/egTRAk4nWioaQlQcg2PhqW2pozgU2VrD0Vw23IkSJRnppz9zgX75Cv2BAYa9CTJ4UfUyvGY7XvVuJHcdybIQR2sUIqpERIKIbRIxdEcdkHRCTMOQFiX3NxUpl9c2W1uNnMnkSjKNWcCk2idOHuMT4jwpKg2BII0lQbLbKslG69DLu/nLu95AKJbAHg6PlzGskbCTBZZI3BnkCiq2QhDLZVuQyg+QLlEYDow5hO6wfoXTF75D6mTu2eL3Vo575W6aUOd63EULVsUoEtQYw3jsw7zyeAkbb9+H5pr73vHUNOI5ctkJxT3TlVi1ySxBmC3lAGvX9mJGH3dz4myS9l2sGk6dOrUknyP6T2eC3ewcu5eLZz7NzlUkbkUfcCmsOnbVb+dzwWcpG91N/NCzFK0ycfv8888vyee8ac86DnWmeNGuoLWrH6lp5cmKuYizG8FdDS38f4FTeKPbMM51oW1qftWTZvlBsaklUK1izEs9qJuXbrLHtHRi8R6HoA1HL4+X3LIgbgW8JVDjVohHVYb63CRifuc77av/aM4CYVp4rlgXijNP5I/peMHi9GNJ4hF7ChEoQmu9RReRBhvJqId4a1MQeWCA7OEhumyDV4QPbcjjqGg7WlyEW3OTdj5Fpb2omD1FJbxbELTFJbSHip1JiYVAPPdnu/7y4fcbnPD7ygWF3wtSyW+UMqh5yA6O4q6tXHEF51Jfg4L8rqzXqLlSw5NWL5ZtTyRkW0ki8Dq7jhtEc3sLh0jTmCrileGhVSFul8P6UnN10JjeyNnw4hOPLtdxifiKbm+IiN2M0l5YRF95rbjvLGrTZU7iqy2lq5NITrQZUybmbInTR4rZfeAbGGXf5qp5D5ZVgyz3EVKfoFQyObDn4zMK6mobizl7UGfUDC5ZThuRx8IlclloCxtr/9PfPU1vrxAqWrQ2n6KxgMfm+qrr/0ZxhULJWAVD1pVVtzYrFL9ITrYGMDlMqbqolJtHts/p1XHHyDa+2PlTvnnx2gNcNBGu8i5CepRLLwScpA4ie2ilx0e51+uQu2LbSoZVTG4E8wkBRObxPrn+WubxZM+UhACTEfS4iMlpUiOrm1V9KRM5FBe1kFIHUaNrw39uKYjbQKiKhOtF/MnaVekcLTaz8FyobHIhiXRXmdpVDXOZK1x4MfAHJfymnwEl4GTmlFyrk2l3Jn/lG1H9hMpceC/6uJqIr0nFrWifN23axn/bVHa9BY57iP+6sRR+/hT3bW3PxVmmMg4JW5MNsyU6hr/DJPvVh8iEo4zF40SSKSKSTUSTGXab9PozDAYMRjSLWKVMRqomK7WRkbxk83b83qmEZJGSoVh1U+xyE3K5qXG5neu82J2rJy+Lffyaxv/97Gf50Y9+MvE52epKwrXzh/n96Z5bCLpcTgf2ajzq1J1amHBJxsnq/frHf+j8HYfULQ7SWN9AQ2Cz4+tX7/LiiQpSd2yC1LVHwrhPDVE7FqHWEu1NM7bSQrJCYaQ8ybA6xvBQP8f7XiJrJieSq+X8cnNErrBccI13Fmdq01+39WbKKn4VyapADL1OHIPjJ3pZ33qR/W+9Z9ZjlSpLKc1EGMEgMmhjWNaMGXWXG4KMvlFLgcl43bY6/uWpIfojMyfJWAmIEPWlIm5vrqrha/6n2TnazqWonx2mhaSs/Hla7DNqJojBllF2AXNsB51XfexaRQsIkRzqhRdeWJLP2l3TyPeDR2iJbkF/7hDuVSRuT58+vaSfJ9pes6IfNbKByy+cYN0KE7finrqRSdO5IPuSBPUgkUtXKVsEcZtXz4ajl8brHDkbjXVj2TlCTFN9FIeaKAo101BzC0WhJsdf8fc/9udY5tT7ubJ4M/IcpKQz5rL9YEo0tCuE3ClC+iiBWB/qwCD26SHGIlE6/Qe54Nf4q5ifzkoXl2vKnGeEQI3P7yhnf2nc5kAs1/oDS9IvFm36XPY3+fD70ALD74Wlgwg79psBunr6WLfCxK3o+y01wSlQVa/QdaEBwz5JTyLu9C9e7RYkHrcP2XOOpnSQkwP9sDnHF6wklsrjezKKgkPoQwfoGDrBamEp1dEi6Z/bNUBTuoiLkaVVKC/0XOV9e/Po7/Zy5LlStu6JUuz92cR2v6+KA3t+/zouJo/yag2bLJJVgzkWRS1dnUhowzCm9NkvXbnAztZRNKtkVt9eQwmzecv1STKLy2U8p6ucqbxLsQgbiq9P4LjW8AvidpUhLsDJap+WQNUUe4TZvDp+66qbZvMyCY9O1KMSdrm5nMmQkDOM9o5wSVEYFZGy08ZtXkWhzO2m3OOmwuPNEbyC1PX5qPIGqPT6Kff6bnigKTrtkUhkSkKAK0r7rJnHnzv8v2iuv2vKLE9RqJH+gWGssbWlDpypcbclmyuBF4jKZ3n0vMY9bbegKdeTYiVVGzEudOOOr16o6VKHAIpZN1nrpDK+hf54ktrg2lKpnjmzcHP4UKmEJKWpSZfSGQmzewGd4LVM3AovM9VyE5PKsIZGUerWxnGJDu6NhNSWV4UQaf8iybXTVkzOULvBV8QX1pfPaYHzNzXdDP7z54jZ1gQpG1Flos0yY1qIT2ljZKpFp0TMMl+zxJFtEzcpfJJJkctFvS9EZbCSCl9xjoCdRL7miVi/qi1qtny60lsbGEJOJLF8XufZVJueREh7hsXkvhP6+frG5uuUPyMDOj/61yTfrXqG37p9MwPJJF3xKFfjMZ7r73UmTPIQz6qGQIjGUJDGugYaA5udQVitx4saTjhEriB0Q8NjBEfCNF0OY4/UYhvbibnjDPtHGS6JMxI+zZUrT2AgrjWJEl8DFRVbGQoPUFyaJRrWsCwpR9qWf9TxD5wCq4zzHeXwg5/PSt5KmkqlUkO/doXidIgz4VG2rYLaYik8UydDUxR031mC8W30R+NUhwKsRru3VN56m0vKcPlt4v5+7MxtGJe70NpWXu242GfUbNhdV8XZvm58xnq2vdKBtm91JN8HDx4kmRzPynSDEG1VbVMM93E/r3T2syeRQvKvfIRPIpFYFuu4A5vqGb2U5MyoRfsKT6iKdkL012eFY28mnq4D9Aysm9XebCZ4AlmKhoro6+mhrAD17FjkEpHYlevUs6KtDvirKQk1U19zCyUbmifIWmGLM/1Z9tRTT6HKRRQHGyn2N1IcaKRovC4E7QMvUHviOFc1eFmoaEt8dBZ76dgUZJhc/1a2JdYHQ2wpL+dtRSW0jxO1Ac31qmgnJqOkIvdsFuH3Z4eusm6FMyB0dOSSNi81qpsUkUaJunQZrwz10BDYyKtdyS4QKouR6VvHo+HTS6Z8XCnx0myobnIzMiThCvsZSiUdbmKlsdTHVVKRpLa/klf6D8G21QlTmm1STpC3yVgV99/029gVL3Lf3XfN27Y7Ca7dI1Rky7h88TLtpauTKaW/v3+Kz7zopp/v+TRbav5wVt/eLfsHUdX6GZMYSrgo0gNcCI/+grhdKQhvsG9961s8/PDDjiG9OKmlpaUcOHCAP/iDP+Cmm25irUJ0miarYgLZwmYdVfMBHH1aGuxMAp8yyCZ5AEsZxNYHsZQBbHkQXRkhriZIym6SUpCk5CeZCRCOBumVArl1KYAlTeLwbRsvSfx2Ar+oSREgRVDOEJSzBKRc7ZMsFEVFkhRH7p6rFWRJJZPR2XPbCLYFqstiINDqZBifLfM46R9y8tw3qK3e6ySgcbuChMpbSV+6SiC5jbUCca6mN+7e3ZUMbt3HDxRB6JbwxMmrfPzkWT7cVsd7djw4Zd/Shu3YylfwWPczFstSElwbRJNI3jVbuHAhKPH0Y8cULnUnqd20dohbMdu4mIex6AgFAyOOWX7HcN+aIm4FcbHYmeFAKPdA85lFjAwMU7lGiNsbHQzX1ovjsNCyRauWsEHASqWJDI8yPDpG7+AQGzZuA5+XSGmIkNEwtwVOJfxzTR8lskKx5sqRrl4v+iUD0+5hg/sqQWsIM9mFx05R7i+lpXIzLdW7qavai9+3MF/XxbR908+TUPgEXjpCxf53csfoNmdScQohXXaCD9/UPmO4ZmmliiIlaUvVUen28sbGqUpOQdwKEleQuV2xnFL3zNgIj169TMrMPSdFl6vW73dI3YZgkMaaeofUbQwGqRTKlGgc10iY0uEx1gm17kgYs3+EcOwKw9oAI75RhodexBcKc+B+C4R6N+bDn/kVJz5u5nBai/MXW9iVzc5qm1BZtAkiJ6nJ3s3hof5VIW6Xw7dyU203A2f38c1nzvI7D+5hpXH06NEl+yyhgLunrpGj0T7u6N1Dx7FH2LRKxO2JE0unMrqv/RY+ev4ltsZb6DncQfM+VgWPP/74kn7eL9+yh2+fTHCoqJ2dB19Bvfv6tnS58corryypij2P+5rW8zfeTtzJdqzTnSg7N66JSeBr9mafumZv5q3kwN7r7c1mQnGxSaLXT1d6iLbUKOFYF5HYNVsDUc+kni2epJ4VZG1RsHFKgrDJMA2byKhJeEh40dpO3XNlM+84kLPNsaws2VQfVqoPV3gQs/SWeb/3P5YbHGmpJjs+6BcTh0I5+2BRCTVamkuPqQxobn6txWbL7u2vWrV3Ht6AhNtnUZfxczJ+njfz6rYfmSzA8LiztCWLOXzlJG9sWVnidrmU7LWtISI9IaSsmyvxKM3Bole9krhuyxaOH+2lIVXBK6PDzrN5pbHUx9WwqYz+niD9o0uvJl+aHC8SanYXKBlnDFEIQuVRagbLONVzjPa9q0Pc9s5wnk6eOw78NZtqfwPFnhQxoIywYf8I+27dPeekVWNG5eRwD29qbmet4zWhuP2Hf/gH/uf//J+0tbVx//33U1FR4YSeff/733fKV7/6Vd797nezFjE9IUVPbIDq2aamJ2HjrZeprWshETVJxNwkYw1cPDeGlXoDsgj3M6+dWtGka5qO253CrSZxKTE0KYaLMKodRjWHSBlRxmzTUemOITOmaIypLiKan7BaSpfqJo47Z/YiYIJqm4TsLCE7Q4hsjtiVsk5RsmEkTzFuK47qzvJzLadOclRZqWmqLGwOanfTeOR/O8Pia5DwBzVkq4Sv/yiI1xNyCF1B7LpcQdxa0KnzRK/LFRjfFsA1XiuytuQE52QViSBtr2y/+7r94raPv+sQIU0PTSFvff4KPHKO/OjsTrB309ogbm804UZjqcnFIYuB7rXlR3zkyJFFv7esxqTmQiWXe0/DptXNZL1U6oRgSe4hVaz76RkeoHKNZJObdfAoSSTlK+hhjaeeOM8tt7XgmoGU9fq9GEonldlirsQiS+4nJSxARqNRhodHGB4LMxyNMpJIMJxOMWxkGbFNRiSbUU0mK09SP+xZh1c3cRsWbx+a3wLnV9eHuHt7C72Dh+kdOEzfwCHGlEtOHpVsvJgdrfdQW/UGaiv3LDtRO5Nfm1CcTUd7ooYDg/vFgVxHSD84uJ+2pGfWyZFAURct8XpOdHWxt2pq+LNDXJe62TrtXAriRPzuOduFcWI3HuPgYB/fvXgBQ8wWCusgWaZeWC8IUlfU1XXU+zfR4AtQIrkJRdM0DkfJDkV59Ds/wO8HNWiTDFRgTMo2ft33FmSuVcmx7/+QXbfdjlJSJOIXp6heKhv3YJ/9McWpt/By/1k+cH2E1qty0NiypZYrF0bp73GviipmKYlbgTc2tvCbnT/lgLyejj73qjy6xH21lOeqJVSG7h0ipvVzcaSYpkwWyb2y/QwRaXAjz96ZUOEPEi46T0V4E9kXv4ty174VV5ot9THlUeL2YBcN4YrvI3HoZ4RWkLidzaYjb282/RdOJAf56TP/iftv/5vryNvp6tmYfgy9ZJQu9QJf/O6XxveSCPprHIK2EPWsrRsQT2EmoiSGMzmCdgwiUZVw0kUs63U0VgJ+O07IGGFTapBifcRZDhgRTMlm2KXwVJGHtLLTeTbNFlIbV1LY5Rn+w4bdrAvlrA5E1MrEMZo6X3rsMXR9E5eHOla0B7VcxK3jB1urUX+1hBOBG/faXo2Ek7MdV12zxnBnNU+Gl/bZsZqJ3ddtaOX0MxZ1qTJOjAyvOHG7HH2L0tJ14Pouzak7ODHSu+LErehXLvVxNW+s4eBjMYqSVU5EWZXP96q/BusaXMR6QpyIjPBWVge9sxDsgrw9df53eN39/w4vQW65vZKNW9ajqrPn6fL4JLzuDPUZH2dHlt4CZDnwmiBu9+/fz5NPPsmdd945ZfszzzzDvffey2//9m/ztre9Dfekh+9awfSGouNKB7taBpHs8uvUPgJC7SNmEHbs24A6zdjeiv6Ag33NVFS5eO87KknGbBIxm2TMIhHTSEa9JGIlufWojTEpOkr0lcSsa0VQoiko4fOLTO0GPjWLT8ngk5KgJxlNJBhMxhnKZBgy0gwbLoZsL8NYXFZshlWZjDBQFNxKQ25m22uapGSFtkQNd4zMECZcdoJOfx+j7t9kc0kVlmJiKxZJY5hzPSfw6dvIaAlCmo6pJzCTEUyjF0OPY+gxTDOBbFvIjoPu1FpTPbjzxK4WnEr8jhO81+rpRHAQVXHP2mDYMo7Sdi5C+rOdPfzSVn3CNsEJ+ZPDGJj09utrhuS8UeK2pqaNQ5fC2P0mawkvv/zyot9bvb6IS+c1wsNry2N5pk6uaCnqUzHKjUuYHdlZs566vaC4DEqzIbpjF1nFHEPzktE7tr+dxvI347N8kGyi+wh84ViYuvYhHnzz5uv297q6qE2vozNaOHEr/EdH0mmGoxFHJTsciTAcjzOSSjKczTBsGoxIFiKXoCkJHzgZl6XhtlTKsiplZogS28U2yUdA9uC3vHgUHy7ZQyKaprerH5fixe0pwavOb4Ez9uwGvvtsFqRtSPJmFPXXKZVUsmkXI64IulpJd49EnwqKkkZRJRRnGeSJ5fHaKZLzWn67yAGgjm8XEVHT95+LCJnJA1t8793tH5hYnv6awOEnstS3iWiM6z+7rl0m+XIxh7uOY+6yETZ3pn6tFsJasWzkl8dr09Bw6SU0GSXU6zb7nW02umyTzJik0ibprIXebzn7Y0iMWDIRW+WMMzmYH5yGnCK1fISJ6bgCm7AzvRs59f2fo9kDeO1RAnKSYs2myFtJUCpj80iUtHGRM+cjZLeNoRUVraiH6txKi8WhqnILtufHtCXezhfOnOI/7V45OaeYMF3qUGFhl9BaXETPaBdKbDtm1kBxrWy3+PDhw0v6eeIevqOmjlfGughm95A8cQX/vpVNWvv0009PCWVcKmzerBJ/1seTssnrO7pQ1jWt6MB+qc/VZGxt8UIPHB8a5rYV9CaeUe0o2ezcE8u14NObbbFuw9PP/zmZbIRwtGvC3mC6etbrrkI220kbJbyhdTulW24iJJWjpm3sZCqXYLM/hd2ZguRx9ISoU2QTOpG0l4juJyIVE9HKiGpl6HIumkuzMhRZY1RIg7RoCSR/mmQgw4hP4rJk8sS500Q9Ggmvm7SvFF38luPPtrbECd44uH/WkNqny17h/ZW1PNA+M3muKBoef4TScIDL0XE7uBWAEI0sNg9FIaioUyjrrKJH9mFbNtIMz+vlateXi+AUqNvgpvNcKZF02Yr6zYv2b7mOK1gUQtZO05YKcWJ4kLc0r5z1njiu5ehbCJGVz9+FOhzi6Z5TsMLWvSInz0zChBuByy0juztpSlVyfHiA+xtbWGks9TXYsr6Wcy9KDBil2KuUF6B3DmW0CIhJ2SEUu42tOwpMJFelUNlfxuOJHkzbKiih42riNUHcvuMd75hx++23387dd9/NT3/6UyfEae/ewqTgK4npDaC46E73/su4V4cgIOWppC0SG/aPoqrXh/RVlG4iOjxE0Vi9MzAPlogiXpnZsySbsR0CVxC510je3PpIv00yLmGZovMoSsgZ2PtEcqOgRCgoUz2+7AuJWnZeUzWIJZN86nOf5/jZs8h+HzTUYRZvczpLM4YJD4ow4YP8yA8/iqQmvVoMvjtydo7JEq6NrCdB8KHziGqFilfOgqzbyMlxYtfOkbuSnUayRdby3qnEr0iyhekk8RE3sSLLqLKCZZjIv7RHSPDQVTcpJTgvIf3Ds8/y1k13TnQYGgM1HIpEkYbWzu03k+JRENOjvsuMKcM8er5+Vt9egZLG7YwdGiIUWRuh9wIiS/exY8cW/f665lJMKY0Ud26iNUvc7veX8cGKNsr7BfnZgf7PjtM/2tvvRZmWVdyxgCjJUhELMpiKshYgOoLTVT+CtN1Y+q5rCv9x+CwvY+cbeehHp68jbytKEmR6i+gYOEOmoZkRoYZNpxgSSllByEaijMYzRFMmMd0mYcrotobLFkSs5hCyHtND0AgSMFXabRdbbBcaLhRLA0vN3RSzQHOLjpqEsLjTXDbR7AgZo59kNkFQEcTtrfP+Fq7Sw9Q2lBLwNaBIfod0TKcsOl8xScs2uAxkNAwdsmlBYuaJTBvTFLVQBOW2WYuYQ3HI3HFCV54gdHP12FgVd27/Q0dVJYpliQkpPz7P3CEi4pnys2+k0TQJw5hKwOrZTc6AefflO/j6JwrzwxR9Kod81qTxWqznvqOqSQQ8KsVBLbc+aT9bsYlbGcaMFCN6kqFskoFsnMuxUaKSjimZ6JJJTTLAgyO3z/s9FOEVLN1GJhMgZbkQT67BlImdEJZF3VhFLmTpEbbrQ/zsKw8T0lOEpGJCriqCvhqCoTqU4iKkoiAUBZxaEvUSEDbinpprkC+G5OWZHlwjo5gdXbNO9ExHwFeFx/ciUuI9HDkToW9jnBrfynjdirZcJDFcSoj28F2tG/iXwXM0Rrdw6WAn7betrDz6pZdeWvLPfLB9B7/T9RS3jNpcPhpnywrbJQjidjnwxr1b+dwLo/T7tvO6F0+sKHEr/CrnS8ozcV8NL+y+EnjTjq189zmd44EabhV2Cbuvn5xcjhwbM02aVlanUbw5z3nRKx6Q664lFLZ6kCWbtBnlqZf+gqC7kiKthjplHZuDN1NklFCUDuFNqBi9YeJ9Jpodx3dmBB562Hmk5zUj4rPj7jKigSoi7kqiaithu4ikyKTpAclj4/NlUQNZ3IEYenCQEW+SfjnBYCbJgJhgTaWw8pF6FrglCaM8iJJIIo+M4OpK4kkknXXL66Xzjpud8cb0PrtQ2grSVvTZKxrnVlQUlylYI146UysXAr1USRlnQ3WjjGyrBPQm+rrPU9u4Mu2gmIxbDvuRPGqaxTgrSVOynpODl9hZ3bZioiwxBlkuhIpHqR5t5tHBxYtTFntcc3pi3wCqmzSuDFvog24Suu4kxH21JQidjvLKMHp3G0c7D684cSuuv6W2zCotD6ArfbjNOsJXuilpbVz1SPUbRXmzh2BXA7p9ks5IhPXFa2vMPx1rhzlaJmjjN/50depawUyzIbN7dYzO6dVR0bCb1KWrqJF2LNN2Bt5zQZAMrgppwuNjOsTDNJ1kXLGbI3UT0RzJGx216Ltik5qW/czlHid3o7eyzl1PKjGC1i3TZOycN0z4tzYVs2PjesxECiOZRk8mOfTSPxEdeTNBl86GVhdmOoOeyWBmss6ymdUxstlcLUkiGayjjJuoZQnDrWG5NUxNwxQZfDUVy6ViqCqmpmAqMrpiOyUrmWQx0TExLAPdNNAtY2I5loljaB5hkEdW8Tmk7XyE9MfP9fLxc1/DQxafbOClHiq/h9/UOP+Eh2KXywmVK/H4KPMGKfeGKPeXUOQtcrKeSysw+zNdcZv37X1aEQoHm6fm8O0VKC5rJab9DC3e7hBHQsW32hDqmBvpYLjdHmKuCwTTlSuqQJgL4p4UPt6TSdvfr9mEjsVj1QkG3VCZgTv7LfjC9+EDb7uOvC2rlqkZLmHQt/IhcbN1BFOpaxM2siQ7Stucx+jM7UVvRyU/fKmbWDJDPKqTTBokE7XovivYRwP8zyOXHFVsjpAN4rZKCVkaxTOERzqfK1momuUQrqrXQtEMFE1HUjJISgSUFMgJbCnmFIsIJmEMewzDGkG3xkgbcWJ6Et1IOhM7wqOmeDyCTcnshLH5idu2rW727LteatDX2U+KLP11T/O+vdfff7NdKzkiF6zJxG6e7HXWr20X+xjjhK85w/49/SMYZgZZ1nBrHkch4XUV1sERRK0vIOHxy+MEa44QFvWhFy+RskvYcqtGc3HwOiI2v39+23zPtbmRm4ScjE9+8pM8+uQT2KEgaihIT1MDMWXvvOG0z687z+bycsrdXkrwU5T14057sKPlpMJFRHobyJoVGKiIFDsizsKS+7DoxspcxRp9GffoMH59jFA2RTDrJ5gNELSKCXmrcQfLkIpCSKFJpO54TdA/p9JBKBKmZxKeMtFT2Yqe/jQpM03Xl16kSmnF/fb7rmsrZkJ1XSn9I91sjjfw+bMn+ePdN/NqtEnI4w2NLXzq1DES6gjnzyRov41XzeTibNheWkGRz2TA28mFSIjNllUwgbgUyqXlCn0WCfIy5b2EhjYy1v0ZKlP3IXlntmJZaYJd3FcfqmynbPj7MAz6P1+adQJ1JhR5/CTdF4nIDZinloe4FcKDbGKMRKSHeKyPriun2L85jttnonp0FK+B5MmClpsguSy3c1C9l+Js80Q02TOuy+w3HqfZ6uDApf2sG53kTe71IPlt8GWR/ApSaRHdEZmwVsFeJUF8/wHCGR+RpJtwTEUkW7dEZ13AY6L708S8MQa1q3TJI1y0RsgyTo7a4I4rVFoikbLPscDZW1HthB9XenPbqrx+vvjZz/LoI4/MePy2JOHZu5NOXy8XfX3XJ9PEplJ1s6tybgFCVV0Jo+chbPpXrG8oxEfLieIKGdVj0JSq4oXzL/BLK0TcLqW/90wQfYjKYIS2ZA3PXj64YsTtciWSy6N+fSmR50oYi0E4k6bYvTLt4OTxx1KjsX03HSc6qU9VcGxkkAPVdawUluuZ1bKjmqGrKpd7Vj4aVYzrl3pSREx2e0t6qY/WcOjCWe57DRC3lfWqk6CsKhPixMjQL4jb1SYEHnvsMWpqati2bfYEV2KAM3mQE41GJ1QryxHulYcgK8Qs/kw31itnj3Hmwkd5xz1/huG/xP6961i/WXh1NMz6nYKNm7GUp1DsexkbMp1seTcKEVrt9kqUVOY7JlPVu4IgTiXGlbvxHLkbj1icPhenPNSOz3Oz4zs7XTk3U5hw9NQGXr4oI8kBZDngRDYZ0odIuCqwzQCjshspAFIoF/UkxiGaJLwMc+uSaSKZBpJhIJk6ki6WRT1exHIsi6RnkQShl80iZzK59zkKXPtaLbQAighzcCF5/MhuDcnj4sKVi/QOD5K0snTVpqgp2TEvId1acYoyr0ZE14nqJpGszogBoyr0jYqgXRtdEteAIK9GJj5DsXU8pPAKwlfS8csmAQWCqkSRphJyaZS4coRvqcdPqTeIZ9zi4Zr/7/zEr7j2J1+Hed9e8ZXqJts/uG3Ht9e2f8y7t79x2qfIZLUBZBTCw+askwErCWGVMtO9ZdsWhusohnWU7r4Q1XNk0sz6rlIRuQW9ZwC1bnbfy5WCmD3Nt0/iFxZK2+80Jvh8fT1F2aaJc/V3LVf4YE83v/z9x2Fz65RBe3WDj87jFpcMz7K2b9MhzkVW10lksiQyGWKpDNGYwbHj52nc+kZcriLcWogSbwN+YY8wC8S9JZS3sWdzahmh9/NIOsVksaQMNhlULYOiRNBcKTQ1iaolsNUklhLDdEjX0Rzhao+QNQex7dT1IaFCcJQTHaEqHjTN74R/apoPl+p3ar+z3oSmbpqyXez3L//yZfp6hzEMiWCoi9vaB5Gs2S1wbHmIylplxnPSvtlP9LCXF7p+zq/sLvycicvaubSnWFxOPtDCB5zfeOSL16kSKos3c++uP533vbvv1KhqmPkeu9r5AqN976TDvMRt7XORFbl72RKk+BIrmaSsjjo86hQpmeLpO+cPp/WoCqdGRxxl91gmc031JX53VaK4SULOZCnLNiHy6hwINuHLFKHES7DiOzHjbkfBLXTGSUmn19OL6e/CFmpd9SqychJfOkowmiF03ksw7SOYCRDI+AnoAeTgOIkrCN1xcjen3A3QdfY0bmTS9tTBwk2BMt65KchjDY/RL9+CZa1Dlvuotr7BLd8/S5v9EeRtc5NMDc2309XxMC2JD/GZS8f49fVbqBHeSsvcdgjbm7kGIUIFWG2+QoCTdB1qo2b7fSiC8Z8HmiTxvvWbOdg/iD/ajJ41nUmFlZpcnI1gn4BtT6g4jfOXkQpUcb6jbQs/Gx2gOrWBkRP9lG6vZiXw3HPPLWiwuNBn0M27yrnwiJeHq0p439GzKDevTEzt888/P+txiftKTKBaWPQFBkhpaby6h6qIhf6F72P/+lvmva8EAsEY2Ug5l648TXteXS48XjNZp9iiTk9aHl8Xy3Y6QzYTIZEdIa6PkDTDJKwICSIk5RgJJU5CS2Iok1SiNlS3efBlffizITxJL9qYG10x+GmDSZf+W7xrYHrSyd08LfwotU/xwPb9aPvf7CTgdEhbRXYm+sIjFv39On19KS6GU7jNIP22CkfBlE0i7jgDaoTBojAjrijDriiGalDp9U6QsPu8pTzorXeWc9v8FLlc8/oaHz92bPbrz7ZxvfAy6Xtuc9ryHu/wlNfEQOL3du93+r7WuFf6TGhoauYUOjZlpAaH8FQuf/LJ48ePL+t9JdDQ5mL4XBXHwj28fYX6hmJCbr7juva6vajjam7TGDwW4vne8Ir1eReSyHAx32ndllZOPqfTkC7n+PAgt9cUFhZ+ozh58uScx3XtTC38uKrKd2K7vkpT6p0c7LvILZVT8x6s5nHlsdBjam5t41mlj1Cymp54bNn7SgtSsy/yvmpolNCPFPH80BD3ruAYMm+tMjw8qd2eAfmjKvSYistF/zHLupSHI0P9vKNl6RKULUd7szZlqEsAXdd5//vf73SKReIyRcR/zoK/+qu/4r//9/8+oxo2GAwu68zVXJ4q4jsrxjqSWh+egKcg4+wioebB4pUT/dS3rrCizgUiarY/dpmfvPiXE5vX1d/DHTt+b963m1YW3TJxLLJsKdem2IKpTaPYxQwP5MiV3HZRS4i+VW49t3+uaGBr48vS1Nede0iwvoLtGS+FIE/iiIy0pTkexLm1zfkJ6ZuOvxm/nEKVDacoislwcgi/XkNxRQZ30CKrZki4MkTUJGNKiohkEMYiZmvELIWY7SFhwaAhk9RVUikxIJ3cgU0g2SLhXNrJOO8Ukk7tFaSvZOGXbQKyREBRCKkqIdWFR/MSCaeprB0lm5WcMrj9TbQlarljdAb7h9IT/N/OC+z2XUCZRnbaLpGMDc6f7KOiaZ7B6DJD3PfC93q64rauKcvOWzJcDH7cCf3rfvIZGpUUm5o/QGXpTdd9juXvxTPm4uxzJ/HtjbMWyOh8crxtgVKebNN5uPQu3tlz/eDq4VKh0HiS+779E4ySkHiCIJkWatamJe7Hr7sZ+tbDuVkP4VUkHjBCPZKvJ22zLJOkbZPEIoVNAtuZZkhIuW0x2XaWM5KLDB6Ertxybi4vsu1BtT1olgeP5cFnuvGaLlx27vsWUcGt5Qec5YyUxZCE7HP+36Ir9E1KPF8EKSFmbaa8ZkoqquLFVDwYshdF8Trkq6hdigfV2daMqmzMvease5z3TOwrizq3faGq91QixaEXBSGc60IM9Nps3/xJitJ/PqsFjln6edLJ98/oNy2XKKh2JZloGxc6OhzrltVQek8nma4kjxDfOITfUzbLb2Tj8lrEs1dIzGKjXVqt0t+fpud0losVN+a1vZgkStPJaPvSFS7efoGHK7iuDcyH044Vj/CJ+p3I4ySCadtEDZ2wrjNmZJ06Go1xJnmahFRPpzxIrz5IRFhMiMveJ2wkJUKGl1qriCozRKkRJJTdgiezB3fS6zw/xKNwVMowovZhhS5jqlcdGwZbPYNbieK3bYJ6gGCfj9AFD0UJD4FMgF2mi6+sO0DSNBjW04w4JUNjs8F3G+opi/5XGsxrA4i4kuA79Z/nbY9+Fpf3t5yIktlgGfUYnk/hjv87Nqbq+D+HX+IDdddbNy0l+vr65uz/3LPJR/2eMdLuLznuxQ+fA9/Jv2ZT6bsp2fzAvJ+/E4Xv+i+zP7KJIy90U1Y3PmOzzHj44YenJDudjluLqvit6s2Uj6s4jc7LGH4v4du2k26bW420A5V/8Q2QleMce7Gf5kBhViQ3CmFNNtcxCUiSiMrpBHWQQ8d8lAQ3FdzGlrggoaoMu3aReP4Iw5XLb9UxOjrqEGczQXzrDzTv40pxNy82HuWSp3TCVqAl/RI3X91FwzceYayvH9kwHUGBnDUcMYEsxAXZ/LrB68MppLSKYifJ/PEnkMT+tqAYbTKij6ilSLqSDgGbdKVIiGVXmoQ7SVJNOKSoo60QxZbwEsBLCI9UQrnSQp1ajMdVhttVhsddxre+9ygnz10gaZmkzCQmufHI1lAJsXf8Bm8cmimazOtsf7w8w5Ggn8ePDpCOathxD1rKiy/jm5jsCqsGw64Uo9oAGXkMq9TCGzApc7mpdrnYorko1aoo0xoIqdpEezoFqaxTRgkzOs95Ghoamj3RaR5nzuPOZNDvvBVLWLmNo1Rz8Wt1zTSm9XlzPojJf13rojJTwqEjx6ld37Ls/raFJyazF523Qgu4KTZKOZIpdX7H5U7+J45LEGbzIR8xm81kF3VcVoWJjR8p3EZH5wVkaXY+YKn6S2ICa7528EZzjChqhpZkCU91XqBO3CfLjEKOKx/lLPqKizkub+AqVsLDi+dHuRi8uGKRL6J9n5tkW/x95fKeoyW5n4deOsg9TStn7yMmG+c6V27h7yaOf4HnylekOG18r15Ox/nzyCsY0d7Z2VnAfbXwc+X3STSmyvlh/+klbftEG7fUeE0St+Lm+8AHPuD4bH34wx92CNy58Ed/9Ed87GMfm1gXiraGhgZaWloIhaaGVS4lhILEN0eWwfzgXDSEra2TwpHmwKZDAS67IpQkArS21rIaEDONk49Ltwrz0tx/T+A6VVYiafCXP/gztvZ/nA03eVi/yb0kD588iStq0VZPrDs8lT3x2rVtEI/F+a//9U+dAYZ48O+rvpmi2vkHhapLxdICJEyFrKmg6ypZdR1hTaVH9JOnc/e2TamdpdrKotkZtHwtGbmimKiKhamZZN02ac0irhlEXBnCaoYxNcuYYhCxLaK2zaD47paMLjrT4rkkyvi4VEPHbSXx3Pd23Lag5CRqUutn6bB7nO0PS/DDc59ie5ELl1AXjisMm1wdxAJfIzLqp2pdFarqdRSIqjZei3XNjywyJK3AA0t09iZbpIgsyeV31vJj7R6S8rUJGZ8V46bOH/DhqipaGu6Z8jnVQ8+h9xiEwwG2FngPFgKH0BNx6UI9k85gj9eOema8JpPBTmXGVTW5fe68OMStm27HJyt4FJU/KN059+CqIsWOs0+S0iTiikRCHa9LZeKqzJmoQkpVSCqKk0AwpaikNYW0rJJGxba9KHYAzSrGa7rxma7x2o3Xck/ZVm1df2+aku4QB4Ycw5BHsZQIWS1MVg4jKxFUJYKe6QVjGOwxhyBOa/fgT/zRvL9hTYnC3bf8D+faE9eVqE8/8gSdV9+MvesSv3pXTg2/Gjh06BBe79RkZEdfOcFNe/8ET+yjSNY19bZQ2mZCn+Tuu95ES8PsM72vPHuFdYl1DNPPLa3Xn/PlhBgQi4nEmZ5XRzu+xG1bP+YMZq8nXyT23+uloW32e6e+oZrnzz1PRWwXVQ1B/MIkeIXw85//fMZjUg8epfMePxd9vdRmKqaG00rwV7tuo722Yd57/Gef/leGU7/J4+XH+dhd69lYUkokk2FYJMQb92AeyeTq4XQ/58a3jaUy+LNeio0AxbqfIj1AubmV4uxN+PRr11VCzhDRhjHUbqzSi8iC+FbOidSXmKk0asqLVyh1swGqjRCP1K2ncezfX/dd/aYP/9hHeKjk03zks99DFqE2IkmXpiE5dW5ZbJM0Da1/C9nED9icLeLQyFWqMl48wpvXpTn7in3y78+/x/mM/DZVXVB48fQ+xWTc3q5StLdrIt1cHkk1yeHo57m3t4i2294379+4v/sVBofDBLoU9t0+97ldCuR9iGc7rpyKc/P1Ks54BeWPvoRagIrzjYkwZ0ev4o41cmdj2bIricUAWIQxztWvFc/hLbujeP2fctaPnAG/t5Jb9/z+dc/f2fBM9Rkqe9fTF32E9RVVSMHlUzGJ+/jM0WO0FpVSpLgoUrVcrWiEFI0Gt49k5TBfWDfAS9r7pvYttBhn1/2cD16App+OEytCROJ2iVGzE8VluzVSHp1kKM1QKMJAJE2/r4vqgEXSmyFhhUkaY5j2tckESVLweyvw+6rw+9ZRKWpvJX5f5fi2Ssd7fK6+liBWDv/z50iHfNguDVmoWTXNWX6loox3j+6fM5rs3uHbSQ5LjvkMsk7SlyBVmsAoihAqg4pKja0hH488+nX29v8uzfFvc+sDb0KqmtsT/UYgJhfnuvby6Dt6gjNf+yZqSxNaSTH6WJiiaBztb/+W1ncUlgvlSPHPqR7bxohxkduWsG84EwRZVshxiWv14oXjGOEzbNy2ycnzMpdoaTrMRpuzL8coSu2iuBTKSlpX5fk7HV7xPHKs+FwFj4Wn48gT52lMtZJ09bO9YXlNvwXxI/zYCzk2gcUe08Xyg6QGW3kudXHRn7Ggv3fxoiOKm+u4vJ7cuRLJ4BfznUZiTZwbTONKlFJUW0PZ+OctJ1588UU8nvlUXLl2cDHHNNh3iUsHfZwY0vnNu5f/POXbAmGZNde58vhyx+xZxLk69lwHFdk60imdrTvmjyZZSksL37z31cLPVWpzlMjLpSSMM9jlZbQVFbMUyEfILiVec8St6Ax/6EMf4qtf/Srve9/7+NSncp3DuSAaGFGmQ5ZlpywXxAzqXKx+/jXxf6HfY1fNNp6PDVPZ43Pev9wzpoUc13DkLMn0CF53yayqCuGLW9WgXpd5PBiootE1RkRN0HFBYuOW5W/EZ8Pl7k7G4tdmcIY9oYKI2x23yNTePJVE/9aP/pJLV36VDWVF3P36EJm0hR7X0RMGmaSJnrTJphT0jJdsxoMuRAe6RESX0UVSpXECOE/A5lE8XtpsI0f4Whk0O1crtgglF4pGHV3SSWsmKU04daYZIUVY0+kOWNw5un1e+4cv+Pr49rCNholqCxdHA8XeiFoaQWEY9aVOVHRUW3dey9W5ZU2yccsSHkXBrSh4VRWvquFVXXg1Nz7VjV/z4nd58QrS13UtRD1X+3FNWlcU93XX+QsvvDB1m2RTeksVT7jeOKMFxBOut+A5+DX+W8PdU2wTWsrreco9SiDhmbifbBHCOEGwZiCVcUIVrWQSI53ASMcxUgnMTAojk8DMJjGyKQw9TUZPkzazpG3dscjIKKJARrbJyKKWyMqQVYWHspKrZRldlcmGJJJbTcfL2ZAUonKQ+/vnHlzdNLqfD28LO2STgGopObLVypGtQUMhaGn4My5KHSI2p4p1G1400+NYX0yGoxbVMsiuNJpbx+3J4PEkHFWlKKJ/7fVJeHwyHr/idLQ1xYWilqPKdShiWXFNtANCSffv/t2/m3T1QlnlYUq3JRwyaTaP0YSS5A03b6CpbqpKeu/N93KsL0m6Q0a+Z/XsOoRv2/RrcqDHx0HpJJt3vZuAuhXJKsOWR/AUD3DP3o/R2njvnJ+5e08x5rMunjrxBAfWr4yvaB7CSmW2Z0nPyMs8d+pv2bPuA3jdZVPa9D13u2hcN3c3w+MOUOJ5AS15gBdPh7lv18qEdAsIlcVMx+Xp6oEnniN+0256/NfCskTY7u9t38PddYX5etUWtzKodzjhjKfCo2wrr6Tcp1I+T7icmDyMZjMMCWJ3nMwdTsUYTg9yMZEmGQU9JqMkXASzPoqNNooy2/FPUgdnpDRxdYRo8SC9Wi9nlB4qo++fs70IJd7P4zs+Rom/BtmSUCwZ2ZRyyybIhuQk+jTcKUzrOTQjxJ5Ylv6Dl0TePEQUtmwryJaMYotkN+O1+BxbcZYn/rZDBgsyV0Mar6cTxdI4EVx88BTvLmsiY1tkLIusbY7XBlXbOx3S1kIhqt+DZdU49g8h9edOgtEXLn6Wlp1vQxETAnmPJdHPEG2QaNPH+xzv3/86/ujyMcqHdmNkJVye5e07nT9/3unUz3T95Wxw2h0V58HGI466Mg9f1stNV3fT9IMncG9bP6dtwq9t3MpvXnic7dFNXDoVY/2upRmMzGU7IgiL2doKQdruPiDslhTC+n0T58qyfs7Pnv0D7r/9b+ZtBwXuvrmB57+t8Eh1I+vOXES5eWGTdLaYNI0lseO5gqhjianr+eVYkvtMk/ta9k+9P02diCk6YBZfbQk7fYjpSEoBZ7ur9Se8r3Ib6XofifQQ8WQPieQg8eQAydQQljVuXyCaSo9GihA+JURxzUaqx8nYwCRS1usuRRcT8nrWSeITF8XIMiLqZJZ4JNkqq3YAAQAASURBVExcH3JeF68lDJ1Yfnm8jmUzmO99u9Mf8jtJOX2EDJ9T16RLCaZm72vn72FpU5gHb6siFBTjjZmvrTOhbsx+mR5fFUTjyDUVLKf1yHxjHtHnOHLkSG7l1DUf0rhIVPiud/Htb3971oTXk1FdJ2EMBTgXTi/rOHG2/sRMxyXuv/TDDzvrn/8y1NfX84lPfKKg4xGQXRCsiNM20sLBMz/gwdvWsZwo5HwJXNtHWvRvvbE8i9lfz7MXnmJn0/XRdUs9cb+Qsfdij6ltewNDP/UzNAa6bTvjqeWEEJvNd1zXztTijqul8QCnXEdoSq7n4GA/DzYvvyfxQs7XYo5py46tXHg5SSZeTtIwCLhcK0Kyx+PxuY/rBu6rsuohjO6NPHHpGbbvmt2KdKlx6dKlgq/BhRxTw+YQJ15O0Zwq5aWhftaXlN7gN134d/g3SdwK0vaDH/wgX/rSl3jve9/LF77whWV/oC4WYtaq8NCXwtGw5S4il59Eiq4jHrYJlkgrfg6mm+iLAeGRji9wYMtsqiycAf500jaPHXU7+cloP4GelfO7KcRs/sjgITatj5FVhJ3DDN/dtvHaSar2Xp/oYGfzLp4dGKZ2MOSco5CkLvh2FF6PhrDqzdjoGZtshvHaJpvWyKZc6Ekv2ZSFnrbG94OsLqHrEoYprDgkBNXi0C0G7L82PpzT/uGDXZso0mPoco4Ezso6GdkgLWdJKgYJVSeh6KRVSCsSMVkiI8sTRRfkqIhmEOOVORLzSraJwigqA9dI4MmEsLNs4BIh2YIQxnayCqfLYrS+qRbZNJF1E0XO8FLgrjktIJ7w30TZd/4I1fKSsU2yliAHTJIBm5cDEi/8q+DJJXRJFHEMskOgGtJ4jSJobEwpV1ui9oriwySEOBJ7EYnmVCxUEVqKhUEa2TRw6zI1ZsOU45jtXH247x78qhcro2Ab1/99lwc8Xgl3UBCu1xe3qL25ZbGvJC2dfcxMYXIjQwrDvi/ij/32rB6j0ZKv0VD7/1z3XrWhhrj7cSrie0mns3g8K6fenD4gmQn93V76ezzc8cB+AhTxlneso2YOj+XJaNtTzHPPj5Ae3ejMpq/kpJxQBs6F7uGXGY6+wttu/QJmyXlef992KurExGdh33FbtY8XoxGSr5iwixV7Vk0M4GeA50o37q4eNjz4W8hyDe95Wy07yytQFnAPV7feghk5RmPmzZwZLTz5hQgZFslGRFlXNHsCOHEdRPXsBLk7FI1x6nQ3Z09eJeiuIGSXU2TUUZrd7Cjk54K4zwKmnxOJf49kXUWS4yhSBImwk15NlkdQ1EEULYrkXbxvl7AJkSUVBdWJXBH/HFLXqccJXofolZBTMnJcIluXobhGQRPvshW0cRI4qaW46E4xmnk3ZdEPTrN/+I+MhD4P7m9w8h9/n+p4BYqloFqqM4ElluW8ZYksOUkR/8Ih0I6S/VMJSx0neEUf0iF8Bcl7bXmCBM6vTyxP3n+cIHZev0YWi2Wlq4uPVm9wSEAnEMapc8vFikaiYpAnW59zfJBFcsP8RE9SO8ETrc9x90Vo/flLyI2142T3JHWzO0eC1/oC7Kly0zPSh/eguuzE7Vz3k2AId+6JMZad/Vw9+8JfUVO1x+k7ib6iKJZtjC+buXXLJBg0SXgGSanF9J95GqXFwkqlsJIJp7aTqdx6KomdFnUaK53GzqSwRPSKoWNJ4te2saVcsTShhFWx8yWoYLsUUpbBsTOvOJMFWXKTBoaYwJRFGwwlfpmnvb8yfozT2juxbts867mN6qFP4xp1O8Srx1uF4mukuGQPxa5y0IoxlSCGHOD5p1Ncdoepl0ep8LQQE57wcUHOZogbncT1sw75mp0jrNenqvhVjYDmIqiKSdkA9WaIgOF1iH93xkV8IImUUvErxVNCxzN6jKydneaLPjNqyj0Uhebut5YWF3FRjYFdiR2JL3u481wQ7aUgN2d7TTxTf/d3f5e3vvWt8ypV2zfW0X0MhrKhZX0ei8+eLzGjIG1n6nMI9fsv//IvF0xGC+zYV0Lix3CiS6ewNKiLHwPP1k+a6Vl9uuNpxrqepaFSWbCSWGDDzmJOPmIz2L00hMxcEMKRlUDzplpe+GmY2lQVZ8ZG2Fm+fHk4xHUorNqWGxWlm1B9D1EzdjMvnn9p2YlbMdF48ODBZf0bRaEaJN/PaUlu5Jkzp3lgRy5Z+6o9i5cAbRtLiHZ5eDauruh45NwyJZErKpNQlTE2J4M819fD+9cvfXLQpYL6WiRt3/3ud/PlL395wQ37SkKQtjeS8X42qOVleJTzmNxH7yWTDSUrS1x3dHTM6NsrBvZClbW7/QNOCNdCVFkt7fcTO38aJd5GMm7hC6wOGT+9wydck7ouf43qtg9PJDaYwLi35e6daRT1+uuwacMdRI49jBTZSHjYpqRi4Y2eIEUEkbZYZZBobOOxJL/xod92vDyFinV79QGqClARlyrt2KqCotvOANttQfC6cYSNpopioSn5YqLJJqpkIMtikKxjS7li2llMoQi2szj/pCwZW6hTDRK2ShKNlGSSsk1Skk3aKTglJshaWSYryWRR0IsEoTr1d29L1MxrAfEVv39q/j3bFlQsqlNbuGRRgyaDS5LQHM9gGZei4lIVp3Y7RcGtarhlFbfkwi25ceNB/K/Zbly2G9VWkU0F2ZSRDBnJlLENKVd0CcuQEIIeQc4bujhXabJZG01ZWPbYgB/Wt/uukbFeiSvxDl5+vIhKaYB3fmT1LAVmzChsS1w++ijSPssZ4AsyKQ+htBUD/PfcvXdGslN0HtorkiQvazz99Cvcf/8eVhoiPEkkkZsVtoRhtIG1lbqqwiejRJizXNJF8+hGznccZsO6wkI6l2qWez4IUkUMrkbVZ2hsjVBee/t1ySxnQ8u2B/hhz8u0Dt9NNm0vu9pxsuJxLgh/yYqsiyKrmj0Vc2canwll22/DfuW/4E2+i+6heWbFFgFxvRe53E5pDRVDJVz56U8YeuEnDE3aTzyN2ve/g32+d837mY3xncjx3XPuo0sGhizyvVuYsuV4/xb7VDTNRtFMVM3EpZm4VQOXy8CrGbhdGVQliyRnQE6BnMSW09ii3Td1LEvHtMbrSevDwwNcjPQiy3ZOLKvYE8s+t81Y5t00jn1kVvuHrhJ4sekbMx6HiChQZReK5EKVXA65Z5ghFNtNacjjbFMdulhz6tyyeq22NacdzxfFqTWnVuxxklgQr5aMJJ6PwndJ2HHbFunRMMWKyyHpRY9GaJHzywFF5cmG51DTd+COfRR5krWKJQ+SCX6ClxoO0fBw3TXyecYDlPhjVSVmnUG1fST/0oXiyymcLZeC6ZIwVRtL1BqYiiAwc7WpWFgKGKqFKYllUZtOsSQR+WEiKEzTNpz8BKaZYTj+DLsPpFCUSedq/HxpLouI/M65zxXwxW8XZpcgAjQEBfNjsfzY5+feVxsv0+YcheWAIC0d+ytZdeqcFda15VgqSbYijZgetoR9kOQRPRt0NAxJo9dbOWGPINSrtenyadYqEgkpxA+DH0NWPI7aNRMzYcL6TvSDhKo/p+zXioXSXUyVmDTHIgSENYPLRa0/QEATZKxGUHPhF8uqC5+koWVcyGkNkgpGQiYZtUlEriUNngyPX8IflBgcPs9YpMdRACfSwyQzudow05QXb+Z1O//bvKdgXQH+wkXBBmLubvyZSoj1zp28NJt1CNjJRVg6TN8203bRngvRiBgLCjImn1x68nL+PXN9BxFdsn//fiepdT4aM19cLtekZY3jh2PE3S4+MXKUosry6/afr4jPE2Uu0qO/v5+BgYEVIaMFmtb5eFwZworuwDDSqCKz5jLg2LFjToLu+SBIaTFeTqVybfj/+eRfLlhJLODdUEvisQsUxTeRSA05ViPLAUGWF9ZfErYWx9DDp3nyyS2LIqNFn9DjuUJTspwTw4PLStyKYxL3xnJDtLnVLSpDYzK9/TKmbS1osnyhEG1GJBJhudHQlkY5UcTT546tCHH70ksvLevnr9+0jkOPDVOSreOVi5fYPocd2lJBcEtXrlxZls8W7WRFVZRkfyMPDT9FJJtx+tVrEepryR5BkLbvfOc7+cpXvrKmSdt8yMFyYbfbTY9nhI5zpWzYXcRKQoQczAZB3vYMH+Kue/+YkNXOm99ZUpAqq6p8G27tK9i8icsdWTbvXJ6OxFwQnT3hnzUdT3b/nLtEZ6f5vWTUa6MCobQVpG3zfTOH1Irwf7dLEOyvp/+KSUnFypPRoqG60HGOVEYkFcslFjstuwoibm9/q5fqJpEAzsbQc0rfeMrgIz97grf230p7Q5ryjcU5FXB2kiI4a5MR+wrl7/h2oQKeyxNeiIkCbgnho66J2iW8rkSd2+Ysj28X9SOP/ojnn38Sy0xjShlnkFm6s55t7tfPawFxV/kQbzvwFmQjF+5r6fDHTz7ErX230eiK03B7be54s0LtbKM7xKqNkRIKgpwCOvdajmwVr+eTE4vhkxgyTB82CP5RJD8XxyNqVRzXeC1sB/KvPfPsy1y5ehHDTDmDK5+3gp0t40qfOXDb3aXUNU+Vz1RYbXztpcMUh9ejp000z8q3l+LamZG4HVemws/w7PoeY647J0Jqa4KneM++35sznPZ1dxzgH/sHSJ33w/2sOIS/8nLhzjsbeOa7Kk89N8CG5Y1inILpCbxmG1x9J/VdZ/1T//hXCxpcldRtQXV9Btm+l+OvJNi3L/Cq79gKKD4/JcqAk8yPYQ9Z08S1jH0TcU/NpB4RLd7ocB8U4PDQ9LokB7ZWkk5bRJM64WSWaNJw2vdE2iSZMjBEGz7YQzwt2sly0rKOlJVR0yKKQ3MUrS5Lw+UQmXMfryU8GBQbySF97Vz7JyxA3TJej0z00jFiF885bZ5o+3Qj1/7pZpL2coPK5g/N2a6LyZ9b9pRTuXFv7jOM8WJmJtYF6SjqsZ7TnB0dJZBtJhlM43eZZJz9IlP2y32X9LUQ95kgvs6kQ88lR3Q7RIiESo8+iGVKmKKISbrxZTFhV+aTKbb24Yn8xfUfa1U429PFf8LTd1/CE6rCFN/NEOSpqDMO4S2+q0OoWjqxdNwhhpENbDlHtgqV6QSEhqAAHYFIqCeUykLtPKUW6mlbYb1XqFZD2JZIeCljm+OTkOLYhI8rH5z3XK2TT1IXK0c2LOfvOWX8n+z2IHt9yF4vGUllcChAWB1g+6ZWstUV6GK7x0PW5SajKWQtiYyZs9dIW7aznDZzNhtp0yJlGKRNg7RhkDINZz1jmhPL4rWkVwff/BNJYmL4jpEZonnKTtDp76Ml4GdvTds4+epy6jz5GnTlarH++I+eZqBzJ49V/ph/uev1ub6VIGKjlkPEJkavLQ9FLdKT8rRIkkj+ZeMPSfiLJCobFAJiOSTntoUkh+wRJOc/ff1vZj2Wcx3Psmf9IMW+ilntisLJQf7m7z5JY2PDjORqftvIaBeX+z6Nmirmc/IIht89KxG7mD6s8KYUxTAMp4ixX97mbvKyIEgLzfAt9hX5EUQSnLGxMee7iSKI5fyyKLFYHF23ePw74l6bI1NxAX9vNnJXkJvCYz5/HNOPrVAy+pOf/CS33HKL470vivjN8sui5MfMYjxmBnuoiW7hSs8h2ppuY7l8e+fDUiqJJVWl0j1IMrGHQ+ee5s6db2Q58NRTT827z4StxUMPOetfWIStRR41tZC4VMbhK0851jjLhccee4yVwrr2XfQc76M8Xcnp4WG2VSwfIS2SWK8Etu7awNVXskTjpcQzWQLC53wZk2kulzI1D1XV8Jdeoj3cwk/OHl4R4laQ7Pa4KG45sGF/A33fl52kk8/29fBg08r4Ef+bJG7/7M/+jC9+8YsEAgHWr1/PX/zF9Z3dt73tbezcufyzHDcyuFoq3LfuNv57vJeG3nIyKRu3V1oTxK2Akx1XjmBgXJeIbDYIZd1N5UE6x0Y5c8KzKsStIJhEp3AmCPJW63uGD970t0jebnbf3OrYI8yktJ2MLT4vPZ5hqi6Us2lvLhPnSmM6cTYYPoORGUNxF8/aYfe7TSobfBMdZ4cwdUn4gi7MkjFiIwOkRy3at1cUfD+YhiA8cwSwID7ztg+59XE7CIfozS0LVZ4YuDiE8Pj7xGcI+Lmf+/ZMZews23TUrfPZCnD6TfzsdD6DWw538jqn7st46Hssizp+vNPJVqFkVYtyv4eqXaud/Z165tcUZf77U3TM//zvP+2El03+zhuaHsAjz36uJHeGmsbrQ8NUWSUWuoAc3kr3yyO03L58HaO5lKmigzEbBHk7OhjiLXe9Gb3sRR64953UVPzlvLYCwYoyRvyHaBy5jSsXr9DUunJZXAWWM5ysuaWCr/lOURbe4SiJVmKCUqhSxUBjOQdXoh3Z64Yj3gHUV0rZt7y5QyYSUqwEqkuaOBO7TG2qnKvx2JIlPZgJgpAZGRmZ8bWxSy8Rb07gt2b3jk6qKW7ZWu60SX6/4pQaZn7exnt0/vXxjxAY+g7P1R+naouXj2zN+VwIwiuazRLLZolkUkQSukMCx9MmiZRBKmM5xLDTrus2ZhYsPRdt4EqouGI50lezRCTDOta1b3KWheb1Oljz2z+cOvXLXL2sOqSVImwRFDFhJnzdxi1vxbosUSRnKYr9CCX9JqJWivWbS5xcUo7bQf59E/s7LCpIIpRfBNHr2GSx7Yzo5WDZ+ZJ2iilqS3gDp+joPEV4KIGsGsiKuI9zilSPYjvLqttGif7HiWOYfkziXCnRjzFU/Nv4UkkUWUNR3ahCxScHx73E3bntipvBzsscTRXTFK9j580h3F43suxGlkQRNlWiiGUNRWyTNSRbc6JAZGEpIR47IjJEt7B1AytrYuuiGFiGiZ21uHD2HL1Xu1ElFU1WUIWSVVGRlVw9oJQTkP3znqvD/g9zrk4mo4EQkaYVm7RqkZBM0ugkrXGi1TCIlukYUiO2ePj3zN5G5T4fx09fJPV0fPXHI2Pyy8KWpMaXe03474v9ui9d4pmnXwDDRDIMJN3I1cLHd3xZLyum4pb38MbBWaJ5BvfzcOVBfuPARvZW1V6vMk3jELGRqE1v1MRM1aPYGjeN3Mc3/zHh9HnycFTm4wRsUZlMXasyTsjmiFlfQFyj8/cnnn322Ym/L4g/QQ7mS56s/GL8d/nor/+rQ/BfZ1dkwxe/+XscPfMQfr9/gjwVRGN+OV801Y/XN0iRexul/mKadrTMuf9c26e/JhI3i2eH6BeJnCbzZRsfHh4uqN3/q7/6K+66S0gy5sbLLz/K+advY6TiRT7yq3dNIXUXUqYTwpOLCLsXxOpkBbE43skq4kIwOQH3TBC/ZZ7MFepz2Qqg/YNObXX1FIJ3JtJ3odsEKT7fBPdSK4kFbm7z8fgJm1fOmNy5DHSA+F4i4dpKkdEC6/et4/JFGBl2LVvIuhh/zHdcS4n6mpvB811akq/j2dNn2Hbn8oxPxHEVMoGwFCgva8X2PEtLsomnTpzgwX3LFzEn2vflJDjzaNnkI/1MiJ9HDXRLRNMu73ikUGuVxaKmJYAk97I7VsbPe7p+QdyuhP+eMGL+H//jf8y4T3Nz85ohboXUe66B8I2ibuseYqf/RbgV0d1h0LZtZUhBQcLMp8xaLG7b9Q6e6b5I9fAuR8koSK+VxHzqLNGZjboqyFR2XpeIbDbcvX4//zg8SGNf+aoc00w+OOI4XrzwOceP2OmdT7N/EKt7Xu+f3Y+4vIarPUOURpudTmUhHtOio+GQnxp4/Yv/DSzT5vKlHv74j/7USVrmJDBTvM5yVfFWWmrunPczWrfK1DZrk8hW+O7Fw7x0NsVdI3t58y9lCTXP7jm5XBAeZ5NJ2/y5Onw6d65mGlyJtdtfXzTruVpX66Z/YJgLJ6FFRLWvMKZ7Yc8MCTW7C0vKUFdVeEdna7uPRDjF4ScvryhxK5QtIinAcsJT04u/s5ljTx5nz71zh7QvBWYbPC314GpD4wF+mD5O8/DriY5ahEqXLwpBWFnMaWexhKhquYVXBl6mPv1mLseiy0rcPv3007O/aFsc7PsWd1f9+qze0fU3mWgFDoL9ta2UiegDtZ/2TDXdiZ6J1wTp5fGqVHoLy6qdh/B5FcmWonrGIX6fP3qEr3//e9hCLScSyLrcKO4AmsuPqvlpUtdzc3J+q5fL5gjRVCrnm2vLQh/KuMuuU4StgXC8FcU2b0NSkyhJlSNHc0pV8R5H+SmUpOMq0KlwjZe5k87lId69NZQ/ZuHfKghQA0s3c5OMSRFpMvt1Is6dyypD6/9XZM2FZYNpQ8YS3rA5pyYR6WGN17Zls378fJ9drvG30gjNs9vWF6ovqo3ugTkcTBylsGw5auasqWPbwqoojTvkdYh5VRVqIBG1IqGpMi5NwuWScQnSXjzTRa2KMONcqLFTK+O1NmlZgf/y6S/jv9Tl2HbMetipDHcOb52TZL9nZAelowFOXcnmVLOTFLQigmfis1Rw+0qFk65jRVG5VaepKjCumpUcm4NCfcMFBCEo2jkx5phcHnnkESc8WBAXk1WoglDLqy8Pnfwhn/jir/L+t32csuL6iX1Gx7r58g/+s/P6E088MS/BKSx0Pvut+5B7/gmP+wrv+w+7lqUfOx9pK1BWVuYQh7MpVMXzSigfRdh6IVi/cStHnx8lmqh0fjOR7Xz+jOeFQ3zPX/mVX6Guru6GyWgRibpjx44Jgl589mTCfvL2eCzO8weHsY0IbW3+iX3FJK6wbZjt/XMpf2f7vfPK4cm1KIKgLkRJ/OEPf9gRbAnieXoR1/PkdSWe4vnLZ9G6TZ5veg6Xyz3j+2Z8bwHPRdGnXUlbC4HyOh+WPEBFqpqeRJz6wNLloMhDkLYzWSAuFzTVS2l1jHhngKf75razulGRxUKv2cVCnNu6liTq6TKe6DyyrMTtSqmIt+zYyKln49Qk63ju0kXualv3qhU8Cohna0l5D43DDXyu/0lHeBBcgURy/yYVtyIJmSivFhQaSisuVOEZOHzpGVpr1YI9cCRVYZuapNczyIVT5StG3C7nTVVRsRXZ8zfI4X10dei0blq5m0l0IJYjrHbr+lsZOfJlsLfRe9mcN/v6UmNwcHBGL6Y5/Yjvcc/5PfdVN/C5Cx1siYYYOzNK2ZZyVgpCaXLi5CES6cHrXktmRgojbje7rlOC75Wb+eLVJ7lrxKTnSHhViNvZkh3kz9WudR/A7550rgISe+c5V69v28s/X+ihemTbqnhHC4+z5cJd27fzt+c62BveSjQSJrSMZNlkrIQq4Y6bt/BYzxD2aT+771n+pABznScxaCxkcCU6yPMN8Ou2vx7ryp+Rke/m4mmVnbctn7/USqksBKrW3Yp05L/hT7yL3sERuMaBLClERMh8YZqDZx7hCdFO17yToHWNZEyqaepvMnjjzdUF/z1x3TW4N3Muc5Di+P2cz3RyoxAer6KjLEqdH775zPN4Ls3sqyeo5kjrrdA4P3Fbu9PipuagY1UhkjqJWreyTvLJrGk5ahERIp+0LHo6X2LQEEktt2OWpigPua+9z9k/9x7DKTaGkSNLBbkrrAPyRO91y4I0Fv+c9fFl4RIhOEhTynGRlvgciXKzlHZ9/jbrkjpK1J3AsEXiSgvDNtFFAi+RcCv/TyTemr48qc7/E5yjUCML4lIVtUOiCD93eXybjCZITaeWURXh8Z5bHhke5Mihl3HCXkwDa7wWxRZG7aZJedkWHij+wLzHVH0gyZ72MkxD/LZgjde5j8tF1jjFtLnS1U24q8lJ2tZYU+qci4nX0zYZA5KmWLccv3jxnvzrhQiS9jb8KXsbcsuGKWwnckUQuYbj65t1VM2BSffSdAjy1mt6eOFhw4m08RfJjses6GcIpWygKEfKimW3F1LpFF/9/ONo+t2k64doaZ/9OhBilemkrChdXV1OLaJaJiuvqqqqKC/P9cmqJykpBdkoakFWiftavOfxxx93yNnDp37MxtYDFAerCcf6OXtRtJ02DQ0NBRGcwrOyoXIbJ0a6KcmWr1p4eu67SGzZsmVG5Vb+Ofr3f//3BZNmRcE6Mr7vURu7m67ufhrrC28/C332Tp+wXywZ/Z73vGdBETr/3788Tnv4Ju771ShV1YWJUWZScM9E8H796193kj3n/Ycn1/nlWGzCBHpOfOc733GIVfE75cts0ZGT8Q9/z4LgRBfOQurmSzgcdiYQBAEt9p9e5z2c5+sv/d//+3+5//77KS0tJRQKzdnHE68FfD00pKo4NthDfWAjSwlxLn7wgx8saH/BW4S7nqG+onDeYjraN9VzpNPASpcxlExQ4StsUrRQiN/64YcfZiWxdfc6+k+bRFIVhFNJihc4sV2okHG5BHTT4XZ78JWcYGOsmh+fPbasxK2wqpwrQnOpsPnmekZ/WER1qowne6/y5mVOjvdvlrh9NUE0FnOqYqZ54Pww/SNn/TP/tDDPwLetv5W/SfVQ21PpzOyLTuFayKSZM2Q/jhW5yMYnNxVORksSd9SE6Bwd4+hBmdZNhXUklqrztBzm5aJD26oNMqKNceVs6YoTt3ORF1P8iO123vzLhfkR31JVy194XsCUklw5El5R4nauUIqh8BmS6RG87tJZOkE2vqDsHON0bC4pw1YzRF0X6e4uZRMrC9ERnWtSJH+u7n7dfyFgtfGWAs/Vzqpmev3PYo1s4dILY2y57xrxu9wQnbvZ/G2XAs2hIsKlPUjhdRx89CVe9677WIljEgqk5caOymr+LvQY9YMH6OvKUNu09NYxop0W6hqh1hKddpEg5UZ8CX/pl36J1tZWhyyYq2w0YnT4egmdbmLHgbmTttwI8qHChT6vjPB5Nj25eVGDEL+/Ao96BQuLSK8MyySSFm1EIc8pQd4+duUpbjvwd2SDPdy8t5VbNpcUrLSdjLraW3glfQRv5C0Y6aUNzROd9PlC48YuvUis+TcIzGn/kOaDN7cUfHxXM7081PFnaOGfMmKF+YMH2wtSCudJXV2EL0+qxfYcMZwjiJ9/6SV+JhQxsuwk+HRqRcFWZEfmKZYrQxtpF/LVeZBoHKW+UcUli8SYGi7h5ako4+tyrnaWFTq+/fd8pXgP9w/dxoH7PTQ0uSZeEwSsIGYXA3GP/MEf/AHypBwAM31SpLuH+N3vwm955zxXd+wrdcjgQlDeavLdr42QlZO87/XuBX1nITQVFsU5UjhP6OZqQQB/9jP/Ql/fUM5uQiSwmyhCfXdtOeSbXQ05GTfd56J9+/wiCq+nDNX3Ap7hBzl18jTl4cis5OzkgaxolwSZ2tjYSFtbG/fccw9NTU0TRbwmyFlBTApStlCCUyhmz3Q+c0MEZ131fl68eIi65LuIxQyCwaXr6woicCHCCpF0bM+ePeMJr64lxxLjK3FMC/UY3dg6xOAxjadeuMz737m0xG0hx7XUZHQeG6oNMhGToy/18Ya31i7Yc7ikZGaBg1BuCmtDcT3OhUKVxKJ/Mn1S2Mm9IWxMxkncyaTuo9/5GWN9uwi0HeGW/XumvDad/F3Ia2IS5Sc/+Ylj5SH6grk2ZmpdCKEs8Fu/9VsTy+K8CQJ3ehGEfX45ejVJeHQ9Z+0ONr/JNUH4FhLxWIjQTEwAFQLBW5w5fZrkeCK5f/7kwniLyWhtOsBB1ymakpW8eOo0b15i/yxBBIpk6oVgIpFc5CRPPrl10WR0dZWwS3iZlmQNTx07wVtvuZmlxqOPPspKonmTl/RzZTwUMxnLpClxe17VKuLG9hokpYM9kSp+evXyL4jbXwA6OzsdL5vl9sDZvH0f0bOfxpS2cvGUwbZbllehKh5a8xExE4bs6Zwh++cWaMh+/y3v4Q8vH6VieM+Kevcup4ruDY1b+E60j7KOkOPhKjxTVwKFeDHl/IijGHbhfsSi0d5aEuLq0GX8Q1XsWibPpZkgiKSTJ0/OeixHOr6QsxWwLYc0nwqJPXcLn7/rv6sY2O4oDnBurIfQaBupuEgAsnLqVBEGOF+YUv5ceRbiHS1J3FTj59JwD4HTxWx+3cqdKzEjXIiiYiLq4PKztNQoC+ow3bmxmc6BHqTeZnQ9iybkTstsZzGbv+hMZKAZvrAoMlAQLOUVcSJjIxx/wqL2A/MTPJMhVB+CiBXPk8lFdM4nr08PPc0nUBGDMjEoqKysdAYihWRQfvDBB533ib97/Phxp3MplqeribweF0rRw9T6mvjyj2ppbK6ZkeAVf1soXBYDoWjJ2ystJIHI528ggUhlqJ4L4QHsoeVTET80/j0LgmUxdOYEo+qz7G+5D5nFeaVUbbwNrnzLWQ6mljahnCCX5vVpsy1entf+wVgQKV299W7kC38B/g5KRtczlkpR4r2WcGq2ttSxhxCx7nN9Xdvm2088jffi3NdftLqH2Jb7HI/U2UjOuJLiLbsb2FtVVdBxlQdreFh+CUW6jdRFDxUbl2aAJe7nmRK3zmzV8c0lPVdlxW2EPT+lJn4X2XgKV2Du8zQ1RDtnhyASnObMK6YmD375xI8L+qzK4s3cs/O/zbtfsGRqn0G0naLNnYmUPXXqRYYGP0NWv0YsClVsnoTdv3+/k4h5MjFbW1s773NEEJWFTlrlCc5cnz19QwRnY+1teLT/iM27eOHIKPcvoWelIJbEM20hEMfW1tpKe9kHGXM9w7vefv+iyZjNW3dz5nQP9uC498kSQZB9hSaxXspzlccdWzbzqat9SFcqltQ7VVx/86mIb9TWYrI6djreevt+vvZcGYq8ZUntE7/5zW/Om/G+UDL6M5/5jDPRLSZmRJ9S1Pki1kWfS3AE+fXJv+dnP/r7Ti1I27nI3tm2FRUJe7VcWyXO+ze+kSNh58NSe/d6PSX4S65QP7iZF6+eWHLi9vvf/35B+12XSO5Li+8HClQ3JeDcBp7sOsJbb2FJIdr3+SblZlZHP0tdxcLGV5OTrp15Pkpboo5HL3XwnmVIkCcEIoVGVdi2TeeFo+iRVxZFsou2o7ymF7NnOw8PnGM4laJ8nv7fSuMXitsVxrxk2RJ54EiyxB1ehfP+HvzH6tlyk7Ygb6zFzAzPNZu4FI2611tMsf8EjO3l7NEoO24tYrkhyKVCrC2u2Vo8S2tt4Q3gnXvu5xMXvwpjm7l6waB1i7ZixFkh5MVi8ObWzXyxt4PmxGaGzkWp3Lj85ymvjJ7rGpywgFj3AXzuaRYQd7vmVDy/oWUr/2v4GPvGbK4cHGXjPSunJF5OFef7tt7BH14+QttAE0OX0lS2eteMrYpoM4Qq5nup7znrn/nHv1zYRE9DCx8JPcO6xJ0c/elz7H/wbpYThcx0LxUZeNu6LTzUf5mikV1ExyxCJbLTBomkMvMRssIiZTIEGSs89PJFDAAFCSCWBSkj2naxz0ztmfib4pjmG1x9/vOfv+79+e8rCNx8OX/ieb5y+iTlfVUM9I9w6cp5Z7vIqj0dIuR3MpkrBq8zkbxC+TN50FnIzP1SD0Kq6vbw8mAHNZH9y5JARLTlhSrY8/fVd1LfcdY/tcD7ajLU6mpK9SQJTELZpSNuxW/0s5/9rKB9hYL4x4kEd7X9OkH72neISQkyFed43813LOhva4EiKowaMtLPMK1tHDwb5vW7lqZdFAqfQjyw1YFBntn/Mg9Eb5+V5Dxec54PVxY+8itr2klz92Oc8XVT0hHgZlMkQpNu+Dx96UtfKnj/4z//PBebOnn3gf983bn65nMf5/9tOQAUfg1qmg+X/0Vcsfs4cXyUvQcKU7/Od0zCD7RQDI6dZjTSQ3GoBvm6CeGch3Ek2scn/s8XuXo1Z2EgimhLRFh4HoJAyZOwB27bTtLYQX1oL7/xH7Y6OTrE6zfabohov0KjJATybWpt6z0YYQ+/9qHFRR0Uhxpp9mfodQ+SveARGV9XXVghyKnN7XdgNWgFJSKbDTUVO0n5Pkdd+Fe43J+guXppQrpFP2EhkX7XztW9GGEXv/ahLYsmowVqm+rp9/6IjYl7Ge4zqKhdmrFJocTScimJyze1M3joFVrjzZimgTLPZFshEPexUNsuFRn9oQ99qODjEu2VEHZ8+m9O8orVxXvuKCEWDk8he/MEr+gnCCFIfn2mCQ9xX4g+kyBxBfEt+l5i0l4sT6/zy8I6Yqm9ewXqW31cGtC4nPBi2hbKDO3rYiDa3kIihJe6HyiweWczg+cURjKlxNJpgp6lU6j+9Kc/nRJFMK86+uc/J5n8mrP+z59cXD/Q7XbhK77M5ng5P+k4vizErXhuFeKx3LdEJPvOuzby068obIjX8dPuy/zKupWOs50bvyBuVxCikZxv0Cga00I8cMRMofCrmi3zqiiGofPjqy/QndzCpXCAmoZr2V8LKaIxLhRzzYYspSH7e/bezrdG+7GPeNl+y9zeP0vVEM4X3pJvLH6QzvkAfeafCm8ARadhhzZCt6efc8cqV4y4/fGPC1OTLAb31Tfxt/4XSCljnHvBXDHitpCZbEHeDkSO80sHvoRRfJ433L+9IFuBu+ua+Z9HX2TUfY7OM81svIcVgZg4WA5/5TzaisvxFvcQH45y5skslSuQyEvc8/N1mpaiw9QQCFJZqzA60kdnR5B9y6j+Fh3h+c7TjRyTeCaI9+fJ19OXLvLoc89ypkfjf31xmGiizyFopz87hDI1T8gKlZao86RsvkwnNicPRoSKc65kKzcyuBKv51Uemzdvzv3Nd7+T3m/9AdWRD7FHaeMtv+GdyBouBhCTSd7JRRAh4vcXy9OV3GJwMZnIPXfunHMNCjJ6ehHPvOVIIFLZuI/k6afwxG4nNmYTKl3a6/C73/1uQfst9UBETBBXuho5pUYIZZfOr038/oUmcHWO6cf/mW8qf8yuu95DaXkTo8NXOPbUN7BNk0b/wgdX1cFNnIs/gqn8P/RcNmDXyqqiJdtm8PgPeWi/mztHtxE0r/22Qmn7dNkrfPi29gUNZH3rNtPSMcorvh6s8CYGuy1qmpQbHlAV6qeXv6/Shw/z1A8+OeVcHX3y644KvPPlb817X00OgxalVBngSqKT8MsJiqtSM4Y2i773bGHP018TxyP6szOFOk+u88uCCO2/8p/46K9/xSFpJ5O3Yl3c6V/83n/icv/zbNiwwSFmb7vtNqcWtgb5OhC4RmR3dj3OF594jg3D76SqQqO83LVqYbSivWtdt5OQtZG77lq8RVlrw72cHT1EZeQBkkkTn+/GM5ALBWNhSU6XD7Kssqn6CiMRg+eeGaP5nS2r5sN+7Vyt5667bmwSw/Ew946QktOcPR6hovbG7enEc0Z4266WrYWA5PPgUntxm5u5eqWL5tZWlmLsIa7F1SCjHY/bQID6ehUtdTvV20zeUD2/kb5ou0RU1WRidzrRK55XgsjNJ6bLt5WTExoWgjxv8Za3vMWZhBL8wuR+1/T1/LZMNsKpiz9DH43w/Z88wpbW1hnftxCuIu+LPF80z3L0AwXq6psxXWdpStby/MmTvH7v0iQpE8/EQr2Il7of2LI1SOqZKvoSEldiUZqCSxd9IH7rH/7whyt6TJVVVaieF9gZreEnV87+grj9twyh3JwvPLjQ2XAx2BaKIycDaDw+kSRmehmLRTmXNTG+v7BQIgHRGM1G6gqvrPyyaNjFDTM9M6io841+IWS0MKwXM8SiIRazePnQXPFZ+YfaprbdDPm/TdvQAwx2i7Dw5SM6RUM4H8G5FI3Fr2y9iz9PdlHfX83YoElJ5Y13aOeCeCCLZEGF+xF3LsiP2KOqvKW5heOjXfhGt5BO2nh8y0uwi3NVKMEprBIcdbT6DE1tEcprRajV3McV0DTuqqrkUKyf0qHNjPSblFUv73nKq0kK8cW65sXZwaYFnCuBD22/mW8MduEf20gqauANLe98niDZxP2+Eh2mNze18c2rXbxx8CY6nzxM+917l22CZ67ObCHH9O///b931LB5gnayUna6BYMgU6XiEAOBSuqCG7n3/ltpaLhGxooiSErRht6IKlooYldycKUoGpsskxf8A2wYaCU6alNUlgt7FISzKPNBzMyLzM4zEbyClBGvieesKNM772IAIEohz6u//uu/Zvfu3dclKJmsRskXWakklTlMKhOjs8Nk577gkk0iiGumkDCy5RqIVJRtIpaI4s8UrbiKbvIxCZL2yOP/OuX1xR5TdcN+jnc8RiYwhmdoaQhpkbimkPwGeYy9+DKHDx3i7Ad/jZbAevymm4SS4VL8PF3//GV+2f+H8I7Ggj9PqiqjPFtKKHCBjHY7/Ve0OYlb8duKQfpkP+vJy0IN+PGPf9xpI/JEZj6x0EzrgiTI31cznSsBcV+1tLQ499BsJOvMz8Px5MS/V/DPMWNYtfi7+TZspuRCs9Uiidcnvvg+3v+2j1NWfI00GQv38OUf/Gfn9a9+9au8973vLeg71VXtxav8DVH1tzl+XHP8iG8UQum9UklrZkJ7+wO4zv4p8ADPHQ5z3+037qkvhDDz2qmsALZsuYuvXz1DVW87lmXfcHSjuF9WMoHmbLi7dgM/Dvfh71wau4THHntswe8R/Yv21nbayn6dMdezvOvt992QklhgQ4lMJmxy4dzwkhC3C0netRy2FgLrGt0YJ0O8fPopdhZA3Ipz6ff7nTKT37CwtBAWOMIvezLyE1d5ElfUok9ViGWWmDQX/dl8/yv/TMkvzzXWyRkyzQzRDs9GAk9fFxCRZPn2O18mcxaiTH5ezdUPFNFkN910k9NvFJ8xuZ5tW2nVCM09G3i669SSEbdiTD9TZNpK9AO37Gjj1DP/P3v3Ad/IXaYP/Jmiasu979rbe0my6dl0ICTAUS6QAH8I5cLBUY+E44DLkQQOkoNQ7jjKQS7UUAKhBgghPQHS+2Z7tdfrXmV1zfw/72i18XptWZKltTTzfPNxZMuyVmU05Zn39/7GsDrYjLsO7MV71s0+YWy2JF+RZUse29QvIZeynzFjm8Q8n9PiVQkkn23BwMAW7BkbxdKq41OAlg1W3B5H2cxgmF6xzOYzn/lMVsN7/vz4ffjJFhcu6N+IS96hQ3enZrUs5JcEMbKzO93OenqW0Gy87W1vm/Z6+dClQ1y5TMLAT8xKeG/SUNdYeUzQW6jvZeW2Y8eOo1bmk7/kcRViBbh61Ukwnv4vhLS12PqkhrMuKW4g+Ktf/SrrKuJ8+xFfsWYT3rTr1zh1dDW2PjSKk145+wzZc+0vKicwZpN+Xr+OpPobfft/sm+e//a1p+Idh/6ICweHsO2RGmx+fQDFJMvQnXfeWfTh9+e1r8a3a36I5MgqbL2zE5suK0zFSDahTHqjm57wQb7kbH82O0xvfetbrR3OydVPUy+jiQTu27cbB8abcMtt4+hY2zRt1VSmiqrZfidfsoMrj33qDkVaOgDJ9Jzk5Nv73/9+K3BNh6+bN28+KoxNV8xKH7KbnnkMD2/fissOXorTX+HNauKbYlXly8HI4o5FWNV8JYb0h3D5pfn3DDytbhF+HuwHNANduxOors8ttJADEekPJ19TyYFRurItHUxNPYCYbdRL2jXXXIPc3Qr8W+o7eW2mC3mnu26m6+U6CWNkHTA1UJoaLmV7IPLpT3/aqoCebkd5uq+xA/tx/54fotaoBaJVGW+b/ncyfcnnSPoFpodxTv4cTQ1pJKTP5jm95z3vsZaHmbblU1+vZCyER54fQMz4NqpCHXC7/ND11IHd1AO+TPcz+UtCCzl5IL+bHIBM/nny9XIgIsvj8ONPYvea1XDV1iA+PILxrduklPPIBDbpdcvkZXimsPXg9m3Yn3gWD0V+DZ8BVFTPHMxm8xmYzuTnPvlgONv9wPXr12PDhg1Zfy76hp7GnTuCWB98Bc682I/6Jm9On6XJ66jf/e53Vn/JXKT7Vko4++SWO7B66WbUBFowMt6DbXv+Yp0oTq8js+X1VGOF6sPf/PsQ2LvKmjRN05WymrRmqrqaFViKQRzwHUJ8Wy3ybKt91Gf7eE1YM5uOhWcj7rsRvomPY9vOENaumlu7BKkilhM98+2UDevxP/v+io3jSzDSb8ypqEQ+/7n035y+rYV7Tm0t0k5ashi/7h4GutwFaX+TSxXx1LYW8RE33jHHthZixSkrsPWFJLq7534iQ96rmdrFpPqDa1bxlnylZRPc3nzzzRnfP/l3J4e68nXn7/6Igb0bsaX+Abz/3HOOCXtz/Vn2l+TnmU4wTv7Khuxb5MPa1qsqvuxyTRvwzhb+Tr1OQnF5Xun9ifR+yNSv9DZ+tn0mOXaUZTSd4aS/ZP9s6nXydejACCIJBT/1jOH71bWz3n6mr+luP1fm4eck4Xa2648TzzkZu54bwgnjHbircy/et65w/bDnisHtcZyULJuV+1wask/nZaecj6/uuQWGthZdO7w48ezCDWdMfyCkUkwe01wbsn/lK1+xDhjlgE1WsHI53fehSBh/fHIfmoLVWLxGjmHix9xGQjwJgDLdz+Tvi3HWPr2ykKos2VCnK5XT1cqTv9cPbMf3Q11Y+7cl2HGoGtW1/mNuO93f57qhl53B2XoxFaKKuN7rw4ULqvDCyD64XlyCdeeZcHuLV3WbTYXWXJ/Xqpo6bAi48Ez1drh2n44TxwxUVBVvkjI5K9zV1VX090rWKe85eRPuHOiC1tWEDdEkXJ7My1V6iKgMn5LKq2wu5UuWP6nMTJ9dz2aSiplI9Vp6IoWZqqGsr/AEdoZ7EUhWIBjpgSvgmzbYmin0SocPMwVisn5LhwHp13PyayskNJs62dd0pF/kTCewpjqzZQF+sXcXkq7nsev5kwoa3Mr2KtueqZOfqxxcJRbMrWfgyjXno+LxvyLo68ehfa1YdxoKQk4uTq5iSp8QlK9A4KWTMLJMTe0DPFN7Amk/MduQ7PR1jzz1UzzbvRGLI7XYdJ6e9dDt6a6X/QMZvSPbOTm5mOnkwuSfs/H5z38+p9c1tYynDgp++ouXAsh8voTsqE+u3J5a5TX552x36uW9kpOxk1+Lmb6Ofr3+0/r7/8tufpbiMEyMbzl231Gqay699NKjXpd0hVG6ymjypXwZhgduZRixCg9qzCas3nB0+6zZ/j79vSx3UnEur9XUkHamqrxs9wM//vGP57T+6Btcjx13/RfWHDofy9s9WHdqfhMAyjKX7UQ8M+2zS0i7dfdDc9pnT1vWcBZ+bz4KZWwtuvcm0Z6hB382z62Yk+xmQ16HFdWb8Xz8QSwcfgsGB+Kob8h/myX9OmebDOp4cek+bKw8hO6RcTzzFOYc3GY7EU+x+aqr4Nb2IaGcjq49+pyCW9lPzWYEz/GwdNUK9D6xBU0TC+ZcSZzNMO5MbS0CBWhrIQL1XkS0Q0iGGud8X3JCZLZJ1IuRW8g2REaTTW7PddZ5G/Fc9AS82DSGszZvtiYCzZdsg9IncbO5bTbbq29961s44YQTjgod00UoU69LX8q+3N/uGsNuTx/OXlWJhsrKaW+X6T4mfy8Vz3Kf8jqn91/k+sn7gOmvbCdylONPWQbkPUl/pYPiyV9y7CPvfXOrivGhCoxW9qK5fSGqD7fbnHr72b4m/438+9KuY6Z9ReXwcZgUW2Qzd0C27beE1+NHZfVDWDW2Cb/b9xe8d+0Jx23y7tkwuD1Osl25F7oHjqzkXl6l4cXRTvieWYSNZ8qwTaWgE0LN9mHIdqX+oQ99KOvn5f3dT7Bg5yVYtmwA57xuOeYiXfU3OdCVthZf+9rXpj2ok9umK+SymeBLQgGp8pKdZznYTreOkMvJ349PTOAvySS+c1v2j11WcjOFwdNdJys32dlNrxintreQ92KmnmHpHRx5nySwkMBj6kHb5Aqb955wHv7fgd9h/dhSvPh4DCeeU5wZ1SUYnG0DW6jhIe8/6Vx8aOx+nDQSxpbH3Djt5cWbJX62WU/zfU6yQZ8arAZHR/H4lj+it2sFnni6G/5216xhbKbQVQ7wJQCrqqqyvtLfSzVkTU3NkbPGstGf+r18RqSCejY/+clPsjrA3zo8iH+45y68t/M8tOr7cdGHCjuV68c+9rFZR0rIuiKbHmiZToBNtamxGRpM7Ak8Aa3nBIwNGaiqK8yJBAn850tDx0loeeRX2O3qRFV3MxJxE7pr7tssORjOpoow2+2V9GvL5cTZug1+/PtfTGzu24zXvtGHQM3c36svfvGLWQ+/z/ZARKr8zz333KyDVvG+792FcwY34/IP++f8Xsn+TbaVWdk+J1mX5noy4e6f/SMeCNdgZf81OPMSHe0rtGnD3WwCYDn4kL56YmpF/tRKZCEnDrIZ1i4HjTL8XpZXWX/OdmAR6T2I7/75dbhf+Re8tuccvOadPlTX574cSrg/udoqG4UuSkirq1mGBvMQejzD2Le/Nu/gVqptc5kMqph9K8XyEy9F9b2fQb/7Ddj5Yu2cgtts133FtnL161H52L8hol6Kvz4ewd9dkn+7hFKptk1bu+JleGL4OQR6Tp/TNkv2q7KZEPl4OdHlQae3Dw27GrHhjPz3d7OdbPJ40P1emNohuJKrMT4SQVVtfpNPShCdTdu548Xw9KA61oJYMgF3npOuyfGBtC0shXWgWL5iHZ7+cxB1sQbsO3QIS+fQa1lOzGXTei6X7dWVV16Z1/OqUZ/C3nAdWtbtwxUX5F/oIPsMH/7wh61jq0LuM33ve9/LaZ8pGk7i598I4qG653H25lq8feU6zIU8r6uvvtrqAT8bTdOyCm5zGfUi1p/Zikf/6Id3qArbRoawpnbu7X0KgcHtcSCVn7n0Nit0D5wrznk93vm7+7GxezkO7pnbmft8AulirNTffs4r8T+HDkDd04yz5jiMTB5DOjySM32ywpDqhNlWhHL7bILb//iP/8hqBfiFX34bnQMbsGl4CV7+ZhWKFpsx5J3p++muk+GkckZKAjeppEsPP8i1lYWQ10Z6b07XE2kmf5azYoqEuscGvJOD3nyvk52ndG+f6c7IyZeE8dkMD3nVq15lff6mu4/0zwOdO/HF8I/R9ItGLP6xDrfnpSEpmR5DLj/LezV1R3fqQXm2Q5/ls2cNaT5c9Zqp8lNRNfi9VWhsrEZV9UuBqwzRX7NmzZGfpwtlJ183XZApj+EDH/jArCGnnOiQ0QmFOsBfXVOH5XU12DW6DfrISQjt7Yd/ydyrEoQ8ThmiNB+hhV93YW11FV6MH8DqkTj2b3dhw5lzH/ony8x89tdTFBXLkcRjvmGcMAz0d899EiVZ9rKeGKpIByELF5yKcfdPYeIs9HUl5xzcyo5qLvsV2S6DL3/5y3N+bmE9VSEbGp/bxGuyTZLeyvMdBoqmxvWI9DyOuGYgNKFl3cZqKtkGSxAzefKp2cg2OZvgVia7kvVttjxNbWiM1kOt6LF+Hhs2cg5uZb80mxm5j9fnStc8WKHqeNwziIW9tciHbBOlhVS+ijGJUqBpKU6OhPGI/yAa91bnHQbKui+bGe+Ph8CyDVh7n4ln/Pug7V6cd7Wj/J304Cwli1ZeBOPZG6GPbsbuXRGsWpNfGPj4449nNYP68XJ22yrcPD6EJX2teS+DckJEnlcpqfcFgWHgwN4erK9dknf7kWyDwOOhviYET/cybNm/AyctTU34ms9JHmnpk+86cOuLLyJUoHWg8HmrofpeRGukGS/s2593cCsnQ3M5eVDMMFq0LNIQebYOTw0+jiuQP1kPZpNDFHufyePT4PUfwOqJWvy1q3POwa0cg2Tbk72+SM9p2ZoNePTPz2L9+ELcc/AAg1snkWqPXFfushJc0NaG9Qv+CQPaQ3jLG/PvGVhfWYMOTyf63QPY+Uwd2lcUpjenHOA/8cQT8xJGd9TUYaL6z9DGl2HbY4ew7qy5z3iaJmdQs1kRFnpl8e7Nr8ObHrgHpwZXoW9vBU4+v7DVnF/+8pdx3333HXN9utJHDhZlaMJMTb4n+5d/+RdrZuTpehpPvozE4/jG43/BpuENaGp1oWOlOu3tZrufma6T6gR5v9LVP9P1UhTZhtNSjSw7zTP1ZBTueBx7xjoRjFaiq09DZXVqeEqmv5mt1+PUn6WlQGro5dEtPCb/nO1zkp6o0q5jpqB18uW1f/w1Nu77O6zs6MLpb1qDQpL3KdOkZMXaYZK/uXTJCnx58EmsGjGw9e5enPyewgS36Sq6+doJPGfBUnx7ZAhu1xZ07tyEDQUoJpaqhGK0jsnFSVUt+ENoAprbsELOuQa30oM4l53bYkwg4vXUoEodwbhrCH1dzVi2HnPy/e9/P6fbF/NAJHo4uA2Ozq3qW06CzDaB6/F6Tk2LT4Xa+1dM6GEExz1z6hWdy3Mq5oGI/F2rZyU07EVSSWJiLLfPuawXpBInX8WamGdhYCUejHQBo6vymgxVgs1seuTP9txkYrWVDe/GkOthXP73c59E6ZSmzfjDyNPAyDqrXULHSj2vEzzZVCMdD4qmYoX3NDys3A1X8P3oPpDAgkW5t0uQ9jDZtLM5nnzeWqzWOjHoGsOWre68g9tSaZOQtnHVWvTsexAwNQz2GmheqOVVHV2IXpWFtKqhHsM9UXR3jmH9ptz/Xp5PNnNQHE9rVzThyW4Nz209kFdwK8dUP/95pmnAZl8Hrli2HEvr3oER90N40xvyzy0mq2kMIX6gFtsHph9hmA2pIs51GSzW9kosW7UAB57V0B+pyPsElrxfMvIwF8XcZ2pbqiH8wgL8euh5RBIJa6LyfEheJm3j5vs5KYqCpqZDMLo34497HsAH15+EUsCK2yKTncF8z3anewZGW+fWM1C8dd3p+N7YQTQeqMtrx3Y6ua7g0w3ZW5ecC2M0gLe/e82cVuqvO3k9Hh/sgfIksPbMuc94KmTFLrP/zsfKoqG5GSdhFM9WbYfrmfVYe6obvorCtLWQHfeZhpalqz2lejXbqiCpTM12maxZ7MeDXStw4vBavOatFXkNzZyJfLayGYKeS7+ibJ7Xx391C0ZGl+C8wdNw8f/zor6lcBPKSbgplamzhWfZPieZbCjb9+qfX/4yfOsn+5HsasKmSAIub2E2EbIhnmmyg+NRwfSK9kX4ynNP4FDFU3CNbsQJ4Th0n2vO79Ojjz46rzuBZ7S04RsvutCjP4nq/hMRGjfgD6hzek65VHEWy6mrzoL29BZEvP3o785teNNcJ1o7dgKRC5AY8eGKd6+d80FIu6ajyzuAtoMNmAvpP/bUU0+VRGWgMD0JGDAw3DeOtiX5VT2KXKpti31wVd9+IvRHkwhpUYQnsusPPJW8xvlUchb14KrpZPiGn0RIjyAc9Ob0t7LMyUmQuSjG56qlZRPMEXlcL8PokAGvX8tp2yRtEgohPYlScmFhJlFadvpb0HrXpzDg+jvs2VGTV3B71113oZQsWXkx6ndfj1H9HXj6mRgWLMp9fVFKrQQm29CwEb+Y2I/qg6vyCmPkeDGfdWAx+epr4Fa7kFTiGDzkziu4lYkZS82ahR343Y4x+FOD9XImFcQykrGULN2wBI8/EEbfQH77gHI8kUtv20zrQLNj7rlFWmt7JUb3u3EgmN92WHrA5tvj+6Xt1csRH9XxjnetL0gY3bqwHkllANWxRhwKBtE2aZ6FbMm+ejbFMDNWR2/detQIzLnuM63etAR7XzDQEmnA80MDOLWpJa/7+cMf/pBTP9pi7geedN4G3PkTwDdUhwPjY+gIZD/CqVgY3BaZ7BCWQm+ps1aeii89838wsB77t8ex6qS5DamVlXs+PaZSDdlPQK1xAs4/P78PddqFS9fg1sBdWNx3Dnr2h9C6eG4TAghZueey4Sr0yuLKEy/A+559DieOrcK2J+M46dy5D32WHchbbrklqyq6YlT6XHb+5fjlL7+B4NhiPP2QjvNfn18lwlRSbZvtyYNCP6+Pnf1aXPrA73HK2BI8eV8zXvFmb8Eal8uJg/l6rxZUN6Ni4b1Qt78GD/16Oy5889yGu8x1Q9zR0YE1ze/BgP4w3nJp/hVM0lbgovbFeCS8D20Tldj/YA+WvTL7dh/Tyacy4cjJq6XnIznin3NosaK6FlWKgeerenD2hIlD+5NYtj7/4FbC9fmuthXNizeh4cn7cVDtgq+neU4TiMgJjnxbP6S3V9XGOpx//twD5FXVLbgvOIa1/WbeJ1Dltci12nbqMrh4yWKsavgHDOkP4/I5fK7San0+hLUxDByUIb75B7e5nAgpdhjocvlQbVRiQosiGjbz3v/Ltdq22CF767LNqHj8QYRUeV7GvPS+Tk/MU2Wswfnnz320VNuKc1Gx406YMDHQH88pXCrFACbNXd+IC6IK7vX3oGFvZc7rQWkRVWoVnL5163DiE27c79+PwP6VMAyZ4C639WA2J6znQ/uKlyNy6CnoYxswPmKiqja35yXbqVIaep+21ExgyDWMoT4ZeZDbCe+9e/fmNNrleFm6uAPDrl1oDlXl3Sah1Lg9OoL6MBKR2qLMqzFfFi1diG0PA5F4fqOFb7vttjlVfB+ZSM5cjvPPz34eitnu0+U/hNZIHXZ0daJtzdqcq21z7UV8THX0ypVYWv12jLgfxpveUID9wAYvFO0AloTq8exgX17BrYx4zfd5tRYhZG9oWwjV9ShWTrThb73dJRHcFm9KdLLOZOQ742ShyUrizGoTnd5+7H42vwOJyW699dZ5P8DXVRXrFgGj+jievm/vnO9PdnKzrbadurJ45UWvxKfe9wf84wc+ZbUjkJ2VfA6s1q5cjXZzGNsDL2D7MzHEInN/jaVqRyq0cqn0mel3+VT6aG4X3l9Rjb/UbsPB3QYGugszZEp2nNK9bY/382pqbMClRhJ3122zenB27izMc5IexNn2bivGeyU+8PLXYHtgJw50tyAamvvzkr66+XyuJo86OOOsC62z93PZAL9m0TJ0uZMIu1/Eru3qvJy4mhwGnnryG+b8nGTyyZPra7HP3YhK3zh6O/OrSBDST6pUKplUVcNiI4yd7mEkYsDYUP7rQQnPSmWY5slLT8Ihz5D1fX+e60GpyMq299esn6vNc/9cidaqeoy5xjA2lJzTZyqf6pGpB1ennvz6gjwnUas1IqrGEY8e/76p6X2LV7/61da+xfs+9Mk57VukeRYuQl1UQVRJIJRDcLtr166s2ijNh4qqFiyJj2FcC+NA78w93KeTbyXW8bJp6cWY8DwPxDSMDOS2HpT1eSn1SxVKVSWWaSdgwvsI1LiOgW4j5/WEzLNQihoWnQSf+oz1/cHO7GZvL+UJ19LW+KrR5w5hsD/3IqTp2rOVAmmvFtWGoSVqcz6WlRM9042GKAUJ9wC88Ya8RmVKBWYpqm9oQ1wbQmW8FkORl05iZnvivlTX8Q2NcTRHq7GrJ7eilnTruUJVR591dmH2A2UfrCrQh45ILV4YyK+VjZwczvdkd/oxLFtxEk4p4H5ga+MQ2iINeGz/3F7vQmFwW0QyGcpc+2YV0uWnXozdFYcwNOhGdA6BoOzAl8pMmn9/wunYEjiAoaGFiEXNOb9f2Qy7z3QgfHoBAqa3dqzHX6r7kEwY2PlcHHMhZ++l2jafSh+p5pxMKn1kpZrPQeN5F14OXX8QQ64RPPVwHkfB0xwU53pWrtDP6x/PeQ2GPQfQ592HZx6KwkjObfnLp39gMd6rgDeAlvYXrQEZD/xuN+ZKqgNL4eBxQ10DWjw6tldux0C8BuNzCJlKoQ9s2rkdqzCkNgHKzjmdFMmllcXxsNYXwF5val0x3J9fIC3LXSn1oVu7aDUmtCCS2gQGD+X+nGSZy/ckSDG11dRhwBVCKOTP+z7mc0K8mdT62xBTE0jEzHnb/yt0yK543KhLVCCuJhGPm2VdYTbZOr0RQX0CgyPZ7zPJaJVSDWDSWk+5BLXK40jCQOeB3PadSjWw6Fh6Pvzq4wirUezbndtzynZejfk64bgScYzqE9h3MLeASYoQSvXEyMaGJRh2BTExoua03yNVgaVW8T2ZSx+DZrqsFlO5htGlsv83ldc7jupYLUKx3Ja/Ul6/W+383D2oj1WhK8dj9N/85jclWcUumjqq4Td82Ds8mtPfybInVcSlaMHiClTHG7G3fyTnv5UTIqVS7DjZ+tNWQ4WKkYMakmb+xTGFwuC2SGSHsNSGHXTUtyPueREKVBzal9+KTFYY3/3ud1EqllfXYjgg1bY6dj7Zm/f9yAH+XJqyF9IrTj0dqjqOQ77nseOZuDWULF8SWuTbA+dlL3sZrvzgF/Dut39jzpU+aoUP73c349GarejvNOdcdSsbLZmpNp/ndfHFF6eqoz84twomf2sT3hXTcXfdHoyPAHtenNvOgfQPfOaZVLVGPu/Vez70RbyrAO+V+IeXvQHbAttx6GDDnKq+5Qx+qfTYk52/izqW4YnKBBQzin1PjeV1P11dXSVVGXNGS6rlwwF1rzU8M5/3S4Zj59MztZhOXbgWES0OxR3FyICRdw/syT285ptL1dBiBjHkOoSh3tyfkwzrLpWJhiZrrwxgwB1BIl6b1wks2a8oxQP8ppoliCsJxKPJnEfvyAFjqarW66y2AkaW4YMc+JZisD5ZW+MJSGijCAWzf6+ee+45q+VSKVP9Ppxl6Bh0j2HX/uzXZTLBaT77E8eDe+1qrB+P4aB3AAf2x20T3Io1vlYMucYwMpjbOqMU139pqxatwJgrBDOpI5ZD0a0E0UNDqREmpSjgTj2ZoYHcjiVKaf9vqsY6BR7Tha3bdmT9N7IOLOXlTwQC46iLB9A9mP3yJPt+pRxIL1ycar8VnPDkvA48cOAAStHSE5dZl95QDcZi0ZyP62XfqdQ0LluCuH4AbaEW7B3LPXcoNAa3RSIrCxkiXGpOrIO1U3FgS+5nQ9IrDNnZLSXnLetAt7cfO54bzvs+fvnLX86pPL+Q3JqOi/3V+Ft1H0LjQM+B/EJOeT5zqc4q5JBucdJ5l8KvPogRfQwvPJH/yll6pc7loLiQw+/fdPbFUNQuHPTvwguPxvIO2eXA+Oabby6Z98rvrkBdw7NQTB1PPNCT133I8PRvfOMbKCWvaF+GkOZC1LUNXbuNovYgPl7qvF60KWFs86W2N8N5hJylVm0rNqw9G24zgpA2iLHB3J+T7ACW4tn75aqGbs8oBnuTOS9Ht99+O0rR4kC1VZEFaNbJg1xJGF2KByJNjcutVgnJeG69KuUgOJ8Ti8dLlacBChQkzXjWJ3ZKZf9oJq3LzoGpDiIZzv69yraF1Hw7adGZGHMNYLgv+/0mCdpLaTs1mbKwBetCNejz9CMyqGa93yTrdJlPopS11q9DWB9GdCy3174UJgWdSWVzA5JKKjCbyKE6tVRGZs6kqTK1nzw0kP2xo2yn9u/fj1K1rKPRuty9P/tZ155++umSGBWXSV2dhqqEH4dyqE695557juoPX2pq6/1IIg7Eq3P6u1IrCpysqs4NQxlDS7QO+8ezz8BktHOpFPlMp8azHwsjDXihBPrhM7gtAglh5trbrFguWX8WDnoH0dmdyCuIKaVq27RXLF+Lnf4eTEy0IZ5Hu4Th4eGSq4659LRz0OUJIa73Yd/W/IJbaSVQSgdbWlM93p6owDNVe9G1K5n3TN3f+c53Smboi2tRG94eAh6q6cLEKHBwdzLvykCp5CwlV5xzEbZXHsDOrdkfWE3tLVpqk1KsqK5BrZbE7soDGAp6cm4ZI8+nFA9GTqyuwFa/TJBn5hxyyoHw888/j1Lj9lagLTmMfm0YY8O5rytkp13W7aXmhKoWdLmlfzkQnjBzalEkAVopWlxVhWE9tZM+Mph7BWMptbOYLFCX6nELQ0cyy0piCctk3VfKfL56qKYCw8iuIqbUqvGnE1i8Fi4MwJ3wZj2csVR7Ok7VuvHlSGrdUCLZT1abba/8+aCoClrrNiLi2g/FUBHM8mSPrP9KvUK6ccFGJNRhKLHs5/6WXpUySqpUKW4X3EgV+8ikmtm2Sfjb3/6GUrawtgYJJYmBvjFbfK7EqtVLYMDAYA61WaU+mkLUtVZZJxsHRiJZb4dLudpWyKSMCdcQfInqrLdZMoK21IrnphYRed3daIxWozsUtEVLC9HeoqMy6cP2/bn3Iy40BrdFIMMoSnWW2tVt6zDm7oIZC+QccsqB8FwmDymWJYEqjPm7oEBH167xvALOaHTufVcLaWlDIzrMKPb4d6Frd+7tEmRHUHrslZozTnkDQt6/wTAN7N+ezGuosHyVktef8jJE9S6Menqw87nEca+MLpaWhkWY8D8OPVmJ3hyrvmV4XCk+J9mpOLmuElv88nlXcm7Z8ZOf/ASl6KzFqzCh+qHpwZxDzlJpETOdZSpw0BVGcNTMubeejKIoRZs61mDAk9pOjeZQHf2HP/wBpcqr6ajRI0goEQz05jaaRyp9SnXoaWV1FWIS3Eq1X5ZDhLdv317SIYzwVNZZl4aRXQVnKR8oTg4DA+o4vIYbB8cmsipEKLUTizNx1dbDgxG4k56s9gWl2rvUK1MbFm+Coqaq7MdHDNtUSHubFkJVxqEn3Vlvs0rxZPBUVUrqMxXNsoBRQvZSHnUgFjUtQEiLYngs+5MBpR5Gu31eTGgTCEd8Wd1eltFSbz8iGltSE65lWxgsEz2XcmV0muIaQVWiAiNZZhClHkaLmooQGmNVOBjM7oSIVEWX+vNatmGFdTl8aP7DZQa3BSYrwVIuY5fgotIjIaeCob7sF0AZolSKQUz6Oa1v9mNcH8fe53Ob9a+vr69ky/Nf2bQIL/jDiEeVnPshyoRQpTKT+mT6muU4J9iPTl8/dm7LbQiLVFpItW2pca9bjotHx/B05UEc2p/IuiIhTT5XpTSJ4WQnNycxogfx3BO5TQjwwx/+sGSHKJ29YBm63TpUhHP6XMlBvszSXYo2t6+HaiYRVAatkDOXYX+lPDnP+pomDLgTSCZyq06V96mnJ78WH8W2fMliTGjjMJQ4RgfNrHvml/rB/QqPH2P6GIb7wzmfEJbnV4oCHg9iauqAKhoxsn4+pc5bWQtVWiUkY1nt+5V6EJ3WdDirODg4ey/Y7u7ukq/enKxSS1r77ZHo7MuhrNNLtU1Cmr6oHZXGoFUdGApm91hLcWTIMaoq4DZS6zPZbtml4rFelXfKQCzL9eAjjzyCUtfc2GhNkDeRZXsVOV4sh5M9EX0MZrwy64CzFNs6TlXf2Ggtf8m4u+xbj0zm8YQRSPgxFJ59H0iO6Uv1JPdk9Q0eVCb9ONTXm3VrqVI9XkyrXtKBiDYEdSK3thbFwOC2wKQZe6mf5VlSm9oA9+zJvjJGzoaUahWxOGvZOnR5h9E34Mp5dvhSLc9/2YZNOOQNwlRi6D+YfcAkFT+lelZY0VS8pnYDurw9GO2RHdvsDy5k+Kn0ty01iqrizW0nYbevBzAVHNqXfWAu7RFKuZLu4pNegb3+bvQd1LI+EJQd21IOL85csEqKbRFVezEykP179Ytf/AKlyu9yo80cxYAWRCiH3nqlPqT7tOWnYExPhTATOTyvUj556na7sTAZxIQ+knV19GOPPVay4WbauuomDLmiGM+h4lvWKXfccQdKlarIOJ5UcDueRfWYHFiVQwjjCVRZl8lENKttVKnuI03V0VBrXXYdnP1EYymOHsukQk8FFhOx2cPmUj4Zl6a0NaIxZlitSLI52S3rP2kXU+pkf9CD1Dowm9oJOcFYDmFgk9uLmJpAJJxdZWCpjYybTl11FaJqDLG4bpvnJAx9DK5kah1vi5Mhst/kkuVvAkh4s9qvKIcTB6LCl0Qg4cNIFpNeyXtV6lXsomlhqs/yRJYTNJby8eLkET2G1ofKWA1i81wUx+C2wEq1V9tkJ3Qsw7gexr6u7IJY2Wkv1WGnaSc2NqPfPYpEtCHrtgLSDLuUVxiLa2pQa0Yw6urFUG8ip2rHUtZ6wtkwXNugmBqG+42s2wnIjJOlquXUTWhOHsSYawh9B7Nfqf/gBz+whnWXqsbGRRj37IWa8GcdnEk7gVKu9qnxeNGAIIbcQUwMZfe56u/vL/mKx1UeBb3uJELj2S1/ciBc6mfvl7SvQkJJ9akNjWe3TMnBvZy8KmUrVQ1Deghjw9kdBJdDGLi6uQUjrjBCE7MfWE0+EC7Fk3GTVWqpoGxoqD+rnqml1Fd+Jv7qAEyYSCSSWVWmlosFS1MzWvf1zt7butSXu6ncLr91aRiZ3zPZ9j7zzDModYrHjUZTKtoTmAjPvh3esWNHSY4im44vfWidxSbr0UcfRTlo9FZa/WDHQqGsPlvlsN7QVQ0JNYJk0mObXt9C00PwJitt1edbJLQg9KQ3q+WvXNbvVZUqXKaOgaGBrE7gl4OGJS3WZTLkyiqH2bZtG8qBxz2C2ngAA5H5rQ5mcFtA0qutHM7yrF+0EWP6BIaznB1Uhp3Kh6uU1Xt9iLkGocCVdcAkM46X8o6gtIA4yePFgCuEoSyHn8oKsNT7gKlLFqI1nuptNjKU3esvJw5KedZTtbEOp0UT6HaPYaAnlvVM6qVaGT1ZhSu1Az7cZ2RVnVWq7QQmW+IxMOCOZT38Xk7IlXLALk5sasOIbkD2KbI5eSXbqlKv4tQ0DfUYRFJJIJzlcNpS75UlNla3YMiVwMhQLKsTp+UQxKxqX2hVR5vxQNYnT0t5tEFao0ezRiiNDs8eyJb6tjetqroaScVEPJHdSatyUb94JRJKHMEs1hUy7LmcKEoquFWSoVnb35TD0GdR766ywsCJaMxWAZNbSQUWShYj8Muhv6ho8FchqRgIZhHclsP2Ks1UooAxe3Arx4rlUp3q88ThS/oQjUWzOiFSLpJqCK4sgtty6MmeVleVej5jIyHbnDjw1vgQV8JQYz5bjA5Jq/bGEEj60DM+v9tXBrcFJGdDpB9YqQv4GxDTxhGLe7Ke8b4cVHtTwd7owOwbKwksSrW37WSnti3DgCuZdRhdykOE0xRdwxrNbfWW6u6fPYyV/q+lPJw2bXPtEgy5QxgdTpb90PvJFvpMxJUERocTtllXrKypxqCuIhKd/chKAtu7774bpe705ZusiTakD0Q0PPv6ohwCdrFEB0JaOKuQXXpWlnpltDh50VoE9TCiIX3W6nTpQRfK4mB5vlX7fIAyDAVqVtXRcjK4HA5EllRVI6xFEByd/T0o9UrvtHq/DzEljkRy9oqYkZHcJpubT263DxEtiERs9n3bUm79NZ2k6bVCTq8Sn3VSqHJRX1ELQzERjs5+ArFcqrKE63Bwa6qZT/bK8WKpTyKX1hCot4LbUBYne8spOFOUGBTDnVWhRan34UwL+CXcUXDwYOaqUxl2X1brQTUKVxYhezmd5KmpSVVGT0zEZ90Oy6Tj5SKujcOV8NlqXVFf7bL6zB/qnd/PDIPbAiqHatt0JaepjgOGN6tqC+nbWw5aA6nFeeRQb1ZDT0u5gjNt45LlCGkxJOKzz1ArK/ZyqOAUq6vbEdZi6BseK+vJaybbuHwjwuoEzLgLyWTm92poaKhsgrOO6jorEOzvG5414JQm8+VgTWMHojLZhqHCmOW9kgMreb9KXUfdIkBNvUeR0OxVnE8//TTKweqqBgS1OIYHx7LaCSyH9fqixYsQUYOA4UIiZo8wUNRqqfdofHT2PpwSsJdyS5W0JQ2NCGpRZNGCruTnN0hzqRpMNQTTSFVxZhLNcrbrUhHXRqElKm0VSAvZB4yoMeizlHGWUwVdbaARiglEZ+m1LOuJcnpeupIKlwwzMWvAVC4T5NVX11vtVaKz9FiW96qcTh5oagyqOXtwW07PqTaQej6Hegdssb1KU7Qo3FmE7HKyu1xU1gSsy1gk877Qzp07UU6S6gTcydmD23Lav22qS/WNHhlgxa0tSGhRLsPkhKZGoGVx5qpcwmixuK7eqiLJ5gC/XGac7KipRUKJWlVMiVn27x5++OGSH86dtrh1BRJKAsHQ7Gewy6HaUXgWL4QbqWVvtjBGAs5SbtMxWXtdm9WHbnRsYtYNcDk0zhcbWmT5S2Y183O59JWSE3I1h/vBzrYTKDu25XAyRKxrW4mwFsXAUNA2w640jxteJXUyYLZK4r1796JctFektj8DfUO26e248nALiFAkdYCV6WTI8PDsvVVLha5PWBPYzBael0O4PpnqmoA3mfm9Ks/g1oOoGobqcs9aGVguamqarMrAWCI8awFJubR/EJriQRJJxM3MO4LlUhQjamoarOA2Pst+q4ykKIcT3WmakoBmzj45WTmdOKivTa3/hmYZfi+tzcqJoibgMl2zbofL6Xn5ag5PFDrL8X057QcKUwvDO0tbCxlJ1ts7e6FdqahvqrMuQ+PzO7KeFbcFIrOClkOlT5pbi8GVxZmrcqnKEosbF1gz1A5NZD57L8NdyqU8X1dV+BC2VcAkKlsXyemOWc/eywQH5TDjrlAq/ag0UmHYbFWc5RJaiNaGhVaPx/As/bLK6SCkOdAEDYffq1nOdZTLukI0ulLvUTRs2OYgZO2yDValWXiWMFqUSw86UaemDqpmm1G9nIbHbWxqRViNobNrYNYhwuVSadFRW4eQPgEzkdppz7RfUU4hZ5U/Bt10Y6Qn84GTyzV7O4VS4vFEUJmoQHiWtmXSgqmcGAk3oloIunvmKmk5cd/Z2YlyUVPXDNVUEU9EbBNGC5lrI64mkTQStmn/4KtMVbHPFtyWW2WgrhpQTc1WVZxNDbXWZXCW4fflMIHcZKqWhNvQYWTYzspJnnIpihGeSr91QiSZyBzHlVMYLRQtBvcsxYHlMoFcWmVDvXUZm+eaFwa3BVJOB8LCrRnQoGWcREQOQsppx2JhfYu1sxSMGrMGTHJWrlwElNRjNTO8V7KhKqe+PmptNWRXKT7LacZyqmIXMlf3bMoptBCN9Qusvj7RWd6rctqxlepUv5k6IZIpa5H3qlxOHIhFgcMTHQxlnkipnJ6Tz+uHqUwgkcgcIMl7VU5D/9p8qd2v0dHM71WpTww62cal6xDUQ+gbjs9aPVIu22BVUeDWxuBO1CIanfnkfLmMdklb0poKYra9kDloqTwc2JSLqkrAZ3iw78DejPu25dA3ejIl4UZcDUJzezOGFuUy9F5U1jRAM1XEjKhttldChdsa0ZMwkhmXwbLaZ/J4oEjANMvJqXKrDHTJsfAswa3sW5RTyNnY2GhdhqOmbSaeFKpmQjc1JE3DNs9JJuCV0afSti2TcqpMFYoWh9twZTyZXW4ThLqrKpGQsRTxLGadLCIGtwVSbhsr9+HtVCI28wpQmpaPj88+k3KpaPBXWM3zo7OcbCunMFoE1NSKL9P+kuxUlMvQZ0uFH7qhIo7MBxnlFHCKSvXwbMKqknHW53IJLdLBmWYqiJn2OnsfwOETIhk+WHKWu5wCmaX1bdYBY3dfr63OdOtKCMosZ+/lvSqniscldTXW5cGenoy3K5f2I6KupRlhbQKRsNtW64pabxwqNAz0z/xeud2zj2AqJSdvWIkkDOzqybzfUFOTWk7LRXNDqq/egc7ejEFMOa0rhJp0W7Oqy0lHuxzcq1WVVnAbN+L2qjaDfrgV08zLmLQTKKfjq9Q+rQS3hq3eK12VIETNWMQk26tyWl/4K/3W8hedpYqz3EJORYUVsmc6eVBObTrSJLhFMvN7VU5tmISmmXCZesb3qtzaFSluF5JqAkaSwW3BPP7443jVq15l7WhWVFTgjDPOwG233YbjodwORDxaaiURDcds9Jw02a1AzFRsdfa+Uk29VzKcwi7vlewEWhvgw+GZXXYC/ar7yJlhu7xXwmVqiCHz0NOymp3W+lzNfptyOxBe1rYMcSWBoeCEbao4hVuNQptlApGeWQLQUrOstQMxJYGBDNXRMpJCQqZyIaGSoY7BnGVyqHI7uOqoT1U5Htw/8/rA6/VmDNVKTUdtLcZc4xgOVWS8XV1d5hYRpaZ9QZN1OTAycyBdTidO03TDDUMJ2Wq9DpeeCm5n6QVbbut2QLeKSJIZTvqWUwucNFm7zVZxW277TPrhIqZ4hu1suT0nIfuBsw2/L7fgTFVNqyd2Ip60xYnuNEMxYM6SW5Tb81L1JFyGjkSGdWA5nbhKkxMipsHgtiDuu+8+bN682Zqg6bLLLsP73vc+a2N/+eWX40tf+hKKrdzOXLkOB7fBcNA2z0koMDBLe9Gyqzbza6kqzkSGPmDlFpoJmRAgqWSutCi3ZdCjpg7w40bYNmdOhcvQEM/wXkk1Qrn1DKxUZ+9rVm4BU1vzEsQVaReTsNVOoE9PQjf1jFUx5fZedbQvQ1xNYCw08+eqnIY9p+naBHRj5j6copzmAxBrlrRZlwd6Zn7cEtpWVaUmGikH8ngj+hDMeF1Ww27LxYL2VusymCHjLMfgVjNcgBKx1XpdlkENEtwmbLUfCFNNVdxm6LVZbsOEhcQVGTbBZfleuQ5nm5lOkJbj8VVSgltTtdX64nANE2LRmG32LYQh64oMrRLKsbWPvFeybo/FoxnnBSg3BjK/V8eDLVolyE7Ye97zHqiqigcffBDf/va3rbBW+mOuXLkSn/rUp4re+67czlzph4PbWDRim5X6S2eEM58NKbcDfK+WCpiiGUL2cjxzlU3FbTnNJCxcihsGTIRiM+88lFvAmX6v4hneKwmYyqmlgKg4ckLEsM175dKlKiuOaMK01U6g//Ckz/FY0jbrQH9FJRJKHJGEvQImnx6DJ+nNOLS0nKqIxdJFbVYF0/CEYqu2AqprDJ5E5sdcX5+akKNcuL1uRJUYYrHZZ4ovF/JZkhNXpmKvCdeEYipWy45Mz73cjq8kspAqukwpZ7kdh4hUs4TM+xbldtx4+FAYkfDMx8Llt/ylwkAzQ8Ak+xblth1WD7egS8Rnftxl1TLwsNRnauZ9i2g0cw/wUg7Z4xlC9nJ8XqZiyv/m9THYIri99957rSbvb33rW3HiiSceub66utoKbWXl9P3vf79o/75srMrtLI92+FMVT8z8oSq3g/sUM8MuYHm+V24lFTCFo2FbbawkDDQOT7w2UxhYbsGFpurWDns8ErbVxkreK6sPk40qA32Hg9tQaNhWnytTJkXJsGNRjsuf73BZTKZwtizP3isJJDL0Niu3kyHC7zatiU8jkZmXs3Ka9Vn4PV5E1CgiscztOgKBAMqJ3xuBP1mBRDyR8TlJUUQ5iasxJJOZJzMsJzLHlUwQqmTYBpfr9kqeV6bgVp5T2a0HTRWGdYBv2ipkF5neCdkGl1Mv2PTkkyLTRHLldswoDCkhyVBxW47rinRilcxwXFhuYbSwTvLYbJ89Pc9LIha3zX7gkYRpnoNbW5ySvv/++63Liy666JjfvfKVr7QuH3jggaL9+8X+UCUNpeAhano/KJE05uV5STP4YgTDqqlknO6q6O+VWYTA+3A/lYQxP8GZYhbnvdKgZ4zZi70BlkW/4M/LlD7LJhIZTogUc2OlFu290qwdwZkU+8BK+qoV+nmphzd/4YjslDce989Vsd4rq2FMhh2LYp8MKcbnSlNSow4mQkE0oPa4P69irQORxQiRcnuvXHrq+QwPDcO3IDVsfapiHtwX672yQnYZrp6B35+5RcSc/v0ivFceXUJ2FcPDQ2hsSvWGnW44uzyvYgRNxdoPTFWbzXx4U+xwqdCfq8SRzVDm7Wwxt1fViWp850f3FPx+/TgjYxVnsfcDB/vaC/68vCOnwfQOQslQcVvMY5HqRA1uvvXugt9vTfxM9Ho75+29Gu5dgm98/96C3md8fDEarDAwOS/PqyZRg69/974i3O9p6DM7528/MFmc3EKyWzPDMVQ5Hl/JPksmxQ44E0bhj69k1afO8rkq5vNSivVeWZXRDG7nbOfOndblihUrjvldS0sLKisrj9xmpg3o5I1oeni2hBHZBBKyE3jmmWfm+egz3XHqwt97Bn71zULvaJ5h/d+lazM+x4ULFxbleWmagop4RRGeE1CHBvR6Ds34nOT6Yjyn9IGAv6cY79Wp1v81beb3qr29vUjvFVBZpPdKKEpyxuckB4zF/Fz5es4swvNaD1OJQ5fK2xmeV0dHR1GelwwjqowV771ChvdKKrKK+l4dKvx7pSD1eBVVPf7rQBWojFUW5b2qRS36PF3z9rnyFOG9UtPvlYJ5+FwBgaK+V53H/3N1mOdQ4bdXOs46slM+0/NatGhREd+rQFHeq2pUQ7pSZtonXLt2rbWdLqjDFWHu7sJ/rtyH9wMlmMj0vGSi30JXnUmL8WK9V1WohtSTzfSc5D0qyufqyHtVjP1AufvMLYkuvvhibNq0qeD/7uMvDEPmJpVjkWKo9EZnfF4ejwf/9m//VvB/UyajevGpCTRGF8LsXVDwg/txfQR+35IZn5cUGk0eIVooj28Zsd4r2b8tBq9nYsbn5PP58NnPfrbg/2YsFsUTfxtFbawRicHCTpYYMDWM6aMIVFXO+Lxe97rX4dxzz0WhPfxEJ+LDCXhHTij4fUtrn8qKieO+H5ieoFM/WIx9izNnPRYu5r5FVay6aPsW/Ypx3LdXqpIKjPWuwu9b6If3LfQMGdPixYuL9F6ZqC7SeyX7FtEM79XxKGpSzHIb1zDDBvDPf/6zFc4uX778mN8vWLDAqhaYqffOddddh+uvv/6Y65966ql5H/r22NPbMR4qzjA1r9vA5lNX4Xjr6xvA8zuLN0HT6kUVWLAwNZnI8fTYUzswHi7OmRifO4mzTl0NO71XpmJg3dIKtLYshJ3eK68vis2b1uN4s+t79ehT2xEMF2cd6PMYOOuU478O7O3txwu7itc3bfWiSixYOH21Y/m+VybOOmUlbPdeLQ5gwYIWHG98r8rovXpyB4IRxVafq56ePmzZXbx+mKuXBLCgzT7vlbTA2dBuorl9TcHvm+wlU5XbXGl6gU9Mke088uR2TESKsx9Y4TVxxsnHf3t1qKcXL+4u3pwra5dVobWlGcfbI0/uwESR9i3s+F6ZANbl8F5Jezc5mSr5Y6Emr2VwO0PFrVQwyuzv5TRLMBERERERERERER1/kifW1tYWNLi1RY9bmYRMzFRRm37hZiJDceRrumGK5TYpAxERERERERERER1fxcgQbZFKpnvbTtfHtqenx2qTMF3/WyIiIiIiIiIiIqJSZIvg9rzzzrMu77rrrmN+96c//emo2xARERERERERERGVOlv0uE0kEli1ahUOHjyIRx555MhMndI64bTTTsO+ffuwfft2awa7bEhrBWm/UMieFERERERERERERGRPY0XIE23R41bXddx888145StfiXPPPRdvfvObEQgEcPvtt2P//v246aabsg5tiYiIiIiIiIiIiOabLYJbccEFF+Dhhx/Gtddei5/97GeIx+PYsGED/vM//xOXX375fD88IiIiIiIiIiIiIme1Sig0tkogIiIiIiIiIiKi+cwTbTE5GREREREREREREZGd2KZVQiGli5AlKSciIiIiIiIiIiLKJJ0jFrK5AYPbaYyPj1uX7e3tBXuhiYiIiIiIiIiIyP65YnV1dUHuiz1up2EYBrq7uxEIBKAoCuY7rZcAubOzs2D9MYi4/FG54DqQuPyRk3EdSFz+yMm4DiQuf1RupNJWQtu2tjaoamG607Lidhry4i5cuBClREJbBrfE5Y+ciutA4vJHTsZ1IHH5IyfjOpC4/FE5KVSlbRonJyMiIiIiIiIiIiIqMQxuiYiIiIiIiIiIiEoMg9sS5/F4cO2111qXRFz+yGm4DiQuf+RkXAcSlz9yMq4DicsfEScnIyIiIiIiIiIiIio5rLglIiIiIiIiIiIiKjEMbomIiIiIiIiIiIhKDINbIiIiIiIiIiIiohLD4JaIiIiIiIiIiIioxDC4LVGPP/44XvWqV6GmpgYVFRU444wzcNttt833wyKbi0QiuOqqq3Duueeira0NXq8XLS0t2Lx5M7773e8iHo/P90MkB/nVr36FV7ziFaivr7eWxSVLluAtb3kLOjs75/uhkY0ZhoH/+Z//waZNm+D3+1FVVWWtE3/729/O90MjG/nRj36E9773vTjllFOsWdMVRcH3vve9Y24n293bb78d73jHO7BmzRpUVlYiEAjg9NNPxze/+U0kk8l5efzknGVQXHfdddbvZ/rat2/fcX/85JzlT+zcuRPvete7sGLFCvh8PixYsMDaR+S2mfJx8OBBfPWrX8VFF12Ejo4OuN1u65j30ksvxaOPPnrM7Z955hl86lOfwitf+Uo0NjZay+v555/PF5+OG/34/VOUrfvuu89aKUhQ8eY3v9naQZed9ssvv9wKLK6++mq+mFQUwWDQOhA87bTT8OpXv9raMA0PD+OPf/wj3v3ud+OnP/2p9b2q8pwPFY9pmnjf+96Hb3/721i2bNmR9WB3dzceeOAB7N+/H+3t7XwLqCjL3mWXXWZtc2XZ+4d/+AdEo1H85je/wete9zp87Wtfwwc/+EG+8jRn11xzjbUua2hoQGtrq/X9dHbv3o03vvGNVmD7spe9DK997WsxOjqK3/3ud3j/+9+PP/zhD1ZwIQeRRMVYBieTEwiLFy8+5nopNCEq1vInQdoFF1xgnciSdaCEa319ffjlL39pbZvlxMK1117LN4CyJvtz//mf/2nt60l4K8e8cnLg17/+tfX14x//2Mpe0uS6G264wQp4V65ciYGBAb7adHyZVFLi8bi5bNky0+PxmE8//fSR60dGRsyVK1eabrfb3Ldv37w+RrKvZDJpRqPRaZfL888/35RVxh133DEvj42c46tf/aq1rL3//e83E4nEtMsjUTH8/Oc/t5a9zZs3m6FQ6Mj1/f395qJFi6xt8969e/ni05z9+c9/PrI/d8MNN1jL3Xe/+91jbtfV1WV+/etfN4PB4FHXy8+nnHKK9Xe33XYb3xEq2jIorr32Wuv39913H19pOu7L3yWXXGL9/te//vVR18vfBwIB0+fzmZFIhO8MZe32228377///mOuf/DBB02Xy2XW1tYetUy98MIL5pNPPmnGYjHz0KFD1vJ43nnn8RWn44ZlcyXm3nvvtaor3vrWt+LEE088cn11dbVVnh+LxfD9739/Xh8j2ZdU0sqZxKl0Xccb3vAG6/tdu3bNwyMjpwiHw7j++uuxdOlS/Nd//Rc0TZt2eSQqBqmsFbK9laGYaVIR9NGPftSqvpW2MURz9fKXvxyLFi2a9XYyHFgqa6Vt1mTys7Q2EjISgahYyyDRfC9/e/bssUYVXHLJJUddL3+/YcMGa99RRg0SZevv//7vcd555x1z/TnnnGNVd8uI0+eff/7I9evWrbNaaLlcLr7INC8Y3JaY+++/37qUkv2ppH2C4A46zUfPxzvvvNP6fv369XwDqGjuuusua2fp9a9/vdW7UYbB3XjjjfjWt77FkwZUdD09Pdal9FOeKn2dnGAlKgXpA0iezKLj5cEHH7SGF3/xi1+0hg4zLKPjQY49pJWRtGub7MCBA1a4dsIJJ1jzIRAVAretVIpYtlRipLeKkMbrU0nDbOlxlr4NUbFIZffnP/95aydpcHAQ99xzD7Zt22ZNCiA99oiK5cknn7QupdJ248aN2LFjx1EV4VL1eNNNN/ENoKKQylqxd+9eayKoyeQ6MXmZJJpPt9xyy4wn+4mKYWofUeltK6NjrrjiCr7gVDT/8R//gb/85S9Wv2/pcSs9RtM9bqVH6c9+9jO++lQQcjLg7rvvtvouSzU3UalgxW2JkQkn0q0RpiOzW6dvQ1TM4FaGq3/mM5/B17/+dWzfvh0f+9jHrMmiiIpJdsTFl7/8ZWs9+Nhjj2F8fNyq8pEd9S996UvWBHpExZAehilV3pFI5Mj1cgJLZh8WIyMjfPFp3sn2WKrPLrzwQrzqVa+a74dDNicVjXKiQIasy7B0OZElk/vI8PV3vvOd1gR5RMWyevVqPPLIIzjppJOOjMSS5VFO8ktRiYS3RHMlk9+9/e1vt9piyciC6dq1Ec0XBrdEdAyp7JZqWxmq3tnZaYW3N998M84//3yMjY3xFaOituUQ0mtZhmGeeuqp1vIoPad+/vOfW1W3Et4SFYP0l5feZg899JBVafGhD30I73vf+6zeZnLiVMgySDSf7rjjDnzwgx+0+jv+6Ec/4ptBRSfzHEhAJi1jvF4vFi9ebC2Dsl0W11xzDd8FKho5iX/mmWeitrbWGpk1MTFhzQkjld4f+chH8Ja3vIWvPs35+ENOQkmhyHve8x4rwCUqJTz6KDHpStuZqmolNJupGpeo0CSgWLhwIf7pn/7Jqu6RYUqf+9zn+EJT0aTXb6eccgra2tqO6XEmk5bJzjqrHqkYpFeoVDFed9111vpP1ntS3fO6170Ov/jFL6zbNDU18cWnefOHP/zBGi7c3Nxs9VuW4ZxE80XaZ0m1o/QZ5Yl9KlYV5Jvf/GZrm/yrX/3KmiDK7/db+4MyOkvmRJATCHKMQpRvaPvud78bP/7xj/G2t73NmleDqNQwuC0x6d620/WxlUlTZBKA6frfEhVbuodeegI9omJYtWrVkb5500lfL0M1iYrB4/FYfRylRYwMl5P2Hf/7v/+LgwcPHjmpQDQffv/731szYUsv5vvuu88KLohKpTd4KBSa74dCNiRzbEhrjtNPP90KbKeSUTLi6aefnodHR3YIbWU0wfe//32rcvt73/seR1ZRSWJwW2LOO++8IzOrT/WnP/3pqNsQHU/d3d1HzbRJVAzpHfCtW7dOW3Wxa9cuVFRUoLGxkW8AHVe33nqrdSmVP0TzEdpeeumlqKurs0Lb5cuX802geSdD1rds2WJtl9MBLlGh590Q/f390/4+fb2cdCXKJ7T9wQ9+gMsvvxw//OEP2deWShaD2xIcciQVFFKq/8wzzxy5XlonfP7zn7f6PnLmViqWF198cdqKCbnuqquusr7nJChUTDLkUqq7JaCVvsqTyWQU0iJBeu3JkHaiYphuuK+0SZCJUKTnslQ8Eh1P0r5DQlvp7yihLUde0fEkE4Tu2LHjmOtl5Iv0gpTfX3bZZdwuU1FImyzpMS+tEKYWNsk8HDIiRibJY2ET5dMeQULbN73pTVa/eE5GRqVMMWUGIiopslP+yle+0mr+L5U9gUAAt99+O/bv34+bbroJV1999Xw/RLIp6eso/aLOPvtsa+IJ2VGS4cFy0CizqssEUVL57fP55vuhko1JD9uzzjrLGqL+6le/2ppNWIbAST9HmYxHZhZuaWmZ74dJNrVmzRq0t7dbl7IdlklRpEWMnFRNL4NEcyUnph5++GHre+kP+tRTT2Hz5s1HKmllO3zllVdaw4RPPPFEq22H7BOm28lMJttrmVSFqBjL4L59+6z1n5y4kvWibH97e3tx9913o6ury5rIUY5d6uvr+QZQwZc/If3m3/ve91pD2F/zmtdY+4XSQlB60EsbQTk2lmNkolyOea+//nprAmSZ4G66ghDpnyzbXyHbYikgSZ+0uu2226xe8xdffPGR20ubBaKikeCWSs+jjz5qXnzxxWZVVZXp8/nM0047zfzpT3863w+LbO7xxx833/Oe95jr1q0za2pqTF3Xzfr6evOCCy4w//d//9eMx+Pz/RDJIQ4cOGC+853vNFtaWkyXy2W2t7ebH/jAB8ze3t75fmhkc9dee625YcMGMxAImF6v11yzZo15zTXXmKOjo/P90MhG3vGOd0jhxIxf8ntx3333ZbydfJ133nnz/XTIxsugrPtk+3vqqaeajY2N1r6hrB/l2OQLX/iCGQqF5vupkI2Xv7S77rrLfPWrX202NDSYmqaZ1dXV5rnnnmv+6Ec/mrfnQPZd/uTru9/97pHbZ7MtJiomVtwSERERERERERERlRj2uCUiIiIiIiIiIiIqMQxuiYiIiIiIiIiIiEoMg1siIiIiIiIiIiKiEsPgloiIiIiIiIiIiKjEMLglIiIiIiIiIiIiKjEMbomIiIiIiIiIiIhKDINbIiIiIiIiIiIiohLD4JaIiIiIiIiIiIioxDC4JSIiIiIiIiIiIioxDG6JiIiIiIiIiIiISgyDWyIiIiIiIiIiIqISw+CWiIiIiIiIiIiIqMQwuCUiIiIiIiIiIiIqMQxuiYiIiIiIiIiIiEqMPt8PoBQZhoHu7m4EAgEoijLfD4eIiIiIiBzINE2Mj4+jra0Nqlq8mhse/xAREZXmdpvB7TQktG1vby/IC0xERERERDQXnZ2dWLhwYdFeRB7/EBERleZ2m8HtNKTSNv1CV1VVFeSFJiIiIiIiysXY2JhVUJI+PikWHv8QERGV5nabwe000u0RJLRlcEtERERERPOp2O3bePxDRERUmtttTk6Wg8WLF1svvnx95CMfyXjbL37xi0duq+vMx4mIiIiIqHyPf+RL+vVJFZEM/7zgggvwsY99DI899ljB/r3/+7//s/6d9evXz3ibK6+88sjj6erqmvY2v/jFL6zfs/0dERGVOwa3ebr11lsRi8Vm/P0tt9yS710TERERERGVjM2bN+Md73gHrrjiCrzqVa/CqlWr8Oyzz+JLX/oSTj/9dJx//vnYs2fPnP8dCYPFiy++iP7+/mlvc9999x35/v777894m/T9ERERlSsGt3k45ZRTMDg4iN/85jfT/v6vf/0rtm3bhlNPPXWu7w8REREREdG8kirX733ve9bXz372M9xzzz3W8dDvf/97rFixAg888ADOOuss7N27d07/ztKlS9HR0WHNyj1dKCtzkEhAvGnTpozBbfp6BrdERFTuGNzm4d3vfnfGqloZ4jP5dkRERERERHYirQik+lZaJUh429vbawW8c5UOWydX1k4NZOU4a8GCBdPepq+vz6rYnXxfRERE5YrBbR42bNhgVd3eddddOHjw4FG/CwaDuO2226y+TxdddFGh3iciIiIiIqKSU1NTg69+9avW9/feey+efPLJo34/NDSET33qU1i3bh38fr/VI/fkk0/GF77wBYTD4WPuLx22TldNm75OWjOcd955VvWtVOFOdxvpzytfRERE5YzBbZ7kLK9hGNZwockktJXwVnpASfN+IiIiIiIiO7vkkktQV1dnff/nP//5yPXptgY33HCD1bNWKnQvvPBC7Ny5E//6r/+Ks88+G8PDw9MGt1u3bkVPT88xoWxjYyPWrl1rBbdiatUt+9sSEZGdlGyy+KMf/Qjvfe97rcpWj8djDcWZGpJONjY2hquuugqLFi2ybi9nV//lX/7FClGL4a1vfSt8Pt8xj0naJ8hjZZsEIiIiIiJyAjn+Sfed3bJly1HHTPv378drX/taq//tL37xC2uekN27d1u3f+qpp/DBD37wqPuSHrfS63Zq1W26v+25555r/Xvp4HZqZS772xIRkZ2UbHB7zTXX4Nvf/ra1oW9tbc1424mJCWvD/ZWvfAWrV6/GRz/6UWum05tuusk6oxuJRAr++Kqrq/H3f//32LVrl9WMX2zfvh1/+ctfrMeS3tkgIiIiIiKyu4aGButSJi0TDz/8MB599FGrPYIc11VUVBy5rVTNynXipz/9Kbq6umbtc5v+XtokCDnea25uPuo2UqErk0RPvg8iIqJyVrLB7c0334x9+/ZZQ2re9773Zbyt9Ed65plnrOE2f/rTn3DjjTdal/Lz448/bgW6x2OSsvQlq22JiIiIiMhJpI2ckGrYyZWvF198sRWwTiV9bk844QTr79KFMJn63Ka/T1fapr+XY0Yp9pl8m+XLl1tzjhAREZW7kg1uX/7yl1ttD2ZjmqYV8lZWVuLf//3fj/qd/CzXy++LQXYolixZYg35kd5MP/jBD1BVVYU3vvGNRfn3iIiIiIiIStHAwIB1me51m57EWY6XZrJs2bKjbjs1uN2xYwe6u7uPhLJS1bt+/fojt5vaLoFtEoiIyG5KNrjNljS2l4355s2bjxp+I+RnuX662UYLQc4mv/Od70QoFLImI5OhOW9+85ut3rdEREREREROIMU0Tz/9tPX9hg0b5nx/bW1tWLlypfW9tEI4cOCA1SM33d82beoEZZyYjIiI7EaHDYJbsWLFiml/L9dL2wS5XXt7+7S3iUaj1tfkic6EDNtJD/mZbPL1V1xxBa6//nr87ne/s36WIDf9u8l/O939EBERERERzaRYxxBzOf6Zzu9//3trBGJ65KTcVsJXIRORzfS3UmAjZE6TqbeRXrZScXvvvfciHo9b10lwO/l2Mr+JVOFKpa1U7crtp7sdERHR8VCMbU/ZB7ejo6NHJgubjrQumHy76dxwww1W+DqVnNUNBAJHfk4kEtalVPimdzLEy172MjzxxBNWawdptJ/+3eQm+5NvT0RERERENJvx8fGivEi5Hv/IvCMzHc/IY/zwhz9sfS+jHeX4S26bLqy588478dhjjx2ZvCxty5Yt1jwlqqpi8eLFx9z/2rVrrcu77777yLGctFaYertNmzbhrrvuwpe+9CXrZ5kkOhwO8/iLiIhssd0u++C2ED75yU/iqquuOuqMs1TnSj+mdPArdD31csnZY9khSJOdkenITkja5NsTERERERHNJl0JO9/HP1KcMvV4RtojyHGQ3I9MECZVsz/84Q+PzFMit//qV7+KRx991AqKb731Vvj9/iP9cD/3uc9Z319++eVW4DvVZZddhn/+53+22iQEg0HU19fjkksuOapVgnjVq15lBbff//73rZ8vuugiHnsREZFttttlH9ymK21nqqhNv2gzVeQKj8djfU0XvE4OX2e7frrbTfc9ERERERFRLscThZTr8c8tt9yCBx980PpeWixI8PrUU09haGjoSFsDuc3Uich+/OMf48ILL8Rvf/tbq1pWWhhI2wPpRSvHaVIt+/Wvf33af1OCYKm6ffHFF61/5/Wvfz00TTvmdvJvi/RjkX+Px15ERDQfirH9KfvgNj0EJ93rNtceuERERERERDSzv/zlL9ZXegJoKYqRSchOOeUUq2L21FNPnfbvpOpWAt6bbroJv/71r3HHHXdYB7WrVq2y/k5aLGSa2PmCCy6wgtvJAe1U8jhqa2utHrtSjTvT7YiIiMqRYsoYlxJ34403WsN5vvvd71qTf00mD3/hwoXWGduenh5rRyJtYmICLS0tR/WdzYbcl+yMSBXv5KFCREREREREx8vxOi7h8Q8REVFpbk/Lfvy+nFW98sorrb5Hn/3sZ4/6nfws17/nPe+Zt8dHREREREREREREZJuK25tvvhkPP/yw9f3zzz9vDbGRpvXLly+3rjv77LOtwDZdWSu/e/bZZ61m9NIrSW4vTepl2M4DDzyQcQjOVDzjTERERERE840Vt0RERM7ebpdsj1sJbdMzg07XW0mkg1tpjyDh7HXXXYfbb7/danYvzeyvvvpqXHvttTmFtkRERERERERERETzrWQrbucTK26JiIiIiGi+seKWiIiofLDHLREREREREREREZEDlP3kZERERERERERERER2w+CWiIiIiIiIiIiIqMQwuCUiIiIiIiIiIiIqMQxuiYiIiIiIiIiIiEoMg1siIiIiIiIiIiKiEsPgloiIiIiIiIiIiKjEMLglIiIiIiIiIiIiKjEMbomIiIiIiIiIiIhKDINbIiIiIiIiIiIiohLD4JaIiIiIiIiIiIioxDC4JSIiIiIiIiIiIioxDG6JiIiIiIiIiIiISgyDWyIiIiIiIiIiIqISw+CWiIiIiIiIiIiIqMQwuCUiIiIiIiIiIiIqMQxuiYiIiIiIiIiIiEoMg1siIiIiIiIiIiKiEsPgloiIiIiIiIiIiKjEMLglIiIiIiIiIiIiKjEMbomIiIiIiIiIiIhKDINbIiIiIiIiIiIiohLD4JaIiIiIiIiIiIioxDC4JSIiIiIiIiIiIiox+nw/ACIiIiIiIiIiotn89Jf3om84FWW5fMA7LjsTft3FF45si8EtERERERERERGVvNED61GfrEj9MAI809uPsxa0zffDIioatkogIiIiIiIiIqKSZ8LAQPVTqGr7o/WzYZjz/ZCIiso2wa1pmvjlL3+JCy64AK2trfD7/Vi1ahXe+973Ys+ePfP98IiIiIiIiIiIqAAURbEuTSN1SWRXtgluP/axj+HSSy/F9u3b8frXvx4f+tCHsGTJEnznO9/BiSeeiBdeeGG+HyIREREREREREc2VmgpslaTB15JszRY9bnt6evDVr34VixYtwrPPPovq6uojv/vKV76Cq666Cl/+8pdxyy23zOvjJCIiIiIiIiKiuVEOB7dIMLgle7NFxe2+fftgGAY2b958VGgrXvOa11iX/f398/ToiIiIiIiIiIjyNxGcwPbtO62vvv4+x7+UipaKs5Q4g1uyN1tU3K5YsQJutxt/+ctfMDY2hqqqqiO/u+OOO6zLl73sZfP4CImIiIiIiIiI8vPt7+1HU3SR9f2gawyXvnUACxoaHPtyqrpmXZqxxHw/FKKiskVwW19fjxtvvBFXX301Vq9ejde97nVWeCttE+699168//3vxwc/+MEZ/z4ajVpfaRL+CqnilS8iIiIiIqLjrVjHIjz+ISo/uuHHuBaEqg8jEGvBSHAErXV1cCw9VXFrROLMbcjW221bBLfiox/9KBYsWIArr7wS3/rWt45cf/bZZ+Otb30rdH3mp3rDDTfg+uuvP+b6vXv3IhAIFO0xExERERERzWR8fLwoLw6Pf4jKi2maMKFjwrMfrf5xRIZa0HPoEDwJJ1abVlrhWCgWtn4a6e/Hnj2u+X5QREXbbiumrAFs4DOf+Qz+4z/+w7p829vehpqaGjzzzDNWoCuXt99+O1772tdmfca5vb0dw8PDR7VdICIiIiIiOl7kuKS2thajo6MFPS7h8Q9ReUkkEvjWtw4i4R7Aorowgl0n4tTXDWD1ksVwmm//dx+ilTuxbnUSvY+eirYNW3Dey0+Z74dFVLTtti0qbu+++25ce+21Vkj7iU984qhq29/97ndYunSp1UZhpuDW4/FYX1Opqmp9ERERERERHW/FOhbh8Q9ReZlcb6doBnRTg2IUbx1RDnSv17pMxhOOfh2otBRjWbTF0v3HP/7RurzggguO+V1LS4vV93bXrl0IBoPz8OiIiIiIiIiIiPKvuD1CT1oXZjR16VS6221dJmOx+X4oREVli+A2dviD2t/fP+3v5XpJvV0u9j0hIiIiIiIiovIMbs3DwW0y4uyJ1HUtle8k4wxuyd5sEdxu3rzZuvzyl79s9ZGYTCYq6+rqwplnnjltOwQiIiIiIiIiolIVj8ePfK+4U4Gt8dI0PY7k0lIVtwkGt2Rztuhx+6Y3vQnf/OY38eCDD2LlypVWL1uZnOypp57CvffeC5/PZ4W6RERERERERETlOMpYKJ5UcJsM2WKe+bzpeqowL2m8FGoT2ZEtgltN03DXXXfhK1/5Cm677Tb8+Mc/tlZszc3NeNvb3oZPfepTWLNmzXw/TCIiIiIiIiKivCtuzXRwG3V2qwSXnpqcLJFkcEv2llVwe+DAgYL9gx0dHSgGaYPwiU98wvoiIiIiIiIiIrJPcKulfnCnKm2NmLMrbt1HKm7Z45bsLavgdvHixVAUZc7/mNzHUbMhEhERERERERFRdsGtpiChJJFweHCrq6ket3GTGRPZW9atEvx+PxoaGvL+hwYGBhAKhfL+eyIiIiIiIiJylh/edg/6B5pgKFG8ovIZbLzsCiieVGjnFEcVwCka4koCTi80VaFK3THipsNfCLI9PZcJwG655Za8/6F3vetd+MEPfpD33xMRERERERGRc3R2dqK/rwXN0cXWz48l78GGvkEo7a1wkmQy+dIPioaYmkAi4eyKWxWpUeEJsOKW7E1OURARERERERERlRwTJkJa0PrekBaODswrJ1fcKqputUowHJ5XpoPbGDg5GdlbVhW3N9xwAzZs2DCnf0gqdlevXj2n+yAiIiIiIiIip0mltQk4M7idXHGrKqngdnIRrlOYpjmlVQKsthFEcHpw+6//+q9z/ode9apXWV9ERERERERERNkyFcO6jKsyQZfzklvDSD1/oakuGIqBpOG812Ey7XDFbRwOTLDJUbLucUulIxwOY2xsDDJKpLqmBh63Z74fEhEREREREVFRmEgFlzEJbidVXToyuNUkuDVhOPB1mFx5rEggIsvE4VCfyK4Y3Jah//2/TjRGF1jfP1l3J778rtfN90MiIiIiIiIiKqh0OPdSxa3LkcHt5BYBuuaGARNJhwfYaQnFea8DOYue68rixRdfhMfjwfLly4/63fPPP4/f/va36Ovrw8qVK3HZZZehsbGx0I+XAHgTVRjTx1CVqAKMGr4mREREREREZNvg1jg8HD6muB0f3Lp1rzVhmxM7JUwObg8vGogrqV63RHB6cPvggw/i7W9/O7q6uqyf161bh9tuu82acOxrX/sarrrqKutDJOGurFw//elP4+c//zkuvPDCYj5+R5J+NjH/XiQmVkE1uZIiIiIiIiKym//+vz+jeuR0JJUkVCg46YwRnHDWYjiRoSZeCm4NZ1fcel0+mIp0djWdPUnb4SgkcXiSMiK7ymoJ379/P1796lejs7PTqrb1+Xx44YUX8PrXv96qtJXQtrm5Ge9///vx8Y9/HCeffDKGh4fxpje9Cf39/cV/Fg5lWmcdpTk7ERERERER2Uk0XAUdGg5UPw6X6cKhngk4teI2qaSC24TiPSrEdIrJz9mje1KtEuA8iURqORCqlq7Gds3jIyIqkeD2S1/6EiYmJvDP//zP1qRYo6Oj+Ld/+zfs2LED7373u7FixQps2bLFqry98cYb8dhjj+EDH/iAFd5+61vfKv6zcCrVgGpyJUVERERERGRHA+4eXHSWjriSgJl0XmCZZihSXypTlPmkgsnRwa1P12Eq0uMWjg5utcPjxw2pwnagBx56FD/55T34zV1/Q3RSJTI5NLi955570NLSgi984QvQdR2apuH666/HwoUL8dRTT+Gzn/0sqqurj/obua6iogJ33nlnsR47qQnophumyVkUiYiIiIiI7EjTXanQcpqJmZzCPNwuwYQPhvFSeOfIVgmafrji1nktAuLx+JHvddfhJremF8mk85aJPY+vgrH3DASf34g/bd8z3w+HSqFVwqZNm6zQ9sgfqipOOukk6/uzzjrrmL+pqamxfr99+/ZCPl6aRFHj0A0P4vEIXxciIiIiIiIbSUd1brcXhmIi7sCquqPaImhJKIYP0fg4nPw6+HXdmvcm6cBJuSZX3LoOF9oqpg/JRAxOo5kagq5u6/t4zHnrBidRs20APbWiVtTV1VmXra2t0/7dggULMD7uvJXq8aLpCXgMN8bDY/P9UIiIiIiIiKgI/B6/VWGZSDqv4nZylbGiGVZIF0tMODq4rXC5kFQMGKbm6IpbVZP+ttI+0g8jHobTSHhvqKm8jYOw7S2r4La+vh69vb3HXD9bU3A5G1JZWZn/o6OMdFcCvqQbIxOjfKWIiIiIiIhsyO+usEKauMODW9VlWq0Cg/ExZ/e41XQkIT1/XY4ObmXiuoQWg244s+I2JbVcGExubS2r4LajowO7d+8+5nrpYys9bmcif9PU1DS3R0gzbri8HgM+w4ORCedtuIiIiIiIiJwg4A1YFZZODG5l9G+aywW4DB2DsRAcXXmsKDDVGEzT7ejgVhiatI/0w0wcfb3Tgtuprws5MLg98cQTceDAAetrsvb2dpxwwgnT/s3AwACef/75I31wqfA9XSq9qlVxO8SKWyIiIiIiIlsKeKqsIeFxI/OIV7sHt263CpepY8SJw+KnTkynxKA4MLidnIccFdwmHRpcKqnlwrkVx87w0mxjGbz97W+32iWEw9mvIG+++WZrJXvOOefM5fHRFJPPpNRUaOg1dQyHnLfhIiIiIiIie3rgoUfx5IupGeNHKrbjXeevwpKFp8GpNE16miYRN1KviVOPfz0eDS5Dw2g8CqcHt4oSgcrgFqYegzvhhenAavSU1MmcWOzoQJscGNyeeeaZ1lcuPvGJT1hfVLwzTLVVFdbl+AQ/pEREREREZA9PbImgZeIU6/tBBPDglp85LridGtSZSgIJ06nBbWoSLp/HDd3UMObAYfGTK4+Fokagmx6r9620TnBqxS30BNwxL2A4b5mwqKn1RCLm0OfvEFm1SqDSPONYHfBalzkUQhMREREREZW8MX0MlbXp4b/OaxEwtWelBLdJIxVgOkks9tIQcK9Xg8vUMJ50XuHS1OBWUyNQoCDusBHyxwa3cbgNCW6dt44QClLBbTzuvM+EkxQsuB0aGjqmBy4Vd0Xl8qc23FGHrayJiIiIiMj+jhSYOjCTOSagkuD2cOWpk0SjL7VFcLkU6IaKCQcOi58a3OpaqnorFjEd/TqoVnDrTrd6dRxFTU9OxuDWzgoW3F599dVYunRpoe6Osjjz6q5wHb6OhdNERERERGRHJhTTeanM1IpbBUmYZladDm0b3Gq6At1UEXJgdeXUwNKlTViX0bDp6M+F6orDk3RDcdbLcISpppaLZNyhL4BDFDTxk/4qdPzOvOqVqeA2mXTemVciIiIiIrKnl44qFet7xYHHmVMrblVFAhrd0a0SNA2Hg1vA6cuDSw9Zl+GQ6eyWEXocOjTEos56HaYGt1ML9MleWKpZxitszeeCCRMGg1siIiIiIrIbVZl2oi5HBreqAcWBFbeRSOTI96oGaKaGsPMWh2MCS7cetC5Hx2KO/lxoeurnkLNehpdoJpJIwkg4Z4I6J2JwW8YrKlVVkVQSgAOb1BMRERERkU2li+cUmX4JMNnTFKpiQDVdjhvlOrVVggoVkSPNj50b3Pr0KOJKAsHxmKNbJaSD20jUWcvEkZNZioKEGoORdN5JHSdhcFvmK2xDScI0+CElIiIiIiJ7UVQJbhVHVtweOxmVCdXUkUikJqVyYnCrqoBqqog4MMaYWmnqVQ1E1BiC4wnHts4QLtfh4DZmOvZ1SCpxwEi10SR7Ktgab/Xq1Tj33HMLdXeU5QrbgFTcMrglIiIiIiK7SIUwqgS3pgS3R4eYTjA1rE71d9URjgzDqQGVFdxCQ8RwXnA7Ncj3akmEtRjCE4azg1s9ta6IOKvw+KjKY0OJwUx65vXxUHEVbI33r//6r7jvvvsw3371q1/hFa94Berr6+H1erFkyRK85S1vQWdnJ+xZcZsAHNjriIiIiIiI7Mk8KqhTEHdgq4Spwa2uq9BNDZHQIJxacascTi9iivNaBU4t4PKoJsJaFNGw6djlQbjcqc9JNGY49nUwlRhUk8Gtndkm8ZNeP+973/vw7W9/G8uWLcOb3/xmBAIBdHd344EHHsD+/fvR3t4Ou/V0YXBLRERERES2cjiL0jTFmowq7sBWCccEt24NhqEjMj4ANMNZAdXhTEoqsEUcLpjJJBQpQ3ZQcKtMauPqdQFhNYZ4tBJOm6xucvWhx516UaJxJ1Yep9ojKGoMquGd74dEpRzcdnV1WeHo5NkepzoeLRT++7//2wpt3//+91vfa1NW4lPPUNkluDVVqbhlPxMiIiIiIrIXXZdJ01VETWeFMmLqJGSqR0+1Shh3XsWtx3N0xW1ccQHBEFAdgFPIyFv5PKS5NBURLYJkzDnhtZDcyT8pufV4U88/Fndi5XGF9b2uxqEbFVZLGVV11vLgFHkHtz//+c9xzTXXYNeuXRlvp8gsd0UOTcPhMK6//nosXboU//Vf/3VMaCv0yWs5G/V0gRKHwuCWiIiIiIhsIxXCuF0qXKaG6JQQ04nBreZ1wYCCSHAUjgtuJ7XOSAe3xvgENAcFt1LANTnSUHQXYmoIZtxZQV0oFIJ/UpGxz+eDAROxeNKxrRLcWhLupAvD4VHUV9TN6+Oi4sgrzbztttusvrGyMamrq8PixYuttgTz5a677sLw8DDe9a53WWeifvvb32LHjh2oqanBy1/+cixfvhx2MTW4VdQ4VNM9b4+HiIiIiIiokNKZpcetQjc0jDkvtz0muDV9qYAuPDYBp1VYVh3+/kirAEVDdDwIP5xjajGcprsRV0NQki4YhnmkjYTdSdEeJgW3fm8F4koCcYe1Spgc3Pp0A+6IC33BIQa3NpVXcPv5z3/eupTqVmlNMF2F6/H05JNPWpfyODZu3GiFtmmqquKjH/0obrrppowL/eQFf2xs7Ehfoam9hebb5JYU8tgUNQE1WWEF1lLdTERERERE9lCsY5HSP/5JhZaaC/AYOsKKWiKPa34mpbbeF3fqNYlMRBz1WlhBXZqSeg0UU8HY2Di8DnodJhdwyfuvqi4k1HHr53DQgK/SGVnAxMQE0PjS6+BzVyCuJhCLlcq66/hVHgv5RFS6FYwYLvQEh7Gq0TmvQakqxnKYV3C7fft2nHnmmfjQhz6EUtDX12ddfvnLX8amTZvw2GOPYc2aNXj66afxj//4j/jSl75kTVj2T//0T9P+/Q033GC1Wphq796981pJPJ3Ozk7oON1aGPbs2SNzrMJl6ti+cyfcNmkHQUREREREwPh4KpgptFI//klXmwYnhuE2dYQU1Tr2cZIDBw4AqLW+l+c+PDGCajQjGIw46rWQY/1FK1Nl2L19hwDUW32Pu7q6Eayf/2X1eOnv70d9feqzIe9/cDx6JLjdtbMTFdX2mNNnNr29vVi9OBWOyeswEhlDTK1GLJr62Sn27dsHYC2MRAIuVxxuQ8eOzn1oN1PrDLLXdjuvpE9aECxatAillmi73W78+te/Rltbm/XzOeecY/XiPeGEE6zwdqbg9pOf/CSuuuqqo844t7e3Y8mSJaiqSg/MKA3V1dWYGElVEktP37+6h6HHdTQ2NKK+jh9SIiIiIiK7SFfCFlrpH/9IaAk0tdRh/44wIqpuPTYnjTCUirrndqWqTeW4r3I8NarUMFzWz07hch2eiFtRsGBBK7YjBhUqNK/HUa+D9HIV8hmQ5z0WWYDkoVS/44a6BWhd5Ixet+m5i9J5SCgWxf33D8iS4qjlQU6yHTwEqLqOloY69PSrSKjOeg2ctN3OK7i94IILrGrWUgozxSmnnHIktE1bv369tfDKJGojIyNW6DyVx+OxvqaSlYF8leoQCXlsbrcC97iOYDCIxob6eX1sRERERERUOMU6Fin9459Uxa3Hq0A3dUThQzIRhtszqbmlg8h7YrpTxUqJhF4i79HxbxXocqWet25qCEajjnodZHKyNHneXm81kmrqBEcsojjmtZi8PMhz9rjdiKoxGEnNMa/B5J7Hciqr8vAkfWOhpKNeg1JVjPcgr3v89Kc/jYMHD+LGG29EKVi1apV1OV0oO/n6o/rjlKnJvaiE16tZZfEjY/3z9piIiIiIiIgK5vC8XG5PqsLWMKsRCUpVnXMnozJVAwkkEU8cG7jblbQFmBzUaa7U8iAT1o3Gjj4utrvJr4PweWqgqhNIKAlEQqZjloepeYimqIiocSDpnM/F1CDfW+W1LieOXkTIRvKquF29ejXuuusuvPnNb8ZvfvMbXHLJJejo6JgxWb7iiitQTFIBLLZu3TrtAi3VthUVFWhsPNzFuoxJ+FzhfunnigoPxg0XhsedtSNDRERERET2lI6h3L7DrRHMGkQmBlFVvxhODW6ltC6iReFCAGY0BsUz6aDQIWGlfrhrgscAxoyXgitHBrfeerjNKCJqFJGJVBsFu5NsJ93/Ok1VFIS1KGCkRmE7cf3gDqTWBdEoq23tKu/ZrP76179iaGjIapouk4FlUuzgViYeu+iii6ww+eabb8aVV1555HdSFSwtEt72trcd6YdSzuQM0+TgtrKmwurxMzYenM+HRURERERENGepYOalVglCTVYhHBpyYDBzdN/SsB6B36yGOTwGpaUBdjd1xKzLnVoeKg0Tw6YzJuOa3PN4Mr+vEW5EEdIijqm4nVptmxbWItCMBXBscFst1cYxq40K2VNe7+wtt9yCq6++2vp+48aNWLFiBSor57ff0De+8Q2cddZZeM973mNNUCZVwdKH995777UmUvviF78I22y8Jk2eWVuXmjwgGHLWGUciIiIiIrJ3OOM5XHGrmVWIhJ0V3KbmNvEdVVk4oUdQF6uHOTIOOCC4nRrUuQ4XMPkluEUSTpFMJo95LSokuDWjCGoxRMKp/sdOag8wWUQLQzN9iIcTcPl0x70Wnkp5zjGYDmsX4SR5LdVf+cpXrOrVX/7yl3jNa16DUiBVt0888YTVf/fOO++0qm9bWlrwgQ98wLquqakJdjB1hV1bUyEfW4TZz4SIiIiIiGxUZemxcksTLqMSE6F9cJJUMPNScKurKsb1MBBpRHJ4dEotrj0d089UV6CoSfgNYEhzRlg5XbWt0DQXqhQVYS2G0ITpmAB7OhFXKgwJdo+hdlkdnPZa6C4FBuJQk/Zvn+JUeQW3u3fvxrnnnlsyoW1ae3s7vvvd78JJvW1qquQtjCMWO9zwh4iIiIiIyAYhlaoqUN0GfEkPhqNjcF7F7UtcqopRLQQ1uQLRkafgduBrIHS3AX9SxT63c4LbYHD6toi1mh8HtCgiIcPRwW3cncpIhrr7HBPcSquEyR1tE2oEWjI1SRnZT17BbW1trS0m+rLDWUe3V0FcSSAR54eUiIiIiIjsVV3o8pqoSHoxEp2Ak0wNLT2ajhF9Agq8GBsdn9w9zzkTtFnHvyb8CReGtMMT1zk4uG1yV2G7FkPMIR+NmYJbw5+ECQPD/c6Z90dei8nBraFG4DKc2Srh57++DyMTBlQ9iYsu6EB702rYTV7Tzl1yySV45JFHYBjOOLNTysGtoigI6hNAwgmbbiIiIiIictKEVJ4KoCLhxVj82OpLJx33+XUdI65UQjcybjg2qPP6NXiTboy6NJhJw9HBbbO/GWE1CiOhIJmwf7uEmfKnSo8HEW0cY6PO6Xs8td+vBLceBwa399xzN2K7T4O/5wx4uzbjJw/8CXaUV3D72c9+1tqQfPjDH552+AIVz3Svd0ibgGqkJikjIiIiIiKyS8Wtv0pDZdKLsYSzg9tKlwuj+oRVWTgWcUKH2+mDOp9fh9vwIapq0/Z+taPx8fFpr19Y02H1uBXRsOnYitsqjw9BfQQTYZdzcyEtCo8DJyfr6T5kXSarX7AuDcOelfh5tUr4zne+Y1XdfvOb38Tvf/97XHDBBejo6ICqHpsDS0Xov//7vxfisdI0G3DrOtcEqsLVfH2IiIiIiKisTUwcPe67SoLbhA9DDhvtOfW4r8rlQVI1kND6MZ7ww6mk4tZjVFrfD42NoSKQ+t6RFbcNyxBT9xwJbv0BZ1bcVrs9GHcFEQnXwlHB7aQ0T9Hj8ESd1z4zaRipiRoP57UJm24m8gpur7vuOiuQNU0T+/fvx/e+971jbpP+PYPbwq6opuvzE3dNwBvsgGEkoarOOPtKRERERET2k6qi9B35uaZWKm596E466zjHmpR6Ul1UjSdVTRfX+xGKOne0pdevwHV4tOlQcALtcG7FbXXDUpjKs9b3kaM7jNjSdFmIqPV40eUKIh5cfiSDcsT6YdI5C82VhDfkRiQahtfz0vrT7mLxeGprcXhdmWDF7Us+/elPO+LDUA7VtkLxROEyPRgd7EdtY8txf1xERERERESFq7h9KXgIVEtgG0cyXuO4Xr9KxUs/13tTr0nUNYZYtAOmYUJRnXdM7vEpUKXi1gSGQ86YjGqm4Fbx+6Eq445plTC1r+vkz8bTrkGY8CAclMpj5wW3MmmfMuzG6FA3vK3L4KSMzCffHF4Xxk17vvd5V9zS/DfqT/P4UvXggwcHGNwSEREREVHZmtq3tLI6dSCuJOvhtGM//6Tg1qNpqHF7EHJHEEcjzHAESoW9K+umKxaT4BamCy5DxbBDetzO1CpBgnu/EYGBJKIh+we3M82v1Oj1odedykpGBxLwB9xw2nrSW+ECTB2DvYfQ7KDgNhY9vEyoqeU/ZuQVcdpzcjIqreC2uia1cI72T38mjoiIiIiIqByPeaR6zoABLdEAJ/f6Fa3+Coy7ZYImD8KDDhgbP43DhceoSioYkapDBwe3ogYqIloYkZBNm3tOrTKdRpPfj3E9BBMJjB2afpSy3YPbqtrUWZ7+/mE4c3thWv+PwZ4T1DG4LSMzzZrZXF+DBJIYHXHWTKtERERERGTvYx5VVRDSJ+BOOKvidrqwbkFlAAPuVEARGrD/sZ/0K5224tYKbk2MztBK0Akhflq94kVYi2B8bObb2D24lRMahmIirvVhrH/6dgp2Xz/UN9ZZl4MOWA6mDW6V1ImLOFK9wO2Gwa0Netu01tdjQo9gxBktfoiIiIiIyEGjDMOucXgSqWDCycd+iyqr0KVKxS0wMRxxZHDrPhzcBpLAcNQZVceZgtsGdxVCWhTB8YhzC9l8FZClIuQawMhw3BGfi6nLRHNNasK+kZD9n/9k4cjU4NYHw5h+ErtyxuC2jIyNjU17fWugCkEtjImo97g/JiIiIiIiomIGtzHXOHyJ2mmDPDuS5zldcLs4UIV+RGEiiZGR6Y8N7SSRODaA8XhTwW2F9LhNsOK2wV+HoBpHOJgK9J0YYOuqikaPC2P6KMbHVUcE2IZxdGuM2spUX9+xuD0n55q1CltNvR5J+BBP2O+Ejv2XahsZHR2d9vo2f4VVcRtLTOpeT0REREREZIPg1vAEUZGstibkcsow6KnBjFhWVQOZNN1QJxCcCDkyuNVdMimXAX9Sw7Bpv8q6XOa6EVXVVZjQY4iGNTi51+/CygCGXWGEY14YSdNxBX3pExoThv0nZpsscnibYCqpdYFh+hGN2a9dBIPbMjIyMjLt9V5dR0INwUgyuCUiIiIiInv1sVS8YeimC+F++1VS5XLctyhQBZeqIq5EEYrYv9o0Fju2j6+iKHB7TPgNF0ZgOKL6OlNwG6ipRlCLIBmrsH1FeqaWEYsCdehzSZsAFRNjpuMK+jRdQUJJIGL6YBr2fv6TRaOHtxeKPGfD2k4Mjw7Bbhjc2qDiVqhaCJpReVwfDxERERERUbGDW48/FVJO9EUcHdzKkPClgWrEVQPRaapR7WamwNLtVeA1XBhVVUdUHU9XeZwWqK/BhB4GTB12b/mbqeK2I1CFXldqeQiOGo7MhQw1hiQCwJgzJj8yDAOxeLqnrwlFM+AydAyMDsNu7L+mc0CPW+HVo3AZMizA3ispIiIiIiJyVnBbEUgFVyNDzg5uxfLqWkQVIJpMOja49fhUeJIeRFUtYzWqHcz2/Co9XqviVoTGDcdW3HZYrRKkQjuJ8RHTmesHVwKmWYl4Xx+cIBo9etSBrifhNl0YmrBfcM3g1ibBbcBnQIWKUI/9ysKJiIiIiAiOPBgXNdUuJJQk+kft3x5ADA/PXDG2sqYWEVVB3ObD4jMFdV6fBrfhs74f6BuAk4PbCpcLQam4tU5sHDuhnd0m5cpUcWsqJhLqEIKjpiMrbnWPCc2owFDPbjhBbEorFZfbhCfpwlj02BYr5U7P5kYPPvjgnP6Rc889d05/T7OfYaqvclmXPZ1dWL6ggS8ZERERERGVlWQyOe2w8KaKSmzRIhgN2buiMJuK2xXVtditTCCsuK2eptLz1WlD4z0+BR4z1SZwoH8Q7Yva4dTg1qe5ENIiMJHA8JAUetXAicFtm78SOkxMuAYxPtQoDTXgtBM7fr8G74gb+wc70QLnBbcejwlv2IUxG7aRySq4Pf/88/PeIMjfZerJQoVZabc2VePQFqBzYAjL+aISEREREZENqm1Fk78aj2tRBKVHgMMrbpdX1cBQxhFVPEiOjUKvrnHciFMJbnUjYH3fP2K/fpa5BLd+XYepADFtBOMDYce1UZnc/7nVpWFMD2J0QNYjFY47sVMV8MI3FMP+0ABOh/OCW7fHgD+oY8KGk7NlFdwuXbo05+C2u7vb9v1mSmlF1dHajEMAesecMXyIiIiIiIgcEtxW1iOsRhFJZHX4auvgttrjgaoYSMKHYM9e1FSfBKcFt16/AsWogstMon/M3u0BZstUPJoGSWokuJ0YVh2bh4ilVbUY6otgYly1dTX6TMFtbcADX9KD7oQzcrj4kYnJUtyuBHyGCzPXZZevrLZ8u3btyvoOd+/ejX/7t3/D3r17rZ+bm5vzf3SU9Uq7o7EBjyCKEea2RERERERkgwqqtEpvLeLaXiSiVXB6cCu8bhXJhBfB/q2oWXWS43p5eisUwPCiJhlDX2zmdoJOCG4lnPTpOmLqGCITDY48sZO2vKEVf9nfDSPpQjQsAT8c9bmoqNTgT7rRBcORwa1Lj8Ob9GBEStBtpmCnZPr7+/GhD30I69atw89//nNUVFTguuuuw86dOwv1TziatJvI1HLCrbsQUaMIx+3by4WIiIiIiJwXzLjdARhKEKbhgdN73IoKjxswvQgOHoATXwefBLcyz0sS6I/bu3IpU1/XtArdhZgeRixW4bj+15Mtq65Bvzt1m7Fhw5EnNFymC0OKD2Y84bzgVovBbbgRgkNbJcw2YdYXv/hFfPnLX7aah7vdbnzwgx/ENddcg8ZGaQpNx2uFHdNCiCdTs2sSERERERHZIbiVqkJFHYdq2j+4NQxj9uDWpyNu6hgf64YTXwd/ZSq4rU4AfTBgxuJQ3KnJup00QXlahcuFqCsKw6iGYZhQVcUx1fhTg9tRPfV6jQ8baFqgwW6kBcT4+HjGExpRpQ7mWBBKvX37X0+3TGhqHG7Tg7ANM/u8K27lbMf//M//YNmyZfjsZz9rrVDe8pa3YOvWrfiv//ovhrbzsMJOaiEoRmp2TSIiIiIionKuoJpMV0NwGR4rmLIz6esqoWUmlT7dqiwbiAzCriS0lZBqOv5AKqAKxDX0e1SYA/adoEyK42ZT6XIj4k5adXnhccORbRLEwooAoCYQ1YYw3B+17fIw2+fCRD0wau/ez9NW3KqpKuN4wn6BfV7B7U9+8hOsXr0aH/nIR9DX14dXvOIVePLJJ3HrrbdiyZIlhX+UNONZlaO4wtbsmmbYnispIiIiIiKyr0xVdV59AgoURCP2Dm6HhoZmvU1VhQ6P4UKPGYWZlMDOfgYHZw6ldZcCtzeJqkQlBtwakr2Dji7gCrjcCHpTn4uJrszV2nadmEzoqopFuo4x1xAGeqaf2M6ubRJExeHgVkvWIzlqz+efKcx3aamTFrG4/Sbpy+kZ3XXXXTj55JPxtre9DXv27LG+v/vuu3HnnXfixBNPLN6jpKyCW68/AX8ygFhfD18xIiIiIiKyTcVtlSt1kN43MnuAY+eJyURtwAWXqWNI98DssWdoKXPoZBKoUVGRqEZCVTHUl/m2ds8Baj0ejHpSwe3IwQE4NbgVq6obMegKYXzIfu0iZgtuNV2B6Y6iIlmF4eFDcNqJPreWes9jCcWZwa1U00pV7SWXXIKnn37aao/ws5/9DI899hguvPDC4j9KsobMzKamzo2KpBd7O7fxFSMiIiIiorKSafKhRn+qmqq7x95DgLMJbutrUr1+x9VaGAd7YUcysjeTqjoXKozW1G0Hnd0qoc7jxZBqwEQUI/32rLgNh8NZ3W5VcwsOueOIRSqRTJiOCm6FqzKB6ngFusbsuV7IGNy63dZl3IYVt1lNTnbqqadaDeH9fr/VHuEf//Efoes6uruza4be1tY218fpeNkEtwsW1GHvVgU7e4ex2vGvGBERERERldvM8TNpr3VjlxXozT503PYVt9VyGB9HXKlHfP8B6KdtgN309GQeRVpdp8C9rQ0wn0Pv+Bjs9wpkH9w2+vwYjMdhav0YC84+iZddW0aIlfUN+Il7v1WjODpooK5Zc9T6IVCjoOZgBXrD9j2ZMVOrBK+/wrqMJ1WrD7BkmHaRUxQdCoVwww03WH1s29vbs/rq6OjAfPnP//zP1AykioJHHnkEdg9uV7Q3WpeHxu2zgBIRERERkTNkmpSrqbEJETWKwZHsKu/KeVKu2aQnIdKSzQh2S5xtP7MViVU3qIDhRVXCjf7whKNbJbT4KhAzDBjqECai9goqcwmwxYrqWgy6U6/Z8EDScT2wGxt9qIlXoicWgtOCW3dFaiSCamgIZRi9YevgVhLrfL5mmxGzWF544QVce+21qKhIpe7lLpvgtqHWjZgSQzAaOC6PiYiIiIiIqFBmmi1d+OsXIqSNYyJo7yKVbCpuZXKusB6BK9mE4HAnzLi9QgrR1dWV8fc1jakooy3qQbcWhRkMOTa4bauotC6TrjAiydT3dpNNHiICbjdq1BjC2jD6u8cd1/u5uckDr+HGYNKeAX6mvsd6wJu6NDWMxY8OdR0R3Er4Opev+Whq/453vMOaMO0Nb3gDnLKiksricfcIzETTcXlMREREREREhZLp2NFf0YioPgQjlqqqcnLFrYh6o/AmmhB0BWHarM+tBDKzBVQVAQUuj4mWWCUOViRhDgzb8kRGNi0C2itThVtRTxIJsy7jCRC79nadbKW3AkPuIQz2RBzX+7m6PhXYTiRr4bjgtsZnXbokuJ3S/7bc2a9rL4DPfe5z2LJlC2655RZomuaoFVXMMwJfsglmyH4rKSIiIiIicia/tx4JrRfuuD1GVM41uI35oqhINCDoDcM4YK8Z5Pfvlx6lsxctSf/SpngDej0KzAH7TcolrSqzKYTz6ToWVFRi3KsAZi0iw9m1FbBTi4DJ1tS3oMcdRnA4NVmVnRw6lPmzHqhVkEQShtkEM2yvqtNZg1ufCyYScBsuBrel7qmnnrKCW2mTsHbtWjhtA65XhRCI1yLcdbDoj4mIiIiIiKhQMoVUmuaGoh1CRaICYRu2BsilVYJIVMRQEa9DsDppu+B23759Wd2uvllDXawFQ24XjP7sgz27TciV7u3a7Un1dD20J7vXr5wMDAxkfduVCxagzx1CIu5HJGTaKqicLcBWVQVhzyhcRhPMQftVoU8WDoePOZmjKlF4DB3jcVbclnRz4iuuuMJqkfDxj38cdiFDHQYHB7O6bXWzCvnvwK7MPYGIiIiIiIhKSTKZeTIhv7sPGlTs7cp+2HQ5kZZ/2U7ChMoYdNOFMY8fZmcP7GTPnj1Z3a6+RYU7UYGEUYdQfyec2N82bW1tPV5E6vY93ZnbTNixRcBkq+oaMOBOtZocGZifOZfmo+9zWqJiHJXxJiRteDIjU8Wt0JSwVXEbjMdhJ3o+f7R06dKsbud2u9HQ0IBTTz3VClRPOukkFNOnP/1p7Ny5E08++WROLRIk8J08I126n+x89eid7kzb1LMJYrrH1t5Ri0NPGtjfF8XKEnjsRERERESUn2Idi5Tq8Y88psn9Oac+lrpAEOgHOvcMYfUi+/VwlGKd6fqTTveeKIFU1fFEsgpm/zCSoTAUr8c2wW02r0Pt4aldGmLN2DN+H06w2fGvtEvMdnlYX1uPUSWKpDqEwaFESeQYhSLPpbe395jXYqbn2OjxIqaPwEACI/1JNC1UbNNCZOprYE7zOnhrE6gcrsNg11NoOmE17CocDh+zvdC1GPxJFyZisXn7DBTj39XnMnRBSpFnanyd/t2OHTvw17/+FV/72tdw3XXX4ZprrkEx/O1vf8NNN91k/Rvr16/P6W9vuOEGXH/99cdcv3fvXgQCqUbf86mzs9PqbzN1YZjuTKQWjmLINQ5l3Jv1mUoiIiIiIirvijs7HP9IMCHHPelDzKnHM5XeKEZhoLtzzJbHOrt27TrmuE9M91zDiWEklCQSsQbrsu/xZxBb0IhyJxnCCy+8cNSJhcO/OOZ1kOVEcTeiOVqL7TiEwK7dgGqPkE5s3779mOVBXp/plgefYcClKAhrg9CDflt9PuSExtTJ2mfKQ9LazCjGXUM4sLcCevXsE72XAylQPCYXSiSOeR28/jhgani+uxdLbLQcTFeFHYmk1hOxWMx6HTQ1Dp+ho6u3E3tUF+yy3c4ruJUN+je/+U0rKL300kvx//7f/8PixYutsFZC3VtvvRW//OUv8dGPfhSvfe1rce+99+LGG2+0+s6efvrpeMUrXlHQJ5FIJPCOd7wDGzduxCc+8Ymc//6Tn/wkrrrqqiM/y0qhvb0dS5YsQVVVFeZbT08P/H7/Udepqjpt5XNrIoF7/robVeHmrCujiYiIiIio9EwNKwqlVI9/JDSW4x5Fsjfz2JGe49F1+NuOcbhiXlse68hQ6KnHfWK657ogHsaoO4hAYjGC/hfRamrQbPCadHd3W6Nnj3kdFGXa12FPawjNvbXYXRnFm6rroDTapxJ769atx7wOkrnMtOxv7DmAgd4JVITls7wAiqLaZr6fbPOQtBU7HsWgK4gloRrbrCukwvSY10HXj3l+ZvUoHn3exKFkAC+zyXOfjtfrhffwKAMZ7S+vw96qvfCOKdB1c97e92Jst/MKbrds2YIvfvGLuO2226zgdjIJTyWsleD2TW96E84991yrhYH0nX3961+Pb3zjGwUPbqUPkLRISL9h0znzzDOty1/96lfW45jM4/FYX1PJykC+5psMC5AV9FTTPbYKtxtjbjnLth5mLAHNa7+ZFImIiIiInKBYxyKlevwjx3WTj3umPpa6mqUI6cPwx1wlcZxWjAmYsj3uC7jd2O8aQ3V0McZat6Guq88Wr8mBAwemfQ3EdM+vdaELzZ21eNbtwUTnDlQ1p4777WDq5yFtpvf5jOZW3L3vEBZPNKCvtxutbR2wAwnzc3kdxJqmVjx0KIqxkeKtR0vhsyE/TX1+i+urcKerD6rZCsU0oeTQRrTceoIrU7YX/uoKeEYSCAaH5+19L8a/m1dw+4UvfMHqWzs1tJ3s7//+763bSMD7mte8xgpzV61ahcceewyFJjsd//AP/zDt7x588EEr1JV/v7Gx0aoMLjcHDx7M7Q8qxqAOuTC0sx+NGxYU62EREREREREVzGwzptfVLEdU34nKyFKYhgHFJoHM5JGW2apye9Dv6sOKiaUYa0rA3GePCcrSbRmz1dCiwWO4EDeWoKvzr1h7in2CW6k0zcXmlgX4rner9f3+3X22CW6ldWSu1i9eg99s3YbEiBuRkAmvXyn7ibiynaDNpWoY8Q6hMbIIid4+uNpaYUexWOyY6yrqq+HZO47+UG6fnVKXV3D7zDPPWGHsbJYvX4477rjjyM8S3N55550oNJ/Ph5tvvnna373zne+0glsZDnTGGWegHB06dCin2zc0a0An0Lmrk8EtERERERGVTcVpJpX+FiT1R+BNboTRPwytuR52IpWF2arzeDHoHoNiVmDIrcPsH4IZiZb9BGXS5zgXdU2pakJvfC0Ojv4KawHHBrdLq6pRpcYQ0gbR12WfyclyXSbEiromjOqPWt+PDRvw+jVHhddqbRgVBzrQvet+LGr7OzgluPX6dXgMDyIRe/Q1TsvrFOVsjaDT5DaTZ1RzuVxWHwrKvddRLtYs7MCYNoHugTBfaiIiIiIiKnky6ZK0iMtEhsV6K+JwmS5EDwzCbnIZadno82HAnQonRmMVVk9go7P8q25zDaikkjLpicOTaEc39sBI2iewHB4ezun28vk4W/Wh0zuM4GC9bdYL0iIgV1J16tJ6YMLE+JDhuEyoucMPFSr2dGZep5az6NQJDKV1qhfQTR2RhL2ysLyC2xNOOAGPPvoofvvb3854G/ndI488YvW2nbwSlnYFlD2ZNTDXM22rahrQ7xnDUHj+J1YjIiIiIiLKZkKXiYmJWW9XU5eanGfgQOa2CuVGnvtsrSIma/FVIKiFYehRhIJVML1umHtzbLFXYpLJZM6jTYWnNomKWB3GXAkM7n4cdjE4mPvJifMqarDHPwwz2oKJ8STs8Bpks16YTptLqo+DGBss/9ch1/aZK9urEFZj6BqvgB0lEgmrx+1Ubk+qJUYcCszYsb93VHD7sY99zDrz8cY3vhFvf/vb8cc//tGa8XDbtm1WK4QrrrjC+p2c8bn66qutv5Hw8emnnz7u7Qq+973vWY+1XNsk5DJcJm1FdS0G3SMwkm1IJI49C0FERERERFSOlZYLWlP9GvcM5h7wlbJcqwq9uo5mvx/RiiDMyCJEl9bA2JN7L9BSIhXXEsjkqqFRR32sCqNoRufOe2EHkmHkEuSnnVjbgGFXN0wY2LdzxHE9jydbEajGkCuEkUP5Bb+lJNcTGqtq6nDIO4hQfAXiNqs+TRc4TsfrO9zL2PRjfM+LcHRw+7rXvQ433nijtTL58Y9/bPW7Xb9+PdatW4dXv/rV+NGPfmS1SPjc5z5n3Tbdr+hTn/oUPvjBDxb6OdhaPsGtT9dh+ibgMqqw74VHivK4iIiIiIiIjndw2d7ajiSSOBSP2OrF37t3b85/s6yqBoO+CWjxtRheABh7D8KM5x58lu2k3Ie1t3hRlfQjbqxH59DjtmmTkE+IrdVUYdPoMAbcg+jaFXZkf9u0de3LMeyawMDQsb1Q7TxxoWjy+TDkHYQvvgwHu56C3YyPj097vbciFdzqRjV69v4VdpH3NJwf//jH8fjjj1uTfy1duhRut9v6WrJkiXXdY489hk984hNHTVR27bXX4vTTTy/UY3eEfDdeja2ppvR7tu8s8CMiIiIiIiKan8q6Gq8XQT2CUbhhJst/CPRcgts1tfXYofZBNerR71eAeALGntx6YZZ70ZKoa0jNuR5znYheHEAsMn2oU076+/vz+julphIv609gt38AA92VSCZNODW4PbljI0ZcE4hGfVbRYTmbrf/3VDL63V8Xg2a6se/FXbCb0dHRaa/3VSpWX2NvohE9/c8BTg9uhfSv/b//+z/s3LkT4XDY+tq1axduueUWbNq0qXCP0sFybUKdtnxhDSJqFL0jZtmvpIiIiIiIyN6ymfxaVLs8COphJJVqjHZuhV3s3r075785saERu/U+6/veER2oCcB4Mff7KffgNlCbijWCRisM1UDXc3ei3OUa1KUpNVU4eSSKLl8nkHShr9NwbHBb5wsgqg1CMV0IB82ynoRrpqAyk46OCsSUOHrLf87CrPs/a1pqskKf0YTeePmuCwsa3FLpBrdr6+rQ6xlBJL4Kw2O5n70lIiIiIiI6HqTNXrYVt5VulzUpl5ZswIE99uhnKpPs5FNxu7G+EYY7iZhnFOP9AWhrlyH5ws6yLdzJZ2Iy4fEpUFwGjIgXWrwJB/beB6cNjU9T3C64KvxodO/FhB5E1+5EWa8X8s1D0nyeYetyrL98X4e+vtTJmVytaW7CIe8QJkKLkEyWf7uIrCvSKxPwJeox5BlErD+/EyClhsFtCZMNbr4rqlXVdejxDMEdW4292+8q+GMjIiIiIiIqBDnmkaqybGiKioQ7DneiHp2D9uhnKqFtPv1MvZqO05pa0eMbQWJiCZJr24HhMZgHex1VcZuuuq2OVyDuOw0HIs9boV85yzfEFkpdNU5JTGCnvxf7dsbLNsiX8DoWm1vg2FarwoCBwT09jmubsaa2Dt2eQeixdRgYslcLzUMZPh++GhOBaDXiioreHfboc5tqBpOjCy+8MKfeGvfcc08+/4zjzWVFJbOMoi4CfaQC+3fvwcmnOf7lJCIiIiKiEiSt93Kh+JNwDVfhUGSHVUmmaW6Us61b82/58IqFi3Drzv3oSJyCQ75taPV7kXxuB9SFLSi3quN8KwtFbZ2GpmAV+mrXQe2/A4M7H0PjqjPgyOC2oQanjcZxV0UnTuxdhsEeAw2tGuw6YWEmGxatQvfWMLoO9mEdOuCk4LbR50fQOwRtZC0O7OtCc+M62EV3hpM8jS06Yrvd6E52oL/nWbTjDXBkcHv//fdnFdjKmR25pOPfz0W0tbuR3JPEyFg94okwXLqPbwUREREREZWUHTt25HR7j1+GjupIwIO+wRfQ2lTe86u8+OKLef/tea0L8fWK54B+4MCeISxcvwLGs9thXnJOWR2LS9HSXCpDq2pU1O6pxGOKHwsNHfu3/KGsg9u5VB8rDbWo71Sh1j6BmHYWOne6nBvctizDVn0YfcHy+SxMNZcTGg21SRg9SfTtjwKnwja6MoxMX7W4At1/SQDJszEYfAp2kFdwe9990/eMkeEIEjbecccd+OUvf4lPfvKTuOiii+b6GB0r2wb9MzmhqRHPeofQFD8FPX3Por2tfDdcRERERERkT7lW3FYFUoex7ngLursfL+vgVsLKLVu25P33MtLyvOVtGO0ah+ugCvWUlUg+9jzMQwNQ2hpRLjo7O+f094E6FXrMhc7REKrVtegceRInl2khWSgUwvBwqjdrPtTGWgSGNCxasg07fd2o2bEYJ57jKrvXohDB7aJAFcZcnYiFq+HE4HZNcyP69gzDNRCAXUxMTGBoaGjG37c0uRFXIzCMDRg2/wDHBrfnnXdext+/853vxH//93/j4x//OC677LJ8H5vj7dq1a06vwaaGZtzhewFtIyfi0K4fMrglIiIiIqKyn5irscZjXVZPLEJP1xPAie9FuZLAMp8Z4ye7fNkqfOORA3CPLIayogPwumE8vwNqGQW3c52Eqqo2FUrWxisx1nQ2Er3fROTAPvgWLUG5OXjw4Jz+XmmqgyfpxhJ046GKbqzrXYyxIRPV9eUV3M41zBe6qsJwjUMPLkA0HITHVwmnTFQn1i9ciJ95e9E4vsw2I+I7Z1kuVFVBvCoMPdaBsYoRGNEYVE95t9Mp2uRkH/7wh9He3o7rrruuWP+ErcmHKtczz1M1+/1I1IWgmV4cOjC3nQEiIiIiIqJC27dvX84Tc3XU+61LJbkUA+O5tVkoNc8+++yc72NhZQAVjePwxVtwsL8T6uqlSG6ZWxFQ2QW3daloY7XWjP2VS2AqJjqfuQPlaK6vhdJYBwUK6rUAPNWdSKpJdO7KffK7cp2ofaqqAKCbHhzc8rjj+h2vr2tAj3sQmlGPoYH8q7jLrRK7qhmojtQjrKoI9c69ctu2wa044YQT8PDDDxfzn7AtaUA9MjIy5/tZv6QKcSWOkYmGgjwuIiIiIiKi+WwPt6y+GkkkEfUtQdgYRyg84OjgVrzulFRl6e+f6oS2dhnMrl6YY0E4ZVi8y62gslrBCrUJTw2PospsQFfvY3BkcOv1ADUBVBrVWOY6iL3eXuzfGUe5tQfId6L2qRYsqLUuO/fPrRXlfLXNmEtFfoXLBZcvFdh27h2EU+aCWr7ID7/hxbC5EWP9u1HuihrcSt+JYLB8Nhbl3KB/Jhe0d+CQZxiR+EaEwjP3ASEiIiIiIiqH4LbVX4GoFkfI02L9PDhYnlW3Umn8/PPPF+S+1nc0I6yPYX9PNcLLFljXGTvnNtl1uVVX1jSqqI9Woz8Shlp7Frr1fTDKsMpwrq0ShNrcgEDEh4Xxrdjn78FIr4lIKP/J38qxTULa0gVV1mXXaAROmqQubX1NJcb0cfQdiMIODmRxkmfNklRLjEjiFARHC1O5bcvg9sEHH8RDDz2EZcuWFeufsLVt27YV5H7W1dYj6BuFHl+Bwf32mFGPiIiIiIjgmOqpqaRPo+lOYlytgGqoGNr7NMqRtMaTirpCqa7rRVO4Abd274fS0gBjV+HCr2KPNo1G5x4q1TWpSAzr8Gs6uutORNAzgdFnH4UTg1ultQEVoy4kJ/ahcmFSrsGhfXJZHgrVJkGsaqhBWI1hIFFtnSQoJ4V4HU7pWIJuzwiG+nywg84sQn1/pYqYOwYtvgbjE3MPv8tycrLPfOYzM/5ufHwcW7duxZ/+9CcYhoErr7xyLo/PsQpVcSs7NUsW+uAdDuDA7t1oX/3ygtwvERERERHRXEiIkk9wK9w+BQNRBS1aNYYPbS3LN+KZZ54p6P0tWuRFtK8a393+V/zdkhbU75l7AFhO1ZX1LSriUeDsqsV4PjyA002ge+9fUIuLUU6fiUJUWaptTah8WkOiPoJT2wLof3EUB/bUYsnavCKgsq64bfL5MaEPI2G0IhjqRaAiVanvlNdh0+LF+LHnCawa2oBkwoSml+8EZZFIBIOD2bV8cNUmUDG6AMPh/HsEl4q8PrUy4Zh1ljPD2QpVVfGRj3wE//zP/zyXx+dIEnjnM2RoJuevW4BHnweeGHRhc8HulYiIiIiIKH/Dw8N5t9YLVGhQ+jWoNUswEiyPlgDF6m+btmx1B3Y+bmJBpBb/VxfHv/QNwozGoJT4jOqFqDAV9a2adblJa8efB3bhHNdS9Axtw9pYHIrbhXIgoVQhersqbU2oiqaGi59QkcD3fX1oPlAJ0/RaWY6Tglt5voYnCi3WgsGuZxFY1eKoittqjwdJdycUnIihXgONC1KfE7tP1NbYoiPSX4u98fJrkVGQ4Pbaa6+d8XdutxsLFizAhRdeiIULF87lsTmWLIyFGCqStrS1An/FGA7G2wt2n0RERERERPM1IVVDtQddPR6M1KyBp+9FmMNjUGpTvSzLgYRz27dvL+h91jX6oOi9OCWu4yehPlzm1bHi0ACUxW1wQnDr8SqoblBQNVEDVVHQV30G/OO/h7G/G9qKRSgHhai2FUpzPQJGjdUiwRM/JOXIMPZoGB8xUVVb2sGtFAjOdbK6qXxVCtBTj4GDv8fiVa9EuSjU67DA04+EkkD/oWRZB7d9fX1Z33ZZux8Dzyaw1axHuSt4cEtzV+iVlKoqgHsEWrINe0eGsaQmNasiERERERHRfMm3TYKor3YhYPhwMNCBxpEIQi88j4pzymd8oYS2MjlZIUllYaBhFIkhPxobffheRwCf7R2AWuLBbS5VdLNpadfQtTuJTaubsSOsoNY7htju3fA5LbjVVLgWLETArMHQyB6sXroc5h4TPV0JVNW6S74Sf2JioqD3WdfoQfRgBXoG96JcyPqhUJ+NE2uqsLtnBHt3x7H2lAY4IbhtaZEq+wTCyWWIxYNwu1IV6OWoaJOT0fyfcZysqSaKxmgAv33xyYLfNxERERERUa727duX94vmDyjwJN3oiqUm3Bna+YQjJ6OeauHSKqixVfi7xgrc1+BDZ38/Sl1PT0/GwKItPIjl491I7joA0zAy3lfLIg0TYybOr1qCrUEDYcWLga7CtqSYj+BWgQLdcMGbqEJvZxKGMfskW+qSBaidqMLg8A5sbm/BoGsMO/cWbjK8Ytm7t/DhanuzDypU7At5US4ktE0mCzOh3MmLlqHXM4jh3tKutp7N0NBQ1retqFKQVOPQ4ssx2FOefdDTGNza/IxjWuviGjTEq3Bfb2/ZzaRIRERERET2M5d5PfyB1KFszzBgQsPQwDaY8cJWsBbTzp07i3K/S1Y0QYELbQP9qDYU/Hwi+6BjPsixaf8M4fJpFfX4+uLT8IZDj+Ki3mcQ/8ZPEf3s/yL53MwTebd0aNB0YElY+pgq2K+txODozrI5Bp4uC1jYcCr+7oz/QXWyFtXRhbj7tgh+850wDuzMvLyry9pRPxpA/+CLWF1TiyH/GAZ7Mgffdg1uVy4IWJfDRhsMozBhaDn0t01raFuBkHs3lLgXE2OlvwwUIrhVFAVqZQy+RBv69j0F2we3n//85/H73/9+Tv+Q/L3cD83tjGO+WpfWQTNdSEZqsD84xreBiIiIiIjmtcfrXFolBGpSlWPeqBembzWGXYMw9hRuQqNi2717d1Hut7peheYJYqhLxauTLvxJiyFaoKq9YhgZGZm2ZYSEth9rXYN6fcqw/tFxxL/36xnDW92lWOHtwF4FpzQ1o9O1ASPqADCW3yR4811xK6Ht5nVXweepO+r6UNDEQ7+NZgxv1aUL0RhuQiwRxOjYPgQaTCjjbiTipR1i79q1a+ZfKibgeg6q9iQO9j6RdQhbV6MjrsSRTC7F+FD+lf7lOhLb72uA4nrG+r6/u3TXB7MZHR3N6fY1LS7Ux2qxrTfDMmWX4Paaa67B7bffPqd/6Be/+AX+/d//fU734RTFCG7rm6UBdQwLw3V4tLfwFb1ERERERES5BJdzGQYsrRKksrI2XolgYD2GAmMwtpVH/0rp35lLr8ZcSJVZU7sBM7QRp7pGEVSBv/YUvhVfoQwMDEwbUryrcZn1vaEoeLrajbsbfNZleomJ//qeGdsmLFqlY6DbwPm1S9ClNOGgLwaj59h/p9QYhnFUxa20R9i0/J2p75Xph7g/eV9sxrYJiseN5saNUE0V3b2PY9FCL1Qo6O2Noxyr0VsWhnHha/qg+X4KX/Ig/vD7b+DWX/8d9hy4Z9b7lNcv5gvDlViE4X3PwWkVt6qqoVntxIgexP79UZSrkZGRnG6/aIHP2kZsj5T2Ml+UycmouGeeZxoqMhearsBX0Y1l4Wo83XMIly9fXfB/g4iIiIiI6Hj0eJUgRqpLF8Ua0K+1ot43guT2vZDpaJw2GfVUy1Y34NCuKoQSP8eSxFI8eKgLFyzoQCka7uu3qmoDmgsB1YWApmOltwoNLg8erPfiv5dWo9/zUmzRGE3gw3tGce7gOOJ3PABtURvg90LxeQCfF4rfiwVL3Vao3zEi7RKA5yobcHnfELBqCUqZ5ADx+EsBU2PNGvi99Rn/JjRuWj1vWxdNH+141q1B09ZGHOh6GCec+Eo8+oCJrfvHsWBh5vudz2BuupMaEtqedvJ6eMc/AtVoOnK9MdqHe4f/G3gFsLTjZRnv21NvorKnBcOH/ozFcFZwKxbpMezyDqGhq7QnpytkcNvW5sJzSKLfXAojFILq98PWwa1UzN5///0FPZNGx5IzbMXqv9PUnkBw2yI81L+FLz0REREREc2bLVvmfkxS26SieU8Nnov7sQwxjA7vhWcsCKWqtGcPz6ZFhFSdLgiPoDoRRnKXyxr2rqjZTVHTtlgHlDC6xitxWjiEe/t6rGPMmao2C8E6ho3GYE6EgVAYZvDw5UTqC6EIzIkQMCGXYZihMDARxsZ4At9acvpR95U0DSu0/ffVR7cHEP1uzbr+s9uGcO79j2PamltFwWs0N2LdHnzfF8GYshzx/U/APDRwOOT1An7P4cvDP/s8L11m+ToXglTLRiZMq/XBlmeGsWLBK622CH5PHWorsosX7/1FFKoatcJqKdhKXR7+Hmtgjn8OA1uH4A+6EFcT6HlBxZOx6KTbpi716f7+8GXqd0f/vhjL07QndBQTJ23YAN/oZ2VJO/pXRgO8I5/FXx68CYvfer5VWTqTphYX1E4v9oz24ySUNvk8FTq4bayswhNjPYiPLLTaZUhbkXJiGAaGh4dz+hs5uWfCgJlYheHnH0X96RfA1sFtMBi0vuaimBsKu+jsLF5fpuUntWL/Nhf8wXoMRyOo9ZTPjIpERERERIUkw6yNPV2p3pdVlTkFYzTH1940sXXr3Gf5rmtW4XnBi65gAgnoGPKPoGHnAWgnry3rilvp7yqtAhoOPWv9HP/GY0B1AK43vAzaxpWz3r/Lo6C+NY7egdOwIH4v+iNVOBSaQFtFdoG2KUPvI9FJQWvocPB6OIQ9fJkOX9NhLZLTxKiS+FV4oVT4oVR4gQof1MZa61Kp8OGvTz+FP//1YYwn4xhPJjBuxLHYW4nnT78w9fdTMwT52TTxlWWVOP+NfwfXwhaY4QgQjsAMRQ9fRhDpCaHzmQko1T0YDA0hHglC7eoBwlHr9/j/7d0HeBv1+Qfw72law3s7y9l7bwKEvTdtgZbdBW0plD/dUArdLRToZJRNoYwAYRMIMzsheztxdmLHe2rr/s/7c2Rkx0O2ZVuWv5/nURxLp5N0ujtL33vv/bndzTPAY/OX0kyrqtxVIa76GQp7Wwt9wyp+jV/uQ3xeXVXEumolmA2qcFb9v0Zv/L+7XpeXc8wgTBl+NVyecrg8FXD5qpCMQe2+X2NnmOBIMiDgBwJ+HdKBRP1UvxtgKrWgGgFUV1XAYEhEsN6Iw3sDx27/ctpWOk+06viAV97uY/83Hh8Aq/DX3FZYrGHrhmKkOvMRCHqhwwPN6EVKeg0SPT889vY03UfL7xLMoeRaHC5eh4G5M1p9vqOGOFC+WscBz5cVu7FKAkppqRJNtqQc+I/uhqbPQllxENkDWw+5Y7XaNtjBlVTCaWOSD4negSjY9W58B7fdMaof9fyyzs7NhN+0E8Prc1FQVYFZWbl8G4iIiIio35GBjTyvfYDiQCFcZjdsvgRkG4fBeumZEQVj1PUBmKqruz5gckaOAdA1pHuSUW8bi7JMN4IF+2I+uN27t/XBkUKDch3n2KBcuP6SiNbRYWOTULZ4CoyWJ5HsG469u/cgx5mqwtbwalgVvIb//1h1bFia+CWrWUY5UoGruiQ7oeVmqv+Hgtjw29V1lrabV6xbtxTr6xuq6OQRdYsZ6/JSUG2xNo5FlefOgCNgRZ3Rg8MJpdA1DeUWK570VWJCjQV2kxn2RCvsqU7YTSbYTCYkGYw4UOOGnuDCb83v4SclB3H5d69rGk57joW4zUJf9dPV9PdgRXXj9XJxIwFuowMuoxMu9dMBt8GBenMS3CYnXJodfq3pa7cY/bBZA7AnBJFiB/IGa7AlGWFPM8OeZsF/nvonPl/6Zb9WIzR848RH4TE5Vb/b5nTosAfrMXleOoym1kM4f6IPb256AMgaAE/ynbAWpuGC623HFdZJ9a+M9eX3hQe/DT9l/Lgvr2v4f4vX+YLw+fzweQPweALw1wVVdWfDdBqCAbkYEAwYoQflOTcNYq04A2fPOOP4F9FGXifhrRbMxrJPFmPQ8PVITs1AcuIAJDoHwGnPgsHQEHsNHWjDEq0atYFR0N0eaAkN61gs6srAjW0NUGY2b4dP86P0cKDPBbdFnRwLasCABBTvSsEyYyVmB3VoBi0+g9shQ4Z0/zOh9kdQ7CLZMTsTt2Jo1SnYWXyAwS0RERER9cvQdtfrf8fyweuwJyENLs0Jm16Loe6VmPv6dozALQxvu9mOHTuiMp+UTANMZmCINxNVaeNQnrwWwV3d2z82GtXGrRXrNB2UCyhItqHWnACnz42RVfUqyPO9+iGQnqwqR8OrXb9sSdAQzA6qdSGnwgWLPg4X7CkCVr4Lb/iDqWrSLwNXLT0F2uDcJtepitKwSllNyiM7+ZqrvV4U11ejqLYMR+oqUVJXg1J3PTakBlB/+SnwW2zwWhwIHgvZxPC6XJxcNgmJAVvjdTVGFz5L34jdjiN4YudWQC4t0KDDnKjDGNRhC3rwSFoSXnv3OSQYDbDJxWSC3WSEzWiG3WyGw2yBwyzhbwJsiSmw+O0w+mzQ3BbobhN89RrctVBVsq668CpZ+Z6tq0DWZvbDZvQgRfPAhgrYAnWw+aqR4KmGzV0Jg6uhcrm10tbv6kF8PX8W6oJ+1AX8qrh4i+VDIHiJCmnDw1v5XdSbFiHwRg50qWJWybf651g1sQ4Edeg+P2YdnIq9dfsxMHkjglUpqFpogNNuVNNLFWMAfviCLvh0N7zyM+iGV3c3/C4/5Tp4vvxd/Wz43Ydj/4db5nL8C5P8+liGbYZVXSy6FUbdAgvsMOtOmHQnDAEbyovroAUSYAgmqN81PQF+23B4LC2Euc34Dn8dhYflWI4LQWMRdONW6MaPYbbVweYMIjHFiPpELxy6FYe3fYz0cXNgtSTH5JnhbR3c6SyHPQvJWIqjlkocPmzCePStXreHDnVukMXcgWakb0vChwnp0A8VQxvU0Pu6L+HgZDFE/qDt3LmzWx9jwHA/3Gss2F9QD0zs1ociIiIiIoq59gi7Fv0HT44sxirTNUjx5jdW8n3u3IvtIxfjhg/+g1ET/si2CX0guDUYNGTkGTCqMhdrkIMy7QiC5ZUIllXCkJ6CWB2AKrwFoYS1yUYLUk0WTLanqEG51qcnYZftHGh6ZsNEVmBzYglGuN7DlLJq+O5/+ssZSuikAtZjgavdBkNOBgwOGwq36yjzHcG6nBoY0vPw/TknNJz6L1WxYaf0d5Q/4IHHU416dwVK6ipwtL4SxfU1KHXVo8zjQYXXjwpfENUBA2oCJtTCiiCaVvdZdBfseh3sNjcyA3Ww+uthqa6DyeuC12SDy3olzjs667jHdgYS1PXvZK3CrKxPMTJZBmHzwxXwwyU//QG4pG9sIAh3QEe1B/BoQXg1DZbqFGj+ZPgDyfBIGBxIQtCfCD3ghB6wQw/Y4A9KW4EveQw+1BqrUGd0o87kgstYB1daLXymOvjMtQiY6qCZXbAaAasBsBk1JBiMsJkkIJafJjhMZthMTjhMaQ3hsMEMR1CDM2iA1W+AwRuEr9KFhS+8AodugUOTixkDLHY8MagOOfWrcHJ50wC7VgLstE0ottfizNVLoJt0+Ew++Iw+eI0+1ctW/q9+N/jgy/TAbXSj1PcofLlB7Crzwl/ph8/ghc/gQ1A7PkyW7Dcg75tuhDFogwFWFagaYYWmW2HQk6EhE5pugREWmCQI1C3QNEtYWmuGrpmgo+HiN2jwAKjTAL+6aPAboOJeV9CHCmeNmiYgF7lN0+AwaDgxggJ9D5ZiRF0djJoDPotUP2fCZRgGjysZrrIEuPYBSQAS4cbiT4ugL1kDzVwGi90Ne2IQzhQzUtMdSE3LPFaxmweTsXeqcnfv3h31eTrtOUgNHsERaxXKi2Nz/9gdVcgZuUYYYEAdRqNyeyHSGNxSV/vbdrWPcHvyx43FpvVl8JfGdsN+IiIiIqJo8+/eh+ezj2C/7yZ8rXgiEgNfjjBdY5yGz9JG4vmsJ3Hn7n0wj4ztEej7soKCgtZv1HSYTBJalOBQ8UjkZk5tc8Ch7EFGHDmYhD0uC2YG6lFrrYe5YF+vB7dykAC19dCraqFXH7tU1cKzczd+mjsOaSYJa61INpphCKv4U6FtwtXHtyrQ0xuuT38O02dMhHHa2IbqWOmr2sqpv4YcDw585sK+xIex25KFW7LTv5ydrsMfcMPjqYLbW61+erzVcHur4HJXo6S+GmXuepR5PSj3BFDlPxbEBi2oQwLq0dAOQNfC3xsjJN5zakCSUUe2OYDRdh3p0nM3wYZMmwPZ9iRkO1ORmJACqyUJ11z9LdR5/Qjv5pmaVYr5Eyeo/zdvESC/S7Xp/LIJOOf0RAzJm6lOw2/sH9v4M6h6yZZUS2/ZoAxPBIlvGuejAVa7jgRHEFa7H1abD8aEGsDigt9SB5+pBh5jLVy6GyafFxa/HwmhgDgQVBePhMNBwB3UUBXQ4PVp8OgGeHUjvDDCp8JKeUx5L33HLk37lhp16c7shVn3wXTuJPXTDC9Muk/1ba4zOLHbeQSFjiMttIyQOSTih1MPwo56BGFQAXkQNvVTl1YNBgt0gxm6boTf74dXkyLcFGlCC5PFpO4TgIaAriEIDX5dBofT4Ze2CYges8EAk2ZQP43q/xrMBiNMBq3xtvLSUlS6Gprtar5gw89gEAn2ACYbXSq0b61lhATZTw0qObZM6qGhBMm6hrQgkOYNItOlIaPejCSvDTYJoQNW6Foqgt7B8NeloabEhhoZLF7Nz3OsYncpDJYKWG1u2JOBpFQrUjMSkZ6eiaTEgXDYMqBphl45E1seNct9GIaKMgR27Y+oR3ty4kDYUYt6Yzl81cP63ABluzsZZiena9BMPuR4MrDocAGuxAnoa+Ki4lZKpl9++WW88847ahRC6X2RlpaGefPm4Sc/+Qlmz246SmWs2rx5c7c/Rlb6GNRZ30JO3ckod7mQZvvyqB0RERERUTw7dGQN9utX4rySlir5bOr6xZkuNV0+g9tuIeFRa60Ccga6MG5aJWz2R9Tvb37YcHrvvOk/xrDBp7d4n9whRmxYYkCKKwVHDbkoGxRAcsF+YM7k7g1kVRhbp8JYGeBOBbQ1x37KgHc19U3DV0kKE+0weN3q112eWlTUlaPC70WF34PygBdZpgQMHfhrlfO1NgjTLtvZmDoUMGemNTwfXYfXV9ckeHXL/z3VqDVUwp1YjiH162D1f4GX3nsT1T6fqoit9AN1ulW1CqnXHOoS+r8bEshKyNsQ9EpU6jQEkWwBUi1G5FstSLfakGWXIDZZ9c7NcaYj0+5QYVzjstJ16MGGxaAuksUd+ym/l5WUwaQlw5xgaOhTqslFQ4phJJwBR6vvgYR3cvu6t8dhtbcOnoZF2kjaZ9idGmyJGjJyDdhfEECh/QjOHxTEsBkjYXNqSLBrqmK7O8nr9wQDqhK4zudDrbcetR4Xan0u1HndqPW5Uefzot7nxYZtW3GopAQBkwk+swlBUwL8dmdjYiOB5CFbaYuPU2YZhUCCXS17udiMJpiN5rBg1AijrH87d+OAdSc8vklI9NsxaaQdJglNw0JV+b8KV7Uv/6/moTXMy9QsbA3dp6V5yO/yf3nsSNoRfO9734PWwmDtvpwsfHbyWFVp3VrLiM/SN+F3s+ZhgDMJpW4Xyj0ulLndKHO71O+HPG5skv+76uAONi3flfrgbL8FeR4bMjxWJHnMsPkssPjTYPANhrc2Gb4SO6qk2O5YsKsbi1UrBqO5AlarGw5HUAW7aTmpSM8boCp2rZZEdIYMStZWWwDpg3115nBsMC1Fpe7Em68uwmkuLxyXntFmm5/kxMEwaEbY9CNqGVaXB5GWbewzfzcK2jrg1wbZztOyfRhW5sQ7SfW4IhDs0hkHvSEugtu///3v+NOf/oThw4fjrLPOQmZmpnpTX3/9dXV5/vnnccUVVyDWbdjQMGpod5LG3FmJW6DXnYmV28px7rQB3f6YRERERESxYF3Qg9nlp7ZZyTe7fBbWDX4f+b30HOPd/v371ZfwlkLbafPKj7u+rv4oFn3+E5x10p9bDG9TswywJACjPXkoSZ6Assx65G/er0KzjvSuVINV1TWtkIUKYxvC2VDFLGrrGtLHEHkMp71hoK4kJwwDs4Gk4Y2/q0uyU00jq9wDP74du0sLYDTqMMjFoMNokZ9Acu64L9sjtECFuXoWXvlkCbSlKxDw+xAI+BHQpWrSAj8S4IcFAVgR0DKhYxD8ugXB+nNhqzdhW6V0yTXAoGuQWnMZ8sqsGWDRjCqYs0jwp5nUdSq4k2m1hulV21RpmdokiNVRpwO7dKBAXe9uDGhbGtvseDZcNPef6KzEFAOyBxsbQlqnQf2Ui9na9H1/5ZndyKhMR2VgPdJzxqCnyPqXYDSpS6o1QVXHtubm/7wK48GDTa6zjklB/dxz2n2cH4/Lx9mjTm53uoAxDZ9//i7eTT4REyqn4Otfc8Joio2Ky7KyMnUGcktMxSU4pO3BO5lotWVETXIZThl4ilpv2yL7hd8+uk71MD7rskSUBfwq3FUhrwp7XSiQSnN3GSo87saqY0vQpMLuHJ8DGb4EpHqtcPozkeAeDH99IjzldpQfAPZulE3Fi6DxEDTDUZiMFUgw1cGe4Eey04S0NCcysnKQmJkPU3IKNKulQ61kJLQdOusMLDKcpQ5emINAnRF4IbkOjsWLcJVUcbcS3hqlJUvSUCT5GvrnVlX0neB29+7d8HikyUbnDBjqQMlhI3bZndi7uxBDR41AXxIXwe2sWbPwySefYP78+U2u//zzz3H66afj5ptvxiWXXAKrNXZHDZSG4Bs3buyRxxo/JB2rSupRubUemNYjD0lERERE1Ovc2ugmX/qbk/BW2ifIdNSDp7tquqq0FbqmocgwoHHQuOzgIVVruvSL+5A/8JTj2iZINVVevhGjDuThDeNwHDUsBmpyoB8th5ad3hjIBiqr4a8qh7+qEoHqKvhr5VINf20NAvW1CLhq1QBNAUMQAS2AgCGAgM2EoM2IoM2EQI4BgcEaghYDAmYdARMQNOoN0wV9CAS9CATk4lGBqr/Eg0CRFwGfhqDPiaDfAfiTMHZ0GsaNPBtaIA1aMBVaMA2GYz81vfUq03DeuunwGwMqVApAh18dctCha1KTq8p1YVbVkRo0fxDBoAl1pno4rFbkORywmgywmoywGA1q+Un2rIV+qv+jhf9rjf+XkLm120LXSzHrl9OEHqPpNCtWrMD777+rKol1/ctLinMIZoz6ZrvLYcIci2qV0Z4ho4/CsyQfB0tjM6Q6evQoDjYLbYV7ZyVss2rgMjgbFlpzug6nVo/Ths+N6HEMU8ZgwnvT8HrGZhj0+SgrCiJrYGwsk7Vr17Z6m6brsKxYg92nWlFoP4w8T+aXLSOsJdANGv44/aR2Q1s1L02DNeUQBhw8DfkllZg6aUir0wb0ICo9nibBbumx/5e767HPU37sdxf8XqhgN8lvR6LPjmS/DWn+LCT5h8BR70B9rQ2lpcDuvUBQ9jPGUsCwG1a9FHZDNRxGN5ItBqQ6EuA+XIRTk7JQ6fehMuBVP6sCDUMLDph5GqBfAkeg6XN1qLY/l+CFT9/CNyaMaLVtQlbGBByq3gqP5sOeYh+GjukbvW43dLHIceCwBGxcoiO/Pglv7dqJWxjc9rzLLrusxetPOukknHrqqVi0aBE2bdqEGTNmIFZJhXB397cNyR9/Lt7bvAnJZRMQCAZVjxkiIiIioniXbc1XPQwjmY66R0unu6ZlemGzB7HXMAKrTKc3HTTOshez/IuRX78Li5b8FDZryrGA1IuAVwKTerjqXDCZXTi3ogZVqMMrEw4i8N4bCEoAeyyMlVDzOFLsJh0HGroOHEfTjKpKTQYoMhjMDT9hgdGXCIM3oyFsldA1kAIEkqH7kwCfE7rPCc0nbRFsMARlgKYvBfUAPKiHS2u41Gsy4FUp6syHYDE6ML2u/RGkVw5aj+SBFmQm2JCRYDvWP1Z+2tXvyRZrY9/c2k82YuGafBxxfo6VA0xYcPYlHapE7k77Xl+Joorji5fKqgswbvAlsFlTW+0hak/UkDkgsu+xeUOSsGplOYx1eR2uxO4Ja9asafF6GS8sa/Nq7Jt0akMJc/jzPlbS/O3hA1RbhEhoJiNS5szHgD0vqUHX9u0BsgZGdrCgN4NbkbDvIPDxUtTOnoZDji9bRmTbHPjRpOk4dcDgiB9r7Cig7JAfKzdW4pxJrZ+BLEGwbFtyaY+0w1ABb1iLhoZLJQo9LlTWeeGuBYJ1RhXwqpDXl44k/yAk+W2o9Sag2CVlsBLsBpA8swJOQzmGoBy2YAVSfBVwuqqww3CuTNDqGSN1gdPgLtgL2+hhLT7P3Kyp2Lr7TdSa6nHoqFzTN4LbL774okv3T8nQYLTUYHKdHe/YDuPmYFC18egr4qLiti1mc8NOzGSK7Zfa2s66OySnDoHD/CwS62ZjVUE55o7O6LHHJiIiIiLqLWPyUnAE3oimo+7R0mnAtoSACm3bGjQO5odh37ca9oAdBr8Go1+HMWCEUTcgOWhEmrQL0NMQMKTArptgNTphzsuD0WaHyeaEyZ4Io8MJozMJJnMCjAZLYyirGSzwec2orTeh1mVAXb0BrjoN7nqoi88FBNwGBDwGBD1GBIJNv/DL0Fdukxf1Rg9qDW7UG92ot1aj3u5R16nfjR64DB64A7XQ/H5oXh80nw8Gn6/h//V+BBMSMMo4ot1BmC6eOQznDmk5mGnOPiIbmcv2Ir9uBD6s34rtleUYm/rlIGW9ScanaYm8zrW7nsK88berCtyWwtvpp1oi7lGbljIM+x1LMaHyZLgPV8E2ILa279WrV7d6m2vtUQzBxzg6YSZcxi9bLUilrYS2V04+v0OPZZw7GSet/ggfpJTCVmDBzJN6P7iV1inr1q1rdzoJb637D2H6uX9CtWMfrj53KqZkZEZUaRtu3rBJ+PuKw9DLkhAtNpMJA52J6tKWoK6jyttQxVuqKncl7K1CSZ0HVRVe1FX5UX3UA4eWDGcwEUn+DAQDduiGBFQ4AHsbI8aFej+/t2gRLti0C1p6SsMlIxVaerJqyzAgZ5Yajg6oRmXll/vZWFZdXY1t27Z1aR5ysCZrcD08hcNRrh3G8iOHcNKAQegrYjvNjEL/pA8//BC5ubmYOLH1I5fSKyO8X4asGKH2BXLpqZ21HP3riK48t2kpXmyrdmPDhhrMHtnKIWYiIiIiojiSlWeAwRZAwGVoNRgz2oJqup76HtCW7noOvfX9p76+HoWFhcd978kKJuKA77p2B437dvV6DEqfCmQ6VO9YJDrgTbSh3p6AT5fq2FFVjc9TFuHSYAWyDufCM+ZkuOqC8NTr8JYD/kMG6B4D4DHC4DXB5DPB4rMgIWCBSW96yrg0ImgMXE0eeE0+BOx+BFP90KwBGBN0mGw6LHYJng1wmM3IMpsx1GSGw+SAw5wMh/zfbIZdXWfG7379a2zetKnV5eOVQZjmb2x3EKbbE8ZG/D7pORkY6luNEt+pGODfjYV7dmF0cip6W2lpKY4cab3+/UDJKizZ/FdMG3kdHAlfFhrJeF3TTrFg4PDIt1GrJRnViRuAyvnYs7ICYy6JXmDXVW63G+vXr28zC6j/ohiOdW9h3kXfRL2lBGfPGoVTh89VlbYd3l5tVkwaOR1P1RQjv3wCPG4/zJberTzcsmVL5Gcf6zpyPalIM5dianqm6r0clKbKHZDsHIhK+4sYUX8xKo76kZzRs68/2WxRl2GJycfdJu0z73z8j+r/ulHatCSoi+ZIxJRR52Ki75R251/jvQiPH6qG70gFDCiCLbAd6d5KDA76MNRmx2me01Hi/gKVdflw7QYsWWmA3RZzleghy5cvb3U9D99u2tsWxkzJxpFdwJQaG97ctgXzcrtnvKfu+Bsat8Gtz+fDNddcoz6QyMBlRmPrvVv+8Ic/4J577jnuehntNDGxcyMBdkRlZWWH+9vKyiAfejorOXM2Sks2IOXwROzYtUuN+khEREREFO+GT0hAweqUFoMx+W34hGrs3avOIe11NTU13TLf3vr+I995ZMT05ioxHrPLZ7c7aNzPBtbAYglCd7lgqPbB6KtFQsAKe8AK27GfZx2+BAgkoCZghfFdaWzQ0BFBSO9anwSwZi+CZj/g9ACWOvgsASAhCIs1iIQEHbYEHXarBrvRCJvRCItmgKaZIvv6LMVsAR/g8Um9pOpDK5FUpVQVrl2rvqe2Rt+zD4UnFbQ+CFP6JlSklCGpuhaFNccvx9YkZ9XDUF+H2ZVOvL2/EOc6kuEw9m4U8Nlnn6kgvy0793+Cgv2f4ZJLHoYRBsyZZUJiuhc+DejoV+Ekqxf7bEVI3ZsASxe+R3fHmbdVVVURTZtdPwU+XwlGmNJwYF/LA3lFwpSfBWzaAQOmYNnnyzBoaB560zvvvNPuuhDtPCTVvhVuw7lY9Ukphk9rfZvsaVJ42GRZhP0NKLOnAdntB7eHknZANwAmbyISfMOhBZ2oNZqw1Qhs9QMe09lwp1QjoFVi/9u74fSvRaa/DoOgI9NuBJJtCCQ74E92wp/kQMBha2ha3UveeuutVtePUM9zr9fb7vqguo1YTJhYl40XqvZi486dcHbDmfnd8Xc7LoNb2Yivv/569cfg29/+tgpw2/Lzn/8ct99+e5MjzoMGDcLQoUORlNT9R+Pee+892O0dK1M3GAwYNiyy02Naog8dis93/grOwGwcqPXjjCnZnZ4XEREREVFfIR+hs7MD+OITL1xhRV4yGv30UywYNLJ3Q4xwoUrYaOut7z8y9khL33uMqZENGnfRvvNhQLOCE6MOY0IQpgQdNZU6ykzVKLMvxZmHgYx5U2EbnYsEh4YEuwazpeGU2d7q7Stt/EKt/FpjWrUOu09zHD8IU0IpdA34w9QTMSKvY6f4Bk/Skf3GZvgME4Dg5/gi6MP1I1seeb6nPPXUUxF/B/Ya3GowsymzxnX68cYeHYjFVYcw1DVTCraRmN1+39Ke8Oqrr3YoC5D1tys5QMiobdtRZ6xDxVEv5p/e9fl1llRMSuDW03nIadVj8FbFIdiK8nDG0OSYqTY9fPhwq8viyPZ1qM2rUwORtXbGSJ2xHj+6diIssrM7psrtws4jB7H/SAVKyr2oqQrCV2dDQiANRn8OdN2BMqMBZTKxB6gvq4Onohq6VglLsATJ/moM0IIY4jAhO8MOQ0aoBUMKkJYMrRvbkspBjX379rW6TBISrOqnxWKJaH2omHwAO1dPgN1fhJ1GHV+JwrbUE3+3TfEY2t544414/vnncfXVV+Phhx9u9z5Wq1VdWtoZyKW7rVq1qlM7iq4+tzmpDiytr0DlhgDOmsaKWyIiIiLqH4aMNmDQSBNKDgXhqtVhczYMdBRpz8ye0l3fRXrj+48ENNIerqXvPS53ZMs9Zbgfk8cnqhDWZtdUIGsyfxnGLn/Pg227Ang5tRAXVO/GID0TpsGRD1rU3cFtJN/5EvYfamUQJnuHB2EK0cYOw7gFK3DEOhtn+TPw4u4duHLkGNXCobfaJEj1dUe/A3dl3ZwxcCL+c3gvoPuw//NKTPxa7w9AKFWCUnHbk8shZNqoEfhgfSkspXnw+etgtXT/mcYt2bt3L4qKino8D5k4cj4e2/opJtYMRelhIHtQ7+ch0i5i165drS8LHdha8wJm2r/ZaiuVpPF7kGBtOHshJNXuwOzhozF7eMPvwWAATz93DSwlj2H9iA24ff4w7Dh4CIeKa1BWGYS71gK4nTD70mDV8xGADft1YH8tEKgNoP5AHXyGKmhaIWyBKqTCg0EWA/JTzEjJTIIhsyHU1dJTodmO/zvTEZ9//nmbAwpqBg01xm1w1Zbii42bMXXiOJjaOJtg6pzBKPiiBCdX5ODdgh342sixiLbu+BtqirfQ9oYbbsAzzzyDq666Sh3F64ngtSvkVKENGzb0ymOPmf0NvP3uJxhUfjGOlruRlZbQK8+DiIiIiKinSUibPaj1dmoU/UHJJLBribdkPxBBu8Hp05zIG9z6V9jhE00o3JIAh3c81mVuxJiilh8vlgbiamsQprEX/Ah+gx1XX5zfqUGYQjSjEekzh8CyfQsGH81FbV4pXtq9A9ePnoDeOjW+o+O7dNXYAdNh1daj0r4P+/anY0JQV6FPb5IBuVwuV6889vQpE/HE9uUYVzsLBQVLMWH8Wb3yPJYtW9Yrj5ucOAgp5o2oNp2JXZuNMfG3QHKh9raLwlUfArOAcYlXqYHIQqTSVkLbq85sGtq21l5gQE4eiku8qC83IiMpE7kTcoAWdgceby32lezDrkNHcaTUi+pqA7z1Nhg8SbD6c6EFR8GlW7DTBXXxFvngMtbAbyiDUd8DZ7AWmaYgBjgNGJKRAGdWSkPFbkaq6lHeVmAvy0JaR7Rm0Kix2DdtPBahDI5ADj7fcgS+bRtw25CROP2EOS3ex2zRMHSiC8EN4/FJ7UfYV1ONIYmx0/M67oPb8ND2iiuuwLPPPttmX9tYITsqGUWxNyQMHIJx2p9RqV2AxUtrcNWFsXNaGBERERERxY/Fixe3eltp5TbU+SthNyW3PmicPYicgW1/fc3MMyApTcPkmnwsT03EVw4ebexv29s6Oiq6puvI9Nph1TMwPbPrbe1M86Zi2NrnsV2/Ghc7avDczm24bOhIJFm6VhHXmcIlCW57mtFoxmibH+sTDyDFNQLlK/cife5Q9KYlS5b02mMnWhPgcFRDL9VRuL0EE8b3/HOQYK43l8G81CwsqT2IlB12zD7DCpO5d4P8L774IqLpJLwtNCzGyWf9At6Eckwam4OvzJwAq7n90DZk0LCTsH/HLmS5U7GrqhJjU9NbnM5qcWLUgHHq0lwg4ENV7WEUFh/AvqIalJQHUFtjQcDthMmbAqN/CBBwoiJgRIUH2FwGuArcKtgNYjcsqEGy5oV0LclLNmJwdiISslIbqnVTk7CrsFD1XW8ttK2cfA4uLJmo2uiE1Bjr8bhPBoBc0Wp4O/Pkwdi7qRjzykdh4Zb1+OGckxHrTPHUHkFC269+9at47rnn+kRoKz766KNeffy5I87CIzs2YfDuCfD79F7fWRERERERUXyRgWU+/fTTVm+XYHbd9scxb/zt0LWWB42bd4a93VYWUr01aooZVR/lYU3KZBx2b8OINk6z7SklJSU4erR3B7zTkhMxfsQgbCvag8EHEuHLDOC/Bdtw8/gpPfo8XnnllRYHqOsJZw4ZjT+7SnCa5kbh0nKkzR4CrZfO0JU2CStXrkRvmjssD0ePVCBQnAZdD0LrZEV3Z0nv0gMHOj/IWledMuV8PFO+HrMrx+Dg7gDyx/RePCYh9tq1ayO/Q1BHpmcsXM4vcOEJ0zr8eANzZgLmhRjgugI7KspbDW7bOxiSljxEXWaMOv711LtKUV5dgN1HjuJQiQvllQa46+wIepJg8afC4M9FMGBHkVdDURWwZr+OemMdPIYyQNsLc6AG5825Eag7CnflAVRXHMJRbz2K/R74JpyO80pmHfecnAGbuv7F4DLMn+1vsW2CVN1OmGNAcFk+3irche/NCsIU42fqx0Vwe++99+Lpp5+G0+nEqFGj8Nvf/va4aS655BJMmdKzf5Tac+jQIWzevLlXn0P23HORUHgnTLVTsHJ1DeadEPtl4kRERERE1HfI6a7tnRJ+sHQ1lm75K6aOuB6OhC9DBEeihumnWjF4ZGRfXYeNM+GLzzwYWjsVK1NWYERtvToltzetX7++w/eR4GN3wRdwVXnxySdTcNJJJ3W5OMly1jxkP/E0jlZ9E18bFcSLu7bhyhFjkGpN6LHvv6+//jp6y/mjT8HfdjyNQ8kFMJcNx6SVm2GdO6lXnov0tu2tNgkhp40ag7+sK0B61TSUV+xBetqxJqg9pK2DOW1tFzt3LUOpZwM+GRHo0naRlTUWaYYFKLOUYO+2nF4NbqXXb1mZGh6sRyQ685Bg3wqtzor9hbVAlMfokoNlDnumugzKOf52j7cG1TUHUFJ5EHuPVOJIeQDVNRZ46xNh8KXCGkiHWR8MW0ICkAAkpQNpWgCZxloMM9QiraLhLITmZ2jI73Kwb1rlVKzZsBlzprWcAU6YnYnNaw5gWvlUvLNxCS6aEttVt3ER3MpKHmrm/Lvf/a7FafLz82MuuO2NU0Sa06wWnJOcjte8+xFcm4s5s3UYjay6JSIiIqL4FggE1MAnR44cQW5ublSCMTqetIWLNKyT8PZQ6RqcesadcAaH4qKvpHV40DizVcOIiSa4NuRjWVYmriqpgLGXg1sZlK0jZJ3csmUL3G+/rX5/9mlg4MCBeOihh3DZZZd1+nkY0pIxK38Q3ji4Dzm7EqBlQFXd/mDCVPTEWbJ/+9vfeq1NoLCYzDgjIwEfeQ/hG5UTsefDwxg9ZRQ0W8+P9dKZ0DLaBjoTodtLYaocjcKdW5A+p+eCW1kfPv74405tF2+7j20X/7m3y9vFTFsyNjuOIGNvBrxuHZaE3slCZMD6npY12IGDZXXw7Ov5QQplMLzM9HHqMq7ZaucPePDKgifxwYcLYE9OgD11ECyOQbBYBsKs5SDBNxQWvfUoU8JbaZ9QuK8Uc1opRpa/KSeflYZP39Lw0Ya1uHBy75+Z0ZbYrgeOkAxCJkde2rpcf/31iCVyesiiRYsQC8bOvwHljrdg8lixe4uvt58OEREREVG3evXVV1Vhx6mnnoqvf/3r6qf8LtdT9FvDSauASEm1lMdQDb/BrwYM6khoGzJuugXWoAWa50yUHZB+h71Hqioj7V0ZCqdkerfbfVy16le+8pUur6NJ55yNNLwLd8UAfC1lPBYU7kSN14vutmDBAmzdurXD95Pv8rsKVmPtmnfwySefqAMuXXHzjAtQa65ChfMAdlomwPvWZ+iNLKCjYX53mTcyDS6DB/t39uxgcRs3buxQhWl3bRfnTj4Lu5yHoQc1HCrs2rrVFStWrOjxx8zJmYhS20akVGcjGOzZ978twYCGd95ahqNHErB3O7B1+QGs/3AZVr3zEpa+8xCqa9+NaD5thbti4GgndHsRhlfNxWdreu9MgH4T3PZFb7311nE7nd5iycjCPGMJdtkP4YtlLgQDsbPREhERERFFk3zBly/6Bw8e7JZgjL7k8/nwv//9r8cXiTPZgOR8HyZUT8Dioo29+pZIVbf0M400pJSKwtZuE7fddluXwkvNacfc8eMQMBUgY7sNvkAQr+8tQHeS9oAyDk1HSVgng9o9/Lcb8d8nfxqVAyxp9hRclG3GosRdqDGlYu8GF4J7D6EnffbZZ2rb6Ah5/wsKVmDt6vejEmCHnDNxIvbbilBRGeVz5dvx/vvvRzxtd24XwweNgmaoQI35EA7s6p1qcOl/vWvXrh5/3Kz0Cai1fwx70IY9q3q3B3c42eYrKipavlHXUHG45QHLmhs1NKPdac44fwDSfIl4f7MHwWDvnQ3QL1ol9DVyhO21115DLDl99pV4c8USjCi6AoVb/RgxsefL5YmIiIiIupN8sb/11lsbv+yHk+vkVEkJAC6++GK2TYiCt99+u0PVtqH3obBgA/yVOzH2k3GdbmFx4slJeOcZN7bXNhs1pwfJa5E2EVKwI0GdXCTEbf7/0E+pzm2ruEfmJ4M5JScnIzExETabrVOXBIsVO9c/B492McaMqMQjuxdi9Cn1cNodx01rNpu7dAqxvP9//OMf1anxHRGqsGwudIBFBjnr7OnxP5j9FXx89HEccOxDAk7AwBffhv3/roZm6pl45IMPPuhc64xjLQL++0R0WmeIZKsVWsJO2OrORGW5Hylp3b8MZJ2Q8Nrj8ah9srTPkJ/N/x/6XVpiRrJd3HnnnZg7dy5SUlIaL6mpqWospNbWYbl+rNGMvfb9SNmTi0DA2uOtI5cuXdrh+8hr3r7rcxwtWIGxQwyd2k9mpI2B1bwRJZYqbFnrw/A56HWyH3zppZfanGb3vgJMGlYOczD1uB63obM2/MZKjJs4pt3HyxmcAK9jD7JrTsLqNS9i9qxvIBYxuO0FvTmSZmsyhs/AqFVPocB+IqzL8jB0nIm9bomIiIgorkj1Y/NK25YCAJnulFNO6dHnFm9qamrw4osvdqm365PPdj6gSs00ota5F7k181BeehRpGVnoCgmZysvLGy9ymnf47y1dV1paivr6+hbnZzKZVCgqF4vFon6KSL4nXnTRRRgzZowKelu6SDDW2m1y+bIy8fnGec7GL1t8LIPB0OmAWF6jtAesrKxU85FgSS6t/T/0u2irwrKrB1gSzDb83/jR+KN3GwbWD8Q293BMWbwSprPnobvt3r0bBQUFMRFgh5yQWYqi8gAWrziCy88bpJaxHEyQdTH8IgFq8+taurQ3XSR9juU9Dq0TkZIDBC2RdSo8zA0FuqH/H6qpxi6PjirvPviTMzF0ZHqTae12e7f2P5UK6q70+n3y4d91aj9pMloxKi0b77v3ILN8EupK3XBk9Hy/53Dvvfee2m+2RdeBnYcewfjcn6mQNjy8ld/F+FlHYTINjOgx552ShdVvA69tL8OsmbHZ65bBbQ8rLi7GwoULEYsuGTUXv9q5FiMO52HXRj9GT2XVLRERERHFD/nCG83pqHXSIkECnN4MqGbO0rDlIxvefH8TrvtGQ3ArlXstha6thbGh61sLYJOSkpCeno60tDR1yczMxOjRo1UwJIGMBFWhYDY8pA0FlOEksGgvtBDf+c53unRgIVTd+8FjD+FA+eVYlf4FErP8uHboqDYD39YuEtLL6d7Nr5dlJ4/V0WpbCU5aqopvfoBl1qxZyMrKUgGxBHzhP1v7f/h19XtW4h91H2CINwejPtmClJUfw5ScGPH9O3P7f//7XxWKymts6dL8dbYXYP/whz/E1KlT1Xrd0YA1NG1V+VEUld0Ln8eLG+FS10fSdkDWY4fD0eJFqlxzcnKOu14CfTmgI9tTaLmEL7vQ/8O3D9kmIukBK+0XZEB6OVAQusgp9+G/h18vB/Hk/yXl5er3Tf7/4OEXWn6dzYPf5uFvW9cnJLQehu7duxeFhYXorf1kfu4MFFVvRLB8PHZ+UI6pVw1Bb5H1LtLWOpt3bJCoHmPzvgmjHnZQzliG0bPKMPOEVkYla8GIUXYsf78McJ+MHRvfw5jJ5yLWMLjtQbJzffTRRzvcz6anjJ18GQYW/AQ7HBNhXT4Ew8abYLbE3tEGIiIiIqLOyM3Njep01DIJRKRNQqQiCajCKyzlulAw2F7ounbTXvhr3fjFT6pQUVGu7tcSCVhC4atcJHQaN25ck+vkEh7Syn1ClbLNSbGODMAk00VK5i0hT2unhctykMo6OS26K0Ih8vlXXo+XXzmA0wzz8HziGsyaOwdmQ8crWJuT9+c1p6TiAABaWElEQVQf//hH42Dc8rsEgRLghk6BD/9/899DoVokr0OqIaWCU75jy3ILnWovP1v7f+inz+dFWf1KbPGZ8XbQD8OKt+HX0Hh7RwPnaAgPcWW5tfUc5HYJ7IYNa70/rRwoaC1clXYbsp7bbOOwfd8OpAdPQtZUIyYNyW0zkA39v7V1vy3SIkECVtl2or1dnH766Wr/IGF+RxTX1+Oi917DN/blIMWcjpmnWyMKf/fs2dPk99Yqia1Wa6tBrwS3cgltk3IJr8YPP8jT0f1kJPIHnIzU7U9jj3MfbIcGYKI/CJOpd4bCevnll1FdXR3x9B988h7+vv1BzJ01D9kZeSguPYydu7fjgQcewExEHtzKAJjDxibAs3Ugnt76Kv7A4LZ/W7ZsGVatWoVYZTbZcNmAwfiztgmjDw3C1tU+TJ5n6e2nRUREREQUFRJ4yRd8CTtaquiLVjDW3z3++OMdGihIQtdIeliOGDFCVSvK9NK6oKX3LzyAlcAnK8cEpz4POTlJmHXioCbBa3gAK2FJNM+y7MxgXPL8x48f32JFXaga88EHH4xa/+WEAYOQn/wB9pdNRmptMtaVHsWsrK4ftJCquVBoG3ruHVm+EgpGEtzKqfFdbWmyfPtC/PULHRcXnYHJlUsw7uujYBw7rEng3Frw214w3Pz/cjBj+fLljYGs/GzrImHg4cOH230NP/3pT3HBBRe0GLRGGq4+88zZ0Et/jAM5h3HTVWO75XRxeU0LFiyIue0iS1p7aAa47ZUw1U/F6NGpKszr6GuTKuK2KnzDf5cK9e3bt6u2GaEe160JVSHLa41kP/mzn/0MkydPVmG3XCQ4bu3/VmseBqEay5L2YnjtCOz/rBjDTuv5A5dSSdyRM9OPhFUef/hx031NZyqPR42zYf8mDQX6VJQUbkXmsHGIJay47SFVVVX497//jVg3Z8YNGPLGb7AucSSMa0ZjxEQTHEm9c8SFiIiIiCia5Auw9AGUL3bNT8fujmCsP1q/fj3WrFnTofu0FMK2RFoQyOBDrVXByqBdzd+7yvIj+Nkb23FS2SyccVkCsgd173srgZysQ20FLO1Ve0+fPv3YYFRfzkMOKMh8u9rPtLnZF16Efc/uxoyqoVhefKTLwa0MvPX881/2zu2Mnqo8FnNGX4QT9v8aG+uHQ8NcDHznPaSMGdpY9RpqddBVUv39yCOPIDs7O+L7SIuASILbc845ByeeeGKXnl+WPQ8HzOuQUjIOa0qKMTMrB9EmRWwdaQvQU9uFvM+DHE7UGCqhB62orgggJd3U4XmEwnJ5TpF488031RnZQv4WhQL+0OCF4Re5XsLfSPYr9913HzruYXxkssBiSoAjqSHYjST4be//kU4nWZm8zkgOGOjdUHmcmWeAyRrE4LoheHjVm7iLwW3/IyvPP//5TxXexjq7LQNfyc7GHwxbMKl+KNZ+asJJF/Zug2oiIiIiomiRL/hSjXPrrbc2qerrrmCsv33vefLJJzt8P/kCHwmpJOtohWVKWi5S7U/gSO0wLHsvDRde74TJ3H3t4GTd2rx5c5fmISGVnMI+YPh5cFV5ceP1Uzo1anwkLOkZyE38BKg8Gx/vXwZM7Py81q5dq1okdFVPVh7L/L5z4g9wS+W/UVf3PaysH4szd+yFccxQRNMLL7ygKitjNcDOzpqKg1UvIrXyfixYuwkzz8mJ+r5B+vtGY7sYlX8jSj0bcOM3To3adpGXlIwya7n6/8F9h5GSPhjdSSqxX3/99SbvZag1gvQBbi3Il4EH27N48WKccMIJar2Rg2Lys63/19SW4++rFiGtLgfZFQMwbJQLmh2t3kfaGcjzaG++bfWpbo0sh9CAhfKz+f8NBoNadpFUHndkkFGpsM4fbUHd1gF4JiUDt+zfi5TB+YgVrLjtAXKaiJwS0VecNPd7eOO1O/FxymCYds5E0f4Acgaz6oCIiIiI4oOEs1KNI1/s5JRLCQS6KxjrT2R5dqairrsDqm/NPAe3rFiDnCNnYuNSL6adEllQ3FHbtm3rcjgV/pqHj5wOq56BU04Zju4088zZWPhyAJajyajz+eDoRO9SCUqkdUG0+sL2ZOWxw56JH0yegH/Xr4UjMA9HP1uB3CgGt7JNSF/XWA6wB4ycj5X7nwFMbvgP2LCzsgKjUlIRLTJQn/SE7Sp53aNGnIAhzkycckr0Wtpk2+wotJuha5UoPlSKCdO6N7iV5SHtErpjPzl//ny1TrQ1KFpzVcP8eKkkBRfvOQtDM2ox64aurf8SnkoFbXvBsQxI9q9//Usti1Cv69Al/PdA2P8jHfSyo4OMDp9gwq6NTuS6B+EfSxfgzsH/h1jB4LabyR+wUPl7X5FgTcF1Q6bgx4e2o7ZuONZ8lI7zrrHBYORAZUREREQUH+SLbVf7Y9KX5At1Z0+R7+6AavjQ6Rix5j2sTM6F9sUkDBxpQtaA6Ib0UoX25z//uVcGtOqqpMGDAMtKDKvLw86qCkzN6NjgThK+/OY3v2l14LeuVlgOGn45ampK8K1rZ3XbAZapoy7BsIJfoLx6IpZX5OJSlxuaretnnkqAJcFUZ6oPezLAzsieAKtuQaJ5LUbXT8OLu7bjrhlzozJvqTR+5plnEMty7A4cNUjlZRGqKloeZCxapO2B9IGOpf3ktdO+ggWL3kFR8jZoZRMw1RuA2dL57UyejwyMJxcZBK817777rqoyHjBgQMTzLi0txYoVK6I+yGhGrhGZAww4rWQUns09hG/t3IqcUbHR65bNS7uR7KDkj3dHT4mIBdNm34CTvZvxRuoGVJUHsXN99+68iIiIiIio71qyZIka9K2zQgFV8yoxCag6OtBMS7436xysTd4Jt+Uolr/ngd/XuSCtJRLKyUjmEij0VUMy65DjScOWfXs6/Nqlb3RHq9s6EgCNGDkT02acpw60dFdVvKYZcMPsb6AgcR3qTYNQt7nz63I4GZBsx44dXZqHbBunn346fvCD5/GNG3+Djz/+WFWvRrPq2GAwYqBlHOpNb8DuT8DGXdWo9UUnx5DtN9a3jWy7A27oMOqVcNd07wDt0ge6qKgopvaT6YnZmJOiYXHSIfg0K/Yv6Vg1cGdITtaZADv9WOVxmz2LBw3q1BkaU0+2wO7NxLiaEfjLF290+oBLtDG47UZPP/009u7di75Idtw3jbwYfnMhDiYVYtNyLzyu2FhpiYiIiIgodsiX25dffrnL8wkFVN++5T7ccM0/oxpQjRkyHXMMxXg18wvU1wSxfkn0imukV2VHB2SLNaOmjoIBGg4UVnTofh9++GGfagvYlpzMicjL2gD51rtlR32X51dcXKwygWiQMGrkyDmYNvPsbguw8wfMR6V9OUwWPwbVZuGjQwe6PE8J9CVQjHU5NnvDf3Q3gr6kbgvspGq6q4P3hfaTP735Tdxw0y+jtp+8adp5KLYE4TbvQeGW7i/ck2pbGbSvs5XHLelq5XFmnhEjJ5swr2IStmMM1i1/B7GAwW03jqb6xhtvoC/LmX4GLqg+jHeTd8IXCGLrGl9vPyUiIiIiIooxMihVtApW5Iv3sJGTMXP6pVEPqH544uWoMtfikGM5dqz1o/RIICr9S2P9NPBIZI3Mg0/zwlfT8sBILampqcETTzyBeHLJxBNQbq7BjpquBXfSMkPCo7YGUYo1QyaeB4MuPX93Y7QvDx8f2t+l+Un4KW0jpddprMu1O9VPnykIBNLgcld2y+NIiF1ZWRmV/eSYESdh5pzTorafHJGahclJFqxN2ouj3jTUlnm7tV3Ea6+91un75x6rPG4+kFs0ztCYNt+ClDQTLjg6Bw/uLYDf60FvY3DbDerr69XpIn2dZtBwfc4ZMGtHsS9pC3au98HrYdUtERERERF96dVXX+0Ti2NI1gicZq7Eq6lH4Eh0Y9UHXgSDepfCBwnn5GdfJ6O1u0wVMHlb70fZnFRZRzpQUF8xcsAJ8JiqUBPsWhAm4dHmzZvRl1iS0zHAMxiu4Kdw1DuwqbgM/i70bJZK7L5SiZ5qtcJhMqPWboIGCyoqot8qQCqwY31fed34E7DBWQcdXuxZWtJtj7N06VKUlZV1aR65ubk4//zz8Yub3sFNt/w8apXHJrOGUy+1IUmzYlL55XjqnX+htzG47QZyxDXWe7hEyjF9Kk4vK8Vi+z4EfDr2buv7H0qIiIiIiCg6du3ahY0bN/aZxXnrqVfDAjeWJbyNipIgCjd3/vvNW2+9pYKCeOEz1sMSsEVcrCSnOscbo9EMS1CDR+t8YCk9bf/73/+iL8pPnIEK86fQoCHZlYiCqo61zghfPx555BH0FVLBmp+YhBJ7Q2BfWV4V9cd47LHHYr76eG5OHrIcRhy270bBnu6ruJV9Z7QOOI0bcTLmzIte5bFwJhtw9lcTkelNRNmhC7Bn/wb0Jga3USanyrzzTmz0wYgGLSsNX6nMQI3ZD1/SYezbweCWiIiIiIgaLFiwoE8tivTETFxo9+Ezh4bknApsXO5DwN/xqltpE9CZgXVimd/ghVk3RzTtsmXL+lQbgI5w+lPgMlV36r4ulwv33XefapXQFw0ZfgaCxoPQDAFkeJNRWN25AFOC6870L+1No1PSsNvaEFZWlUS3VcLq1auxcuVKxDqDpuHKUROx0VEFlz8LlSXRbxOwc+dObN++HbEuI9eEqae4kOPOxhtvBXr1zAoGt1EU6uESKyPPRevI0+C8gUgL1GOPeRtKDgejOgIrERERERH1TYcPH1anvPY1N512HZx6Ld7HIrhqdRRu7fgXcunPWFdXh3ji0wCj3jC4T3u++OILxKOqo17YAonw2g536v5SZVpUVIS+yjFqHDJcKTCYipETTMaR+o6v49LvOloVlT1pYloGtqMaOgKoLun64HQhcoDj4YcfRl9x7qChOOQoRRA+bFyyLurzX7hwIfqKSdNy4c5agTTXKCxcsK3XngeD2yiSHi5btmxBvDHkZmJEvQt7jeXQg0B1ed88ekhERERERNHzwgsv9MmiFUeCExeavViVYEFyrgsF6/0dPg387bffRrzxwQQDIlsWu3fvRjzavrwcXs2H9KyO99+UisrFixejL9OSnMjzDYFP24+UgANVHRyYSfYH0hKgL1YcT8/Mhq7pCBgqUFdliGorzaNHo98zt7skWiw4edBAFCUcxaFD0Z33kSNH8Pnnn6MvufGiuVibsgrug8Owc1PvHKxjcBsl0qvkySefRDzSkhORUx9Ahanhd3d93/twRkRERERE0W0R9+mnn/bZRXrjyVfArtdhTXC56nXbkeIUed0S3sYTXzAABG0waa6IwrmSku4buKi3SMuMXXvM2O48iBNHju/QfaX6+p///CfiQW7SBPgNxbD6zfAEOnZQQwYj60s9r8Nl2x0YlpSManMd3O6UqMxTCvv6YvXx+fnDsNteDr9nNErLotfH+7nnnutzB/vMyYm4KK0M25z7sepDH+qqe/6gBIPbKHnjjTf69CkRbUqwwunX4dMi63dERERERETxS754P/74433uC3i4xNQcnOgvwkfWKhgMwOG9gYjvK6OXx5tdVZWwB2ywGWvanTYQ6N1+j91l1yYf9IAF+xNXYfKQOR3u6VpR0bmBvGJN9sDp0A3VMPuN6MgmLvsDCeb6slPzBmOvzYWgfyhcrsout0h48MEH++R+UqqPq+3lMMCCLevXRmWeEuh/9tln6ItOOe0cHLEvght+rF8a/b6/7WFwGwWyg37xxRcRt6wysqYOU7BhhFGzNbK+R0REREREFJ8t4vpqVV24KwdMhNcQhN9ejfLiyKqoqqqq+sTAOh219mgxUnwOZFhrIxrJPR6rbTctc2On4yAmJlXCaDR3qNdzPLXOSBiUD2vAB1PADFMH3ut169apSvy+7JzB+ThgLYchmIa9X6zq0ryefvrpPlvcZ9QMmDo4CR7Ni8N7298nRFKR/tBDD6Evn4V+jWbG2uRC7N3uh8/bs2F8/O1xe4FskDJ6ZLzSzCZAC8Dpd6jfHYkMbomIiIiI+iOPx6OqbePBmBnnYJD/AA6hFDUVkQW3Elj3xQq69qzbfxRW3YL0ZEQU3CYkJCCe7Nroh9utYXXKNlw96+IO3feVV17pkz1dW6MNyILdL4VbJlgNxojvFw/h9WBnErIGGBBEAHsKyjs9n82bN/fJFgnhzhgxEocTylHrGok6V+dbo8j+8h//+Eef6vPbkhOnn41q6yYgaEDZkZ7d3hncdtG2bdv6fAPydlksCGoBpPiSYDTpsDkZ3BIRERER9UevvfZan/8CHmK02THFV4MSgx8uV2RfxHfu3Il44wkEUHKsMDA31x7RfVJSotMDNFaqbbes8mKPvRB5xr0YnDk84vvW1NTgk08+QTzRbAmwqYHqDEjQjg10E8FykP628eCyUSNxKKEcRTVDOhXIy/hHElT2dZMzslBlLYPFOxoHD3W++vjNN9/EkiVL0NcZR+VjpGef+n9tbeStdaKBwW0XyJGDhx9+GPFOc9hghB/J/mQ4U3RoGoNbIiIiIqL+RtoELFiwAPFktj0dQQ1w+yL7In7gwAHEm3WlR5HtTofPWISsAUMiuk96ejrixb4dfrjqgKWpe3H5gHEduu+KFStUUBdvHJaGAN+qR1ZxK6FtvFQdn5w7EMXOwzD7xqNo8xcdvr9U2h46dAh9nUHTMCgzCJOegMLthZ0udHziiScQDzSjERONaer/xd7qHn1sBrdd7O3U13u4RCTJAWcwgCSfHZbE+NgZExERERFRxyxcuFANuBNPxueOhzWow6NH9rripdo43Iriw8h3ZcBoWgtLcmSBbEZGBuJFwQY/KhMK4TaV4cwZp3XovtLXNR45nYnqp8Eb2SB0mzZtQryQvr4zJktFuQErv9jbofvK/vHll19GvJg/bTC8mh+FR1I7fF+pwv7Tn/6kBjOMF7mO8epnSbBnD+AxuO2C9957D/2BZjAgy2JDQtACnzF+e/kSEREREVHL/H5/XH7/SRs2FUkBA1yojziMiDebDlQg2ZcEu74FsCf0q+C2tjqI0iNBbHLuxSyvH2aLpUP337VrF+KRI7WhFYbu8UY0/e7duxFPLhkv/V2P4kjtOAQDkRevSduMeNpHTBqQixLrUQQ9U1FTd6RD933sscdQVlaGeOLHSNQZ3ajzHuzRx2Vw24U2CVu3bkV/MSJ9IDRoqPLW9fZTISIiIiKiHrZhw4a4CiRCLJnZSPTbUW2I7LXF22nxlR43DCV26PAj1b8HmsUc0f3S0hpOGe7rDu8JqIG4tzjqcVLiwA5nAvFYgS0S0xuCeb3GHdFyiIfWAOEcZjOsmUVI9uZj16plEd/v888/RzyRNplJKdVI9gzGnt2R9zCWXuAff/wx4omu6ygpTcUeexGC7p79W8jgtgtvmtcb2dGneDBo1BQENA+qajy9/VSIiIiIiKiHySjp8Xp2odOfjCpjLfqjzeVlGFKfDZ9lK5KDkVXbxtPgZCWHAnCb98Nr8GNSdm6H7ltXVxdXp4GHS8rNVD8D9e0fqKivr4fHE385wYWnjIFfC+CTrbURn5UQj8V986bnwAgDVm2KfB/5+uuvI95UlAThqjNhl/0wnIGeXd/jKrhdvXo1zjvvPPVHxOFwYM6cOXjppZe65bEMBgPy8vLQX5jGjEDQUAmfy9rbT4WIiIiIiHrYvn0No2nHG59HhyXoRIUpssFmLB08lT7W7awox0B3BoKWpUgKRh7GOp1OxIOyYjeqzEdgDQQwICu7Q/eNx7AyxJaVhiB0BNx6RAF2PBqelYaShIPw1A+PaPri4mIV3sabCaPzUGmuRGVNfkTTyzJYtWoV4s3BXQEYzEEctJUgXe/Z9zluglspw543bx6WLFmCr33ta7jppptQVFSEK664Avfff3+3PObcuXPRX2gJVliMZbB5U1S1MRERERER9R/l5eWIRzWVDf0rq8yRnfpqs9kQT4qO+GHWTQhY1sGpJ0d8v3hZDvU1QLWpDjmeAIzJHQuj4/l7sWazwmvwIeg19OsA25lSghRvLooP7G932oqKCsQjaZfgtx2G0z0MPl/7Yx7t378/LteJon0BIL0eQQSRYTT26GPHRXArif63v/1tVQX72Wef4dFHH1VhrfRhGjVqFH7xi190yxHic889V63E/UWG0wN7MAG7jxT39lMhIiIiIqIeJKOlx6O66obwrcYU2WnAcmZnPPGUGRHUggiaC2ALRv7arNa+fyZmMKAj4DPDZQoiwxsEbB17TZI/xCvJOSS41QPtB1TxWGUaMnlUGgzQsGJ9+4PQxXMrzZwMLxIDTmzf3n4riNLSUsSbYEBHWXEQtc4q2FELqzGyXuDREhd7mo8++kiNYvj1r38dU6ZMabw+OTlZhbayAT399NNRf9ysrCzMmDED/cXwQenq5/athb39VIiIiIiIqAcFg5GPrN6XuOp0OSEcbkP7lWTxVGkaYqgzw59QB2h+WBF5j9t4aBnhO5azeQ0aHH4diHBgthCTyYR45tMiC27jdd8gpk0cjQCCKKrQ+3UF9riRDW1EtheW9cuDfLVVOoIBoNxSCbteB6OxZ/d/cbGn+eSTT9TPs84667jbzj77bPXz008/7bZ2CdJbtydp0KDrBtUEvCcNGpKH3auBsvLIPtQQERERERF1htZD33dqq3UEDF7oWmxWmmro3uVg9lgQNNfDoIYfMsZktal8/9V0LerLwX1sdl5NgyOoq4HqOsLYw6dLy5JAD+YAckhD03v6NbbPAAOSqifiH0805EDdLRUz4fa2H+r39NnYsl0E9YbB4brbkEE52Aigsqb9baQ3BuwLBrt3OVQcy6vL9GpYdRcMxp6NUuMiuC0oKFA/R44cedxtOTk5qnF6aJqWSP+N8B4c1dXVjUeO2jt6NGLEiB7vdasjiKyaSXjt3z19RKeh4jbg1+P6qBoRERERUSzors/cnfn+M3XqVOTnRzY4TVdJfpbodfbY9516kw6jHohoeY8ZM6bHKi01TUe6J6tbl8MQ5KDM9gXsAU2SyIjXOQmwe+p7sFREZ7uHd9tyKDLYkBPs+HdcCW57MgvQtQCy68f02HaRgVRUWfa3u1xyc3Pxpz/9CT3l3U+OIM09BAlVE3vk8TyaFylOb7vLQc747ulsKKVsdg+tDw2hdCCotbsc0tPTe245aA3Py3J4bo8sh1V1FciGFwZTQqvLoTv+bmt6HNRzS6XtBx98oMJZCVKbGzBgAGpra1FVVdXi/X/961/jnnvuOe76tWvXIjExsVuec1ds3rILxZW987bJh4cZE3KQlJTUK49PRERERNRf1NTUYNq0aep7TDQ/f8f695/i4hJs3lXZY4/nt1RicIYBY4dORyw5cOAwdu6v6/bHGZawDzlWE5Kyp8CXmYJYU1h4AHuOuLstDDU7azE1ZQCSBucilm3bUYjDpT1bzThpaCIy83J69DEpMl+sL0Bl9+8emmRBU8dmITU1tvYRK7/YiVp391c7B41u+OwHMcKgY8SYM2EwmXvs7zaD21aOOA8aNEiNCsiAkoiIiIiIeoN8L0lNTY16cMvvP0RERH3j73ZctEqQknTRWkVtaMG1dZpHS72KpG9PPI8USUREREREsau7vovw+w8REVHf+LsdF6lkqLdtS31si4qKVJuElvrfEhEREREREREREcWiuAhu58+fr34uWrTouNvef//9JtMQERERERERERERxbq4CG5PP/10DBs2DM8//zzWr1/feL20Tvj9738Pi8WCa6+9tlefIxEREREREREREVG/6nFrMpnwn//8B2effTZOPvlkXHnllWo01AULFmDfvn247777kJ+f39tPk4iIiIiIiIiIiKj/BLfi1FNPxZIlS3D33XfjxRdfhM/nw8SJE/GnP/0JV1xxRW8/PSIiIiIiIiIiIqL+F9yKWbNm4d133+3tp0FERERERERERETUJXHR45aIiIiIiIiIiIgonsRVxW206LquflZXV/f2UyEiIiIion4q9H0k9P2ku/D7DxERUWz+3WZw24Kamhr1c9CgQVFb0ERERERERJ39fpKcnNxtC4/ff4iIiGLz77amd/fh2z4oGAzi8OHDSExMhKZpiMUEX0LlAwcOICkpqbefTszh8uEy4nrE7SwWcF/EZcR1iNtZb+N+qO8vI/mqJl/+8vLyYDAY+s33n1h/X3oKlwOXA9cHbhfcP/St/WR3/N1mxW0LZOEOHDgQsU5WylhYMWMVlw+XEdcjbmexgPsiLiOuQ9zOehv3Q317GXVnpW2sf/+J5felJ3E5cDlwfeB2wf1D39lPRvvvNgcnIyIiIiIiIiIiIooxDG6JiIiIiIiIiIiIYgyD2z7IarXi7rvvVj+Jy4frELcz7odiE/fVXEZch7id9Tbuh7iM+iquu1wOXB+4XXD/wP0k/1404OBkRERERERERERERDGGFbdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3fZCmaRgzZkxvP42Ys3fvXrVs2rpUVlaiPy+XnJwc+P3+Fqfbtm1b43T5+fnoz2688Ua1HNLT0+HxeNDfcR3qHO6ruYy6ivuiltXV1eH3v/89pk2bBqfTqUafHzhwIE466ST8/Oc/x+7du9Hfffzxx7jiiiswaNAgtXzS0tJw4okn4oEHHoDb7UZ/Fv437eyzz25xmhUrVqjbr7/++h5/fv0RP2c0aO97TPNLPAltc+ecc06Lt992221tfq568MEH1e133XUX4kV/Xh9awu/6DfgZqH8uB1NvPwGiaBs+fDiuvvrqFm9LSEjotwvcZDKhuLgY77zzDi666KLjbn/88cdhMPBYTk1NDV566SX1Aai8vByvv/66+vJLXIeIehL3Ra0vFwkgN27ciBEjRqi/93KQrbS0FKtWrcIf//hH9TlALv2RHJz9/ve/j0cffRQOhwPnnnuuWk5VVVVYtGgRbr/9djz88MN4++231fX9nSyTjz76CKeddlpvPxXi5wzcfffdLQaSsv22dFs8mTFjhgpfli5dqvZj8r2l+cEo+Wy+Y8cOFBUVqWKU5reLeNqW+/P60Jb+/F2fn4H68XLQqc+Rt2306NG9/TRizp49e9SyOfvss3v7qcTkcjn55JP15ORk/eKLLz5uGp/Pp2dnZ+tnnXWWbrVa9SFDhuj91WOPPaaW1+23364bDAb9zDPP1Ps7rkOdw301l1FXcF/UsnvvvVdtW9/61rf0YDB43O2FhYX6tm3b9P7qjjvuUMtn5syZ+sGDB5vc5vf79V/96lfq9uHDh+tVVVV6f/6blp+fr/7Oz5gx47h1afny5Wqa6667rteeZ3/Czxmtk8/k/eUr+7nnnqte67Jly5pcX1paqmuapl922WXq9ueff77J7YFAQE9NTVXfYVwulx7P+tP60By/6/MzUH/+LMjyOqJ+wmaz4corr1RVNkePHm1y21tvvaWqceW03P5OKo/lKP9PfvITnHrqqVi8eDH27dvX208rJnAdIuo53Be1bPny5eqnVJW2dGro0KFD+207qZ07d+Kvf/2raovw5ptvYsCAAU1uNxqNuOeee/D1r39dnUJ43333oT8bPXo0rrnmGqxZs0adaUO9j58z+jf53C0++eSTJtd/+umnklTihz/8odq/haprQzZs2ICKigrMnTs37isuqX/jZ6D+uxwY3BL1IxLMyulHzz77bJPrn3jiCfVB6JJLLkF/tnXrVtVj66yzzkJ2djauvfZaBINBPPnkk7391GIG1yGi7sd9UevkVLhQSElNPf300+pv1ne+8x31N6w1oR6Q8re/v7v33ntVX7w777wTPp+vt58O8XNGvxYKbpsHs/K7hPpz5sxR/Stbuj38/kTxip+B+u9yYHBLcWfXrl349a9/fdxFArn+btasWZgwYUKTIFL6RL377rv4xje+ob689PcKNyEVOOKyyy5TPQJlecmXYeI6RMR9Ue/66le/qn5+61vfwh133KF6lJaVlfXys4oNy5YtUz9PP/30NqeTKpS8vDwcOnQIBw4cQH82ePBg3HLLLeqz4yOPPNLbT4f4OaNfmzp1KpKTk9W+LPxAilTgSmgr31Pmz5+vtteDBw82uV0wuO0f+vN3fX4G6sfLobd7NVDHsW9i231vWrs88MAD/XJ1a94P6K9//av6fcWKFer3P/7xj+r3devWqd/7a49br9erZ2Zm6klJSU36Y1199dVq+bz//vt6f8V1qHO4r+Yy6gzui9p3//33606ns8nfeOnZ+v3vf1/fuXOn3l+NGTNGLYvt27e3O+3s2bPVtCtXrtT7+9+08vJyPSUlRc/KytJramrUdexx27vvCT+r9t+ephdeeKF6vUuWLFG/Hz16VPW3veeee9TvX3zxhbr9mWeeaexvK9uvzWbTPR6PHu/62/oQjt/1G/AzUP9cDqy4pbhz9tlnqz5IzS+33XZbbz+1mCCjLprN5sZTJKWaVI5wT5kyBf3ZwoULUVJSoo7ghffHknYJ4dW4xHWIiPui3nX77bfj8OHDqi+p/G2XkYX379+Pf/7zn5g0aRLeeOMNrqQUsdTUVPzsZz9T/f/7e9/fWMHPqv3XKaec0qT9gVTTyve40PXyfUWqckO3r1+/HpWVlZg3bx4sFksvPnPqKf39uz4/A/XP5cDglqifyczMxIUXXoj//e9/+PDDD7Fjxw4OShYWzIaC2hA55VQGeJFgt7y8vHfetBjDdYio+3BfFJnExER1oO2BBx7A559/rg68fe9734Pb7cY3v/lNeL3efrea5uTkqJ+RtD8ITZObm9vtz6svkEGPBg4ciPvvv/+4AVyp5/FzRv/VfIAy+SkFFbNnz1a/GwwGFdCEgtvQz9NOO63XnjNRT+NnoP63HBjcEvVDsiOrrq7G9ddfrz4MSX/b/ky+wEpvHCG9s2R0ytBFRuGWPoAejwfPPfdcbz/VmMF1iCj6uC/qPKnA+sc//oEhQ4agtLQUmzZtQn9zwgknqJ+LFy9uc7rt27erKhU5KDlo0KAeenaxTQY+uueee1BbW6t+Uu/j54z+afLkyaoKXvrcSugiwWyov22IVN/u3btXXdjfloifgfrDZ0FTbz8BIuqdU0zkC5sEkldeeaX6gNSfPfXUU2rwMTmCP3r06ONu9/v9arRuqYSTqhziOkTEfVHskYNtMqBkfyVnjPzxj3/EY489pk4hlKrFlvzud79TP2+88cYefoax7brrrsNf//pXtfzmzp3b20+n3+Nn1f5JKmqliOL1119Xpzpv27YNV1xxRZNp5HYhZw5KlZ3T6cSMGTN66RkTxYb+/hko3pcDg1uifkiqSOUDkYzI2t9720pPJOnzKzt5CWeHDRvW4nQ7d+7E8uXLsWbNGn445DpExH1RL3nkkUcwbdo0zJw587jb5O+afMlPSUnBhAkT0N/Igcdbb71VnTIoLZFee+21Jq0Q5AClhLZy9sjw4cPVSMzU9LPR73//e1x88cVqhHLqXfys2r/bJcj+PFT9HupvGyJ/A+QU6YceeghVVVU499xzYTIx1qD4x89A/Xc5cA9H1E/JkWkenQY++ugj7NmzRx29by20FTfccIMKbqXqlsuN6xBRtHFfFJl3330XN910E0aMGKEGo8nLy0NdXR3WrVunKq+kWutf//pXk9Nq+5M///nPKsiQAUhHjhyJ888/X4W00h5JWgIVFBSo69955x0kJSX19tONORdddJE6+2bJkiW9/VSIn1XR3/vcbt68WbV0k1YJzUN92f+/9957TaYninf8DNR/lwOD2z4mEAionxw1kyi6AwFJv9+2yGlaUsn0wgsvqFMppR8eEffVnce/Z9wXdcaf/vQn9SH9gw8+wGeffYYjR46o66X9j5zqfsstt2D69On9duckVWfyd+2qq67Co48+qgJIqbyV0wbHjh2rvujcfPPN/BsWwTpGRL1DquQyMjJUj8rm/W1DpOCCwS31N/wM1H+Xg6bLecLUZxQVFanT3uTIolTnEBFR7OG+msuIiIiIiIioqwxdngP1qIULF6qfs2fP5pInIopR3FdzGREREREREXUVK277CBksQfr8vPTSS6rXj/w/Pz+/t58WERGF4b66fVxGREREREREkWFw20ekpqaqfoBz587Fb3/72xZH0CMiot7FfTWXERERERERUbQwuCUiIiIiIiIiIiKKMexxS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYwx9fYT6E/8fj+CwWDj7waDASYT3wIiou4UDAag60FAA6ADmmaAwWDkQiclEAwiKCvGsRXEAA1GA49rU/g+RIeuN+5CoGnyGU5+IyIiIiLqXkwNeyiwlZB20aJF2Lx5M2pqapCYmIgJEybgnHPOUWEuA1wiougHtpqm4cCR5aio2g2vrw4WswOpycMxOO8E6LrOALefB7ayfqw4egSF1VWo9/tgN5kxLCkZc7Pz1PrBALd/k8BWQtojewOoKgvC5wXMFiA53YC8oUYV5jLAJSIiIqLuxOC2mwPb6upq/Pvf/8YjjzyCAwcOHDfN4MGD8Z3vfAc333wzkpKSuj3Azc/PxymnnIKnnnqqWx8nnsjyEp988km3zP/6669X8967d2+b08ntQ4cOxZNPPqnuQxRP20E0BYN+FdJuLXgFWwsWoLa+6LhpnI5cjBtxGcaN/IoKcw0G/jnsL38zJLCt9fvwamEBXttTgGJX/XHT5NgcuGToCFw2bCScJjMD3H62jkhg6/MABRt8KNjoR32N1Nk25UjUMGKSCSMnm2G2MsDtT+sHERERUU/iuYDdJBAIYMWKFRgxYgTuvPPOFkNbsX//fnW7TLdy5Up1v0jJh2CpFkpISMChQ4eOu10+KEtVb1u2bt2KX//61+2GhvFCAk9ZZqGL0+nEsGHD8JWvfAULFixo0sqiPwgth29961st3v7LX/6ycZrS0lLEotdeew3nnnsuMjIyYLFYkJeXh6997Wv46KOPEI/+9a9/ddsX4HjYH0hLhOLSTXjhjYuxasM/WwxtRW3dEXW7THe0dHNDK4UO2r17N7773e+qfYjsh+Xg27x58/DQQw/B5XI1mVb27bJuyrb07rvvtjg/WfZyu5yh0dLfDDkQaLPZ1DQ/+MEPmtxWUlKCW2+9FWPGjFHTZGVlYdasWfjpT3+K2tpaxKrt27fjJz/5CaZMmaLORMnNzcX555+PNWvWdMvjBXUdm8tL8ZX338DDWze0GNqKIledul2m21xRqu7XGVxHuu7w4cO4+uqrMXr0aLWOpKSkqHX76aefVlXR0aYHdZQeCeKNJ+qxYamvxdBW1NXo6naZTqaX+3UU14/o++9//9v4+Y6IiIgoHrDEqJsqbSW0PeOMM+DxeCK6T0VFBU4//XQsXrwYs2fP7lDlrTzGH//4R/z9739vd9odO3aoUCA8qLnnnntUyCtVEf2B1WrFf/7zH/V/CVf27duHN998U4W3shwWLlyoApgQaXHRnR577LFeDYwlcJLQWgJBCT7DvfDCC+p2t9uNWCNf2G+88UYVYk6dOhW33347cnJycOTIERXmyva0dOlSnHDCCYgn8j5JSN0dVddt7Q+6ezuIVqWthLZvLb4ZgaA3ovt4vNV4c/FNuPD0h5GVMSHiytu3334bX/3qV9X+5Nprr1UHybxeL5YsWYIf//jH2LJlCx599NHG6eVAgqybslwlWJCDDa2Recq2J4FmuFdffbXF6cvLyzFjxgwV7Mo2IeFtWVkZNm7cqM74kDM6YjXEkH3x448/jssvvxzf+973UFVVpc5QmTNnDt577z31dzRa/MEgtpSX4gdLFsMb4T632ufFDz5fjH+cdDompGZ0qPKW60h0yEHDgwcPqr/RcpaSz+fDBx98oPaB8pnm97//fVQrbSWEXfyyG8EIj6N73VDTn/7VBGTkGiLufcv1I/rkIJXsNx0ORzfMnYiIiKh3MLjtBvLl+aKLLoo4tA2R6S+88ELs2rULaWlpEd9PKpUk/Pv5z3+uKrraIoFAV4IyCfCkmqsvk1BcqnfC/fa3v1XhtyzDb3/723jxxRcbb2seZkab2WxGb5I+y2+88YaqArz44osbr1+2bBn27NmjAhUJdmPN/fffr0Lb2267DX/9619VhU14pfCzzz7b73tH19XVRe0LbHdvB9Eg7RHe+/RHEYe2ITL9u5/ehqsuWogEa3K708t2ceWVV2LIkCEqkJUq0ZDvf//7ah8uoUy45557DtOmTcN1112HX/ziF22+N+edd16Lwe3zzz+vqlGbb48SfMrZGy0dqJC/R7H83l111VWq0jg8WJbweezYser6aAa3dX4f7lj+acShbYhMf8eyT/HK2Rch2RLZ31CuI9EzadKk41q0SMW5fF7629/+ht/85jcwGqMz2KC0R/j09chD2xCZXu530Y12WCP4iMT1o3vIZzmpyj711FPx+uuvd9OjEBEREfUstkrohmpbqXCSCtrOkPs9/PDDaj6RkhBATsOV4LE9Uu0VqtST0EsqxoR8yA2dEh/6giTTXnDBBXj//fdVNZcEtlIJJQoLC9V9JWC22+2qOqp5UCGkmlVCbAko5NTdH/3oR2p+4Y8TIq0iJERMTk5W85w/f74KIlo6lViCEXkdcsqkTH/DDTegvr7lU14j9bOf/QxnnXUWXn75ZezcubPxeqk+DPX3DDl69Ci++c1vIjs7W1WkTp48WZ22GX57Zmamul/4qZzyvGVZXHHFFY3XyetoXt1YWVmprpfXJq9Rwh65rrVTjaUSSd4LeS7yXkkQG6kBAwbg5JNPVqFQOKkKnDhxYovtNj7//HP1/kv1kxwMGDRokHpvm58eXlRUpN6bgQMHqukk4JJwOPxUfDkl+uyzz1ZVpLKOSR9fCW7aIo/zhz/8QVUW3nfffU1C25BrrrlGnU4bEsk6K+ukzOull17C7373O/W8ZZlK9a68d83JOishW2pqqnpfJWCQ0+Q7+v6E2p7I+i6Vw7LuyPwuvfRSdQp8iKwnUsn56aefNm6voXUzNA+5TSoXZXuT5x/aDuU6OdVYlnF6erpaFuHvQ3v7g85sB0IeQ+Yj75NUoA4fPlytCzNnzsTq1asRzYHIpKetVNB2htxP+uHKfNrz5z//WVV2SWAaHtqGSOsbaVsQvr5KFbiEvdLGQ36Xyv7WfP3rX8f69evVuhO+LUlILLe1dLq1BFeyTjcnZw/Ie9Me2U9J6CHrjGwfsg7IutZSde8dd9yh9g0Stsr8pXp4w4YNjdPIspH1N3wZhEjlpDxX2X7F9OnTj6sGlvXzpJNOwrZt2xDNvrbS01YqaDtD7if9cGU+keA6Er11pDWyP5S/+1LpHq1qW+lpKxW0nSH3K9joU/NpD9eP6K8fBQUFeOCBB9SBXA74S0RERPGEwW20F6jB0BhudpbcP7ydQXsk6JJTdaXqVnrBRUrCuh/+8IeN4a9UKMpFKp1C5DREqYg688wzVSAl1b3FxcWqqksCWAmDJOCSSlwJaCWcCJGKstNOOw0ffvihehypgpQqTum52JwEEvJ8pDrs7rvvVqc+SlAp91+1atVx00v4UVNToz64y/8ldJJTvLtKwj4JMOQ0zNZI6CIBliyrb3zjG/jLX/6iAlYJWkOhnYRmEuBLiBZqYSHtEGQaqQaR091bI48v4abMXyqDJUyRLyoS3jYnwYqENRJwSPAsVajyZeeSSy5p8l60R8IgaRcR6oUpBw4kwG4pJBJym3xhllOw5fVJ8Co/ZT0MJ9W68jwkvJXXLOuBvG9SHRgK/iQsl3BPnr/MQ5aptBppi5yOLgGSPL9IKq0iXWdD5CCIXC8BlVRhy/OR5xVO1hFZZ6W9gHy5lGUvYddbb73V6ffnlltuUV9eZRuQZSvvSXgv0wcffFAFaxJYh7ZX2a7CyeuT5/SrX/1KPaaQgFS2PQkOpULtpptuUm1ZZD0OHfCIZH/Q0e0gnBwYkGmkJ6ys0/KeX3bZZeq052iQcFiC167YumtBiwcBmpP3RfraRtqGQ4J62bZk+Us7D1lucmCkNfJeyPscfjBFzgKQkEMqbpuTyl85eCfvRWfJ+nLXXXep8F3eJ3l9sm3KfjycHACRSjY5qCcBibSF2LRpkzrQFvr7I89TDjrIc27et10qiWUf13x7ak6CajmYEy3yvkrw2hWvFe6KaP0QXEeiv47IPkfaJsi+Qw4QyUCdc+fOjdpZQPLWykBkXbFrg1/Npz1cP6K/fsjZN/I3WA6mEhEREcUVnaLG5/Ppb7/9tpRadPki85H5teXJJ59U065evVrfvXu3bjKZ9B/+8IeNt8+fP18fP358k/sMGTJEv+666xp/f/nll9U8Pv744+PmL9PKbe+9916T62+77TZ1/eeff954XU1NjT506FA9Pz9fDwQC6rr7779fTff66683TudyufQxY8Y0ecxgMKiPHDlSP/vss9X/Q+rr69U8zzzzzMbr7r77bnXfG2+8sclzuvTSS/X09HS9PfLaHQ5Hq7evW7dOzf9HP/pRk+Uol5AHH3xQTfPcc881Xuf1evW5c+fqTqdTr66ubrz+qquu0u12u75z5079L3/5y3HLI/ScZFmHyO0y3Z///OfG6/x+v37SSSep6+V9Dzn99NP1iRMn6m63u/E6WYYnnHCCWqbtkfl9//vf18vLy3WLxaI/++yz6npZ/zRN0/fu3du4zEtKSpq8N8394Q9/UPfZt2+f+r2iokLdT153a1577bXGdbgjHnroIXU/uX8kIl1nZZ2U6caOHat7PJ7jHm/Tpk2N74fcV943eZ3hwtfhSN+f0LZ8xhlnNLm/rIdGo1GvrKxsvE626fD1sfk8TjzxRPX8wrX0fi1fvlxN/8wzz0S0P+jsdrBnzx41nWyfsp6FLFy4UF3/5ptv6l0VCPj1vQc/1//93NQuX2Q+Mr/WVFVVqed98cUXR/z8LrjgAn3evHmNvz/66KNqf3306NEm04Vva3fccYc+YsSIxttmzpyp33DDDU2225CioiI9MzNTXS/715tuukl//vnnm6w3bZHnIdv/+eef32T9+8UvfqHmGf43Q9bl0PYSIu+x1WrV77333sbr3n//fXXfd999t8m0kyZNanH9DffZZ5+pfcldd92lR4M/ENCXHDmoz1rwXJcvMh+ZX1u4jnTPOiJ/Y8I/J8n+df/+/Xo0BAJB/eBun/7cfbVdvsh8ZH5cP3puH/LWW2+pfeqWLVsi+qxHRERE1Jew4jaKpKJy8+bNUZmXVOp1ZMAqqY6SalE5FVkGwIkWqeaVaspw77zzjjoF/cQTT2y8TqojvvOd76hKGKn2EzKwjJyGL1WNIXLKrvSQDSenBMspblI9KQPqSEWNXKTSS05R/+yzz45bFlIxGE5Oq5X7SsVuV4RO2ZWq0NbI65eqOalEDu9TK9WKUlUnVbYh//jHP1QVopwqL9Vs8h6F95Ftbf5ymp9UXIZIValUY4aTilOpVA5VH4eWmywHec9kmR46dCii1y2n+kubCqlkEVLpJ9WEUsnXkvAKJ3mf5HFlesmU1q1b1ziN9NaUU+1bax0ibSCEVKl2pPIy9D5L9XIkIl1nQ6RCOLwvqKxfoWpDIa9RehRKhU/oNYSEKvI68/7I8wmv6JPHlWojaXUQKdm+mlchh79fspzlOcjp/PLc165di87oyHYgpD2IrGfhry18mXaFrgdRUbUb0VBRVajmF611T5a1VHqHLyepRA+15GiN7A+lPYdUS4d+tlYBL60qpFJb9ouhdjsyrVT+S//P8HYtLZGzIuR0c9nHhK9/sn43J20uQmeEyLopr0+2JWnDEb4uSW9a6bkeXlksfx9lwLTmPcbDSRW+PHf529O8x29nBaGjsLoqKvPaU12l5tcWriPds47INiRnOsjfp9C20Lw9T2fJJlJVFp1BQmU+bW1yXD+iu37IvktaNcn+b9y4cVF5D4mIiIhiCYPbKGsr8Ovu+dx5553qFPdIet1GSr48NychknzAbi50SnUoZJKf0s+y+amlEhiFkwBLSCsA6e0ZfpERx2XQNhlpPJz0Vg0XCoQ621s4JNQqoK1QRl7XyJEjj2tn0fz1C+lrKqemyxcNCXDl/+2R+0vfzOZ9H5svcwlzJJCRQLj5cpNT7UMhSKTki7B8KZY2BnIqdGshkZBp5JR4eX3yPOUx5TRHEXqvJOD505/+pAY9k2BJTv+Wvn5yCnSI3EdCLGlzIadFS6gtp7+2N7Cf9MTryHYS6Tob6folPUVFS/1/u/L+RGO9bmmblXBDToWXXsTyvsiyluch7Uiab1uR6sh20J3brKI1DEwWDT6Zjxa9dU9O9ZWwfOrUqWqdkIuE+rNnz26zXYJMLy0xJKSS6SQkl9YxrZF9hrRnkQN30uJG9jXyHsv7Lr14Q/s32f5Cl1D/5NB7Je9nOLl/eNgu5CCa9JGUacPXJdnHha9Lsl7IqcyyLwm145DXIQfvQr2Um5ODQHL6tCxb6QHcfB/YeRrq/dFpySHz0dpaQbiOdNs6IgcSJcyTAFemkwPW8ns0wlt5RzvZ/vg4Mp+21hDuQ6K7fsi85KBoNNplEREREcUiU28/gXgTaRVWd8xHvsRIFYJU3YZ6W3ZVtHrHtSVUTSt9FaWHbkuaf4Fvra9pe5Vl7QlVTDcPl7tCqu1CAZX0qm1eodnV5SZ9WJtXRYd05HVIZbR8iZIAXYJTqRRtiVTISM9jCZ+kX7GES9K3VapHJcwNr46Wij0Z+Vu+eMlykBBT+hJLJaoEUxLqv/LKK6qHrPT8k2lkYDLpBSvXtRbcyGMK6Ysn/WKjLRrrV2fen2g8bkvbrFRSSiAu74f0hJSDCLLspedqRyr7u6K7ttmGmQAWs6Pr81FVw46GE7HbCF2kCizSsytC4ey8efNavF0qjmXf3RI5eCJhrPw9kIrlSHqfy/s6atQodZF+uBKOyHP41re+pQaICw83JAgLH6AuEtJ/XLZj2U6lmlcO3sjzknWr+bokPa9lvy7bv4RtEkJLMCvrX3NSNSc9jyW8kf1AWwdFOk6H3WSOypxkPno7FbdcR7pnHWlOzmSR3v5yVk5r+9hIyTtq/vIkiy6R+bS1hnD9iN76IUGv9EyX3u5SyRyqZpaDVPK3RfZvMtiinH1ARERE1FcxuI0i+eAZrS+b48eP79AAZeFVt88995yqdIxEpAOthJMv+1LR1VxoBPTQ6fXyU05Blw/P4Y8jFWfhpCo39GVGqmd6kwzuI89VgsnWyOuScEG+YIS/R81ff6hdhFQNyym/Ep5IKLpy5co2RzyW+8vAUfLFIzy4bL7MQ2GPnJ4ejeUmgZ+EoLL+yAjPrQ0MJGHpzp071eAw4YORtTagm7y///d//6cuUl0t4bwEs/I4ITKAl1xk0DD5YiZVNv/73/9U2NQSaXkglYDS2kEG0mpvgLJI19lIhdZZCe9aW/bRfn+6ss1KOC7rniz3EBmcTSpuOzvvjmwH3U3TDEhNbnhPuio1eZiaX1skOJADZMuXL1dBeGuknYYMCicDzIUq0kNkuUnrFFnfZb/dWnArFbNSRduZgcdkHZTtJNQ+R7bX8HYhoZA/9F7J9hkeIktFbvOKaFmXZACgUBVviKxLzfcZ8vdQDtDIvk8GW5NK/dBgjc2XhTw32e9J+4jmy6qrDNAwLKn9IDASQ5OS1fzaw3UkuutIS0KVtp09ayCc7PqS06NzEprMp71dKdeP6Kwfsn+Sz0pyNo9cWjoDRc7kkeCXiIiIqK9iq4QokjBO+oTK6chdIacUy3zaCvfaCpSk6vaRRx5pckp6a6RSUjQPcNoiI/auWrVKhRbhp7hKkJGfn9/YY0wqYKQKU0ZUDw+LpEIm3PTp09XzlmqwUKuCcKHTebubtJhYtGiRqmxrfspw89cvy1ZOgQ6RFhXyZUKC1lDoIMtUgkfprSpVahLgSv82+X9bZP4yP6m0C69ybf5lVipIZHR6ea9b6mvcmeUm1aFyGr9Uw7QmFJKGV0rK/x966KEm08mpjfJ+h5P3WaoHQ60Q5EtX84rLUNV1W+0SpIJGqn23bdumfrZUtSnBsKynHVlnIzVt2jT1hfDBBx88btsJPZfueH9C22xHttfQe9Z8Gcn61Hy07o7sDyLdDnqCwWDE4LwT4LTndGk+Tkeumo/Mry1yIEaWlWzfxcXFx90urTRkewhV28r0Uh0YfpGKdllGbbVLkO1F1jGpUpf9SGvkYJCsz83JOi/9I0NtQkKnlocuoSpg+b8cYJD3Lnw9kceOZF16+eWXW+2nLeG07FdlXunp6eqgUEsV4bIe/etf/1JVt9FmNBgwNzsP2TZ7l+aTY3Oo+cj82sN1JHrrSGv7Sgn+5GCT7I+7ymDQkDfUCHtixw+MhXMkNsxH5tcWrh/RWT/k7+xrr7123EUOLklLBfn/z3/+8y69p0RERES9jRW3USaVQ9/97ndbraCKhNy/eRVbR/zyl79U1VlSYSiVu22RkEy+iEuFrlStyKny0kexrdPKpA2DVDrKh2cZiEhOc5PqS6kuW7BgQePzltchg3PJ6W233nqr6sEY6k8WXt0n00uoKfOT5ysDQ8mgZvIh/uOPP1aVuHIafbRIuBSq9pRgUfo7Srgs1YPyYV/CvLbIAFISxklbgC+++EIFf1KFtnTpUvXFItTmQl6zhCYy8I8sYwnjJeiR0/qkAmTy5Mktzl9aC0igIstZTvOTUPHVV19tsaron//8p6qgmzhxohqUSoIZCZIkoJS2DDJgUUfIc2rteYW3KZBASUJeeY/k/ZH3vXllnlTlyuByElDJa5ADEfIlSp6fnKIvZL2RsObSSy9V85TelhLsyzwlGGzLj3/8YzWIn1SRynoiYZj0AZUwUaprJLSSaseOrLORkuklWJf3SrYhWWdl/ZZqU3lOofYY0X5/Qgc65LFlPZJWC7KtttX7NFTdJfsEOb1U3gt5fFkv5UtwZ/cHkW4HPUXCxHEjL8eqDf/s9DzGjbj82BkCbU8n66pUyspBHunpK9WiUhkmp/vLOichhCwXOYVblmlrB/OkPYmElnJAp7XwSfYj7ZH3Vvatsh3J+iED68lBjSeeeELtb6UqvS3SX1K2ZwmIZV2RbU8G4JP+1M0r4OT2e++9V63zMiChVOCH+o22VjUsIZVs+zLgogTE4WRdkX2AVC7LAZnwSnwhryl0QKEr5H29dOhIPLy149tc43MZNqIhtI6gMp3rSPTWETkTQ/Yr8jdUDmxLmx7Zb8uAfbL9RKu1kby1IyeZsGFp5/shj5hsUvPhPqRn9iGyz2ipXVLoM0B3tFIiIiIi6nE6RV1ZWZmempoq5QQdvsj95P6RePLJJ9V9Vq9efdxt1113nbpt/PjxTa4fMmSIui3cY489pg8bNkw3Go3qPh9//HHjtOeff36Lj7179279K1/5ip6SkqInJCTos2bN0t96663jpissLFTzsNlsemZmpv5///d/+oIFC9TjrFixosm069at0y+77DI9PT1dt1qt6vG/9rWv6YsXL26c5u6771b3LSkpaXFZ7Nmzp81lFlouoYvdbtfz8/P1yy+/XH/llVf0QCBw3H3mz5+vLuGKi4v1G264Qc/IyNAtFos+ceJE9RxCFi5cqOZ///33N7lfdXW1el2TJ0/WvV5v43OS68LJOnDNNdfoSUlJenJysvq/LB+ZZ/jjhN6La6+9Vs/JydHNZrM+YMAA/YILLlCvpz0yv+9///ttTtPSMt+6dat+xhln6E6nUy2Db3/72/qGDRuaPL/S0lI17zFjxugOh0O9jtmzZ+svvfRS43zWrl2rX3XVVfrgwYPVe56VlaWe+5o1a/RIyes866yz9LS0NN1kMum5ubn6FVdcoX/yyScdXmdl3ZfX8PLLLze5Xtarlpb9kiVL9DPPPFNPTExUr3HSpEn63//+9w6/P61ty6HnE9omRVFRkdqm5DHlttC62db+oKKionF9lffs7LPP1rdv396h/UFntoPwZfeXv/zluOcl18v6FS0ud6X+xEvz9X8/N7XDF7mf3L8jdu7cqdZ92YfI65f3ZN68eWodkP2bvL677rqr1fvv3btXTfOjH/2ozf1be9vtxo0b9R//+Mf6tGnTmmwHX/3qV9U2FgnZ991zzz3qfrK/PuWUU/TNmzcft4643W61Hw9NJ693+fLlLa4fIeedd556zsuWLWt3n9z80t4+vSMqPW79jDde0mcteK7DF7mf3L+juI50fR1ZtGiR2mfm5eWpfWhoO5N9TTAY1KPJXR/UX/pHrf7cfR2/yP3k/h3B9aPr60dLZL8if5OJiIiI4oEm//R8XBzfpKJTTl2VasO2TvduTqrbpMefjDbemTYJfYVUWP3oRz9SFYdSWUtEFA3BoB9HSzfjzcU3IRCMfIh4o8GCC09/GFkZE2AwxO++t7dI1axU1TXvb97TAsEgNleU4gefL4a3A4PyWQwG/OOk0zEhNSOiNgnUd9eRYFBH6ZEgFr/sRrBpJ5k2SXeV07+agIxcQ7ttEqjvrh9EREREvYHfQLqBhK4y0JKEsDIwTCRkuo8++kjdL55C29DgISHSmkBOr5YesgxtiSiaJHTNzpykQlirJSmi+8h0F57xiLofQ9vok/7Ob7/9tupT2dskdJ2YlqlC2CSzJaL7yHT/POkMdT+GtvG/jkjomplrUCGspaGrU7tkujO+lqDux9A2vtcPIiIiot7Aitturrytrq7Gww8/rC4HDhw4bhrp1ya9YG+66SbV1zOeQlshPUXlNUqfR+mZKf0LpQeo9DOTvmVERN1Reev11WFrwQJsLXgFtfVFLQ5EJj1tpS+uxexgaBtl0j9a+pJK/3LpRSoDtkkP6lgglbe1fh9e21OAVwsLUOyqb3EgMulpK31xnSYzQ9t+to5I5a3PAxRs9KFggx/1NXqLA5FJT9uRk8wwWxtCX+of6wcRERFRT2Jw20MBrgxm9N5776nQUgZgkoF7ZCAuGWxDBiKLt8A2vC2CfOiWQbZkBHsZGEkGmZBBfYiIulMwGFCDIO4/vAwVVYXw+epgNjuQmjwMg/NOUANNGeQcZ4q6p556Sg0+JAfuZABBGTww1kiAK+vH8uLD2FNdhXq/D3aTGUOTkjE3O0+tH6yy7d/riAS4MtDY4T0BVJUF4fMCUqydnG5A3lCjGoiMgW3/XT+IiIiIegKD2x4OcCWkDZEwN14DWyKiWApwdT0ISEGcGvFdTmlmYEtfBrhB6NCgQYcOAzQGttRsH6KrkPbYLkSFuQxsiYiIiKgnMLglIiIiIiIiIiIiijEcnIyIiIiIiIiIiIgoxjC4JSIiIiIiIiIiIooxDG6JiIiIiIiIiIiIYgyDWyIiIiIiIiIiIqIYY+rtJ9Cf6MEgEAwbltigQTMwOyciIiIiIiIiIqKmGNz2VGALDcHte6AXlUL3eKFZLdByMmAYM0yluAxwiYiIiIiIiIiIKITBbTfSA0HA40Fg6Xr4l68HKmuOnyg1CaY5k2GcNwWwWqEZWYFLRERERERERETU32m6rstJ+9QNVbb63sPwPvEqUO9u/w72BFi+eRm0IXmsvm1Ffn4+TjnlFDz11FNRfreIiIiIiIiIiIhiC8s7u6nSVoW2D78YWWgr6t3w/vtF6PsON1TqdtDu3bvx3e9+F8OGDUNCQgKSkpIwb948PPTQQ3C5XE2mDQQCyMvLg6ZpePfdd1uc369//Wt1u8FgwIEDB467vbq6GjabTU3zgx/8oMltJSUluPXWWzFmzBg1TVZWFmbNmoWf/vSnqK2tRSz73e9+h4suugjZ2dnqtclyICIiIiIiIiIi6mkMbruD29NQaesPdOx+/gC8j7+q2it0xNtvv42JEyfipZdewoUXXoi///3v+MMf/oDBgwfjxz/+sQpRw3300Uc4cuSIqmD973//2+a8rVYrXnjhheOuf/XVV1ucvry8HDNmzMAzzzyD888/H3/7299w++23Y8SIEfj3v/+N0tJSxLI777wTq1evxtSpU3v7qRARERERERERUT/GHrfd0CIhsGx95JW2zdW71f2Np82OqGXCnj17cOWVV2LIkCEqkM3NzW287fvf/z527dqlgt1wzz33HKZNm4brrrsOv/jFL1BXVweHw9Hi/M877zwV3P7kJz9pcv3zzz+vgtkFCxY0uf7xxx/H/v37sXTpUpxwwgnHVelaLBbEMlmeEmhLwJyZmdnbT4eIiIiIiIiIiPopVtxGndYwEFkX+JdvUPOJxJ///GfVfkAC0/DQNkQqXcMrbqVtwmuvvabC3q997Wvq94ULF7Y6/69//etYv349tm/f3nhdUVGRConltpZaNhiNRsyZM+e426R9g7RxaI+0Xf7tb3+LgQMHwm6349RTT8WWLVtarO694447VLWx0+lU8z/33HOxYYMsvwaybCSUbl51LA4ePKieq1Qnh0hoS0RERERERERE1NsY3Ea52ja4vRCorOnajCqq1Xxkfu158803VV/b5tWtrXnjjTdUmCnBbU5Ojhrsq612CSeffLIKUKXCNuTFF19UQalU3DYnlb/SQ/fZZ59FZ/3qV7/CXXfdhcmTJ+Mvf/mLen1nnXWWqgwOV1hYiNdffx0XXHAB/vrXv6q2EJs2bcL8+fNx+PBhNY08z0svvVQ9Z3le4aSSWELib3zjG51+rkRERERERERERN2BwW00BXXoRdHp4aoXl6n5tUVaDxw6dEhVnEZK2iRIyDto0CD1uwS4ixYtUgOKtUQG6JJpwvvcStB72WWXqf63zd14442qxcD111+PsWPH4uabb1b3raqqiuj5yfOQKmIJhd966y3V7kGqiWV+zfvjyuveuXOnqpj9zne+o8LeJUuWwO12q/uEXHvttSguLsYHH3xw3LKQYFp6ARMREREREREREcUSBrfRpAG6xxuVWan5tNMtQYJbkZiYGNE8y8rK8P777+Oqq65qvO7yyy9X4awMbNYaaYkgvXJl0K7Qz5baJIjs7GzVquCmm25CRUUFHn74YTVtVlYWfvOb36gK17Z8+OGH8Hq9uOWWW9TzCrntttuOm1aCY8OxPsBSTSuvTypsR48ejbVr1zZOd8YZZyAvL69JZfHmzZuxceNGXH311W0+HyIiIiIiIiIiot7A4DaadECzRmfwLTWftjNO1dNV1NRE1ppB2gX4fD5MnTpVBbBykT6xs2fPbrNdgkw/ZswY1S5BppMWC6eddlqr00uv3X//+984cuQIduzYgb/97W+qCldaIIQqYaVdg/TKDV1CFb/79u1TP0eOHNlknnL/1NTUJtcFg0E88MADaloJcTMyMtR0EsiGV/hKuCvtEKStQn19vbpOXof02/3qV78a0bIjIiIiIiIiIiLqSQxuo7o0NWg5GVGZlZadrubXXnArlaRSPRqJUDg7b948FXaGLtJeYPny5apnbGukalaCXwlvr7jiisZK1zZfg6Zh1KhRqnr2s88+U/cJPYf77rtPBbyhy8yZM9FRv//973H77berdgfS9kCqiaUdwvjx41WoG07aJUhYLOGtVP3K65DeuMnJyR1+XCIiIiIiIiIiou5m6vZH6Ec0gwGGMcOAlMSuDVCWmqTmo7UT3AoJHx999FEVvM6dO7fV6fbs2YNly5bhBz/4gRq8K5yEnNdcc40KM++8885Wg1upmJUq2s4MPCYDjEnFrNw/FKSeeOKJjbfbbLbGwc1EQUGBuk+IVORK64Vwr7zyCk499dQm/WxFZWWlqr4NN2HCBFU5LMGxDLa2f/9+/P3vf+/w6yAiIiIiIiIiIuoJDG6jTodp7hT43/2803MwzZ3c0HehvSa3AH7yk5+oMPJb3/oWPvroI9VjNtzu3bvVIF+hdgoyfWhgsnD/+c9/1HxaC26HDx+OBx98EC6XC7NmzWr1+axcuVKFpA6Ho8n1q1atUj1opdpXSCgbHsyG96M1m80qVD3rrLMa+9zKYzdnNBqP65n78ssvqwHbRowYcdz0Ek7L65e2Cunp6Tj33HNbfR1ERERERERERES9icFtN1TdGudNgf/T1UC9u+MzsCfAeMIUNZ9ISKAaal8wduxYVckqwakM8CUVthJkXn/99apVwZQpU1oMbcVFF12kWhrIoF7Tpk1rcZpbb7213ecj1bgSAF966aWYPn06LBYLtm3bhieeeEL1lP3FL37R5v2lR+0dd9yBP/zhD6qa+LzzzsO6devw7rvvHldFK7ffe++9uOGGG3DCCSdg06ZN6rFbCoRDVcMS3L722mu4+eabVUDc0vOXPruhXriy3H772982Br+himAiIiIiIiIiIqLuxOC2O1itsHzzMnj//SLgD3Tg3TCq+8n9O0JCVxmQ6y9/+QsWLlyoBgaTqtJJkybh/vvvV/1jpZ3CXXfd1eo8LrzwQhXcSq/Y1oLbSHz3u9+F3W7H4sWL1XOprq5WYaxUz/785z9X7QraI0GphLwPP/wwPv74YzV42qJFi3D++ec3mU5C4Lq6OhVcS/9ded5vv/02fvazn7U4X6lGlufxzjvvqBC2JdJ24dNPP238XR5fLkJaOzC4JSIiIiIiIiKinqDpzc81p6jQg0Ho+w7D+/irkVXe2hNg+ebl0IbkRlxtSx0nlcBSmbtr1y4uPiIiIiIiIiIiilkMbruRHggCHg8Cy9bDv2x9ywOWpSapnrbSHkEqbTUjQ9vuIgOjScXsL3/5S9x9993d9jhERERERERERERdxeC2h6pvZaCx4PZC6MVl0D1eaFYLtOx0GMZIP1adVbbdaM+ePVi6dKkagG316tVqwLacnJzufEgiIiIiIiIiIqIuYY/bHhBqfWAYMxQYlS8ZrmS1gEGDZpBf5ELdRXrWygBmgwcPxtNPP83QloiIiIiIiIiIYh4rbomIiIiIiIiIiIhiDBuqEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhEREREREREREcUYBrdEREREREREREREMYbBLREREREREREREVGMYXBLREREREREREREFGMY3BIRERERERERERHFGAa3RERERERERERERDGGwS0RERERERERERFRjGFwS0RERERERERERBRjGNwSERERERERERERxRgGt0REREREREREREQxhsEtERERERERERERUYxhcEtEREREREREREQUYxjcEhERERERERERESG2/D9jPZlLjd+YrAAAAABJRU5ErkJggg==\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=117b26fa-5953-48f4-93c3-8ee3f910cb4f\">\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=\"Distribution-plots\">Distribution plots<a class=\"anchor-link\" href=\"#Distribution-plots\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=d9bd2e22-47c8-4a3b-843a-ca6a8787e038\">\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[21]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'distribution'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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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class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=3393fcb4-d94b-4ecd-8d6a-85b92f8a50fc\">\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=\"Boxplot\">Boxplot<a class=\"anchor-link\" href=\"#Boxplot\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=861a222e-35d9-49bc-b2f7-7ac7c7a95cd5\">\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[22]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'boxplot'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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=7e92d225-21da-4f2b-9675-8d6b6d40c9a2\">\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=\"Scatter\">Scatter<a class=\"anchor-link\" href=\"#Scatter\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=ca48095d-ebb8-42fa-be68-262e10174525\">\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[23]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'scatter'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=00ed6628-10e9-4276-a691-4f05e9991ec1\">\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[24]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'scatter'</span><span class=\"p\">,</span> <span class=\"n\">regression</span><span class=\"o\">=</span><span class=\"kc\">True</span><span class=\"p\">,</span> <span class=\"n\">hidedata</span><span class=\"o\">=</span><span class=\"kc\">True</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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=4bf35069-4efb-4c87-a84e-ce3c0de8a1ea\">\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=\"Taylor-diagram\">Taylor diagram<a class=\"anchor-link\" href=\"#Taylor-diagram\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=98e8caba-6691-4c89-9673-9d5379187c7e\">\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[25]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'taylor-r'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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=d9cd6d9d-80ec-4f0d-9907-42b24b5051d0\">\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=\"Statistic-summary\">Statistic summary<a class=\"anchor-link\" href=\"#Statistic-summary\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=c89d764f-f077-4042-8e26-a84d2077fb52\">\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[26]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'statsummary'</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>Warning: Width and/or height have not been passed. The default values will be set.\nResetting data filters to when class was initialised, loading ACTRIS-CAMS subsection filters.\nFiltering data\nResetting data filters to when class was initialised, loading ACTRIS-CAMS subsection filters.\nFiltering data\n</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><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=2bd05c78-1901-4f3c-99d0-708cd262b03a\">\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[27]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'statsummary'</span><span class=\"p\">,</span> <span class=\"n\">bias</span><span class=\"o\">=</span><span class=\"kc\">True</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>Warning: Width and/or height have not been passed. The default values will be set.\nResetting data filters to when class was initialised, loading ACTRIS-CAMS subsection filters.\nFiltering data\nResetting data filters to when class was initialised, loading ACTRIS-CAMS subsection filters.\nFiltering data\n</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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hL198DqMxtKlSxOKFCmSkC9fvoRFixYluezss8929/nMM88k5NTtLljXrl0D60GPp3Hjxgk333xzwgcffJAwZcqUhP3794e9rbZb3e7DDz8Me53PP/88cP+///57isu3bduWcMQRRwSuo207udS2q+Q++eSTwG1+++23wPmbN29OKFu2rDt/yJAhIW+7Z8+ehKZNm7rrvPLKK0kua9eunTu/Q4cOIW/76aefusuLFSvm/ldGBL/G69Wrl7B9+/YU19Fj89f54osvwt4+rcaOHetup/3Ejh07klzWsGFDd5kea1bLjO08+T5WLr74Ynfecccdl2T7Dt4nJN8OTz75ZHd+586dkyzbSSedlOR6nTp1cuf37Nkz7P8P9f9Kly6dUKVKlcCpePHigcvatGmT8PXXXyfktP1Hbl23oU7ZuV6D3yuT0/tJ8D75ggsuiPjY/LrUe6r+1mcFT58h9BrWZwq97wfvs0PtSzPyXiB6/nRb/b/U1veLL76YkN3vdWnlt0udfvjhh4RY4/gIAJBXUEEJ5BCqSNPQS18x6fmhW6GqHpNXh4mqo3x1W3Kab+7UU09NUqURLc0pKeEaGIjmf1TVTyh+bitVI2QmVTJWrlw5xfma99I3Uhg4cGCm/T/N66khwsrO/vnnnySXaX4qX/2UG7z11lvWvXt3N5+bHo+qY3Xedddd54bHa25BVc1qTsf08OtdQ5R9s49gqmRU44XMpOpVT9UunqobVSmo4ebt2rULW13YoUOHkK8PP8xbzUpCVeT64d0XXXSRlSpVKpMeTWLlXKg537SvUGVlZm/fmmdNryfth4LnpsuN23coGsavalg9Ng3ZT49LLrnENWRSpamq+kTbhKrXVc2W1qpgVWbpNeZPquj1VK2l6uvgYb85VW5Yt6FOsaL9qz9pH6wKUk09IQ0aNHD74mj4zwbBw7x9tbqmW9H7fna9F2iO0NTWd06dTzWURo0auREVAAAgexBQAjmIn1vLD83SHHk6UNNwTgUfkYwcOTIQVAYf+CQ/+SGDvslJMA3nVsCoOR0VRuhg0zfb8ENnI81RpQ/zmpMuFA0dTR4aZQbf8TTSZQpFIzX+CHWQ9emnn7qhvhoqroAouAmMbwSRfF1o7k954403XNClMCtU05WcQoFcjx49XACigE1zkCp8VeMT0TB9dRLWvI7paX6hYdPRPkdZzb8+NBdopNeH1keo14emClDwGDyU29NB96+//prpw7ujXXd+PUdLQ7PVDEfTDeh1qS8WgrdvP79quO1bUzhoOgkN5VUAlJso+PH7WQUyadkveNofXHnllS7I8aGQht0rWNQ61ZcYaaH70H35k+bu1brXc6RtSw2N1Kgsp4eUuWHdhjrFSrhQWvsQBYTRPlbtm/R+rc8K+syQfHh3dr4XKGRNbX1rqojcQl+uAQCA7ENACeQgOtBQGKkwRZPb+wM0hV1qdhOJ71idWsWI76QdfEAk3377res0rW6VaizjG7yomkqNT7RcEqp5gRepckwHQKKD78wU6SDOX6b/GW0wqvWi6jRVov7444+u4Y4CS1Xm+SYw6swdal0oRNB8nQp5VNWm51MdvDVv2i233JKpXaszkyqWOnbs6Kp3VP2k515zLfrKEYWs6gqf1i7sPuiK9BxFU92TFsHPszpTJ3996DFEen34wC3560PVnloHwdWSnm+eo4BTFUvZvX2HatgUjq6rKkk1w9FzrGpIVaZVrFgxsH37BkjJt29Vc2rOSwVP2lbOPvtsF4yowkqXzZo1y3IDBSQKwvSFjELA9PBVa5pXVvuHaCvdo6EvhvTcan5dP2ev9ifJt7ucKKev25zEB3Z6jNo/aX3p9aTHrS+5oqXPBr7yW+tKnx30GSKaLzaz670gtwo1OgMAAGQdAkogB1Elkz/QeP/99wOdiKOpgvCNMtSoIrUKBp18R1RRswxNtq9mF6rK+uuvv1xAo4MThTZqDpK8aUG8UvMUNXrQQbYqRlRJp4MxrSPfBEbNXSRU9c2rr77qghoNd/QBjqpaNFxOwdCdd95pOZ0OeBXSqpGKH1Kpiq70Nr/ITr7rsah7bfLXxxVXXBHV6yNUd2xfHanXh4JrzwdHCqgVLuVkd911l+u4rfBWVVYKKFUVqqHEfvv21c7Jt28F86pmU3ChxlfaVyi4nTp1qusqrgpqfcGR0yn8u+2229zvTz/9dLqGnLZo0cJ9oaPtQI00NN2DvsRQ1XVmUjDkQxJVded0uWnd5hT6Qqtq1aoukNYXhfpbU1/8+eefUd+H/4ygzwz67OD3R/pMkVffCzJDTt+fAwAQbwgogRzGH2go6NKBgIZUKdhKjaq3wg3dTs2gQYNc5ZgqLlQ1ePLJJ6eY9y64O3NOoiFpqV2m6s3guQkj8fP5KYBRmKgh3sk7oKa2LurUqWMPPfSQW68KNkeNGhWoZFHXax3s5RYayuultULOByvRPEeZRevcDzVUt+nMeH14p5xyipvfVRVPn3zyiTtP3bVVcZwVw7ujXXfRVvmo8lGd6EUVWtrX+PUSHOSmNi2Bhn4++eST9scff7h5PTVtxEknneRuq0rK4JA4p9Iwde3vVFGa3lDV76v9vLuZEQiFom1Zknelz6ly07rNabSP0Xy3+nJAQa//YiU16sStLwj0mUGfHdIyvDs73gsAAACiQUAJ5DAKIzVkUvPEpWVYm58r6aeffkrz//TVYPXr13cVUaH4uStzGlU7pnbZMcccExiWHe26UDOVUFRZ5+f5ioaGy55wwgmuyYPCTtGQudwieE7R4IDADwOONIebD9YjPUdpqRJKjdaxqvlEFcGhXh8aZp/eJi8KqjX8Mbhq0v/UNqbgLhbbdzRfYIiqJP3QzHDbt5pgpWX4psJ/NUD6+eef3fah7SGn7iuCKUBTkCYK0bRu0kpBkh5/WvfVaeXnAlUDk9wgN63bnEhfjqlyT19++CH+0fDrSOtM+yPNJZ0d7wUAAACZhYASyIGef/55u+eee9zJByLRVjcooNEw70g0t5w/8PPzTsns2bNDhhMa0plThxdq3q5QFV+q8FBg5Yf1Rsuvi3BVYP7AOxQNkQ9HB5y+4YAP92JJ1Vh6vlMTfIDcpEmTwO+lS5d2P1VBF45f7wq9NCw6OQ0tfvHFFy0zDBs2zDV2EFUFJh9K3759ezfcXlWE6kYbKVhVhWS4x+WrJBUeqDmNr6TMiupJ0dDpUK9JhZO+8U+027eeM18NHGr71lytjzzySLq2bwUWfjhkTti+o6EKNc2Bqi7RTz31VJpvr/k6NQ2E9tOqKA0X+maEXjc+UI82iM4JcsO6zak0NYV/TWvdRdtsSKGu/9zw3HPPZdt7AQAAQGbJHUcRQB6juQsVTOikJivR0LBsP6RLDVk015waFQSHC6NHj3ZzW2nIYHBjDXVHVaigBiNqDuOHjirE/OKLL9zlkRrgxJIO3tSYZOzYse5vX8HVrl0795g1JPfGG2+M+v7OOuuswPxpGg7rm/roIE7DDLU+fMOg5DQ3pTruKlQIbjCiBgg6YPeVl74jeixNmzbNGjZsaOeee66btyx4zkWtU3WR1fb08ssvB+aFa926deA6mnpAFAJv2LAh5P9QMwV/IKvf1f3aD1lUN21t5+mprvK0vQ4ePNg9L6ri05ypCuFUzacwMpj+9kMfNYxfj/vff/91YaTop5ZJFV8aKhmuElmdin1QpEYzqrhVMKdlyAoKp7Ssfkiltket88suu8z9rfV7ySWXRF0B5StJFdKqetU/fn2xoe1SoWu4Sj3tNzR1gfYjwWGltmvtNzRvrfYjeu3lBprGwncU1tQW6XHrrbe6/bSq3jKT1u/333/v1quomlD7ltwiJ6/b3ECvM32ZoP3yBx98ENVt9FnBf27QvjW73gsAAAAyS2JbXQBxQdWECks0Sb7CGJ0USmh4s8IbH0ZI8LyK6jKtueNUualQTidVEipw0AHK4Ycf7gI7f7Cck/Tp08e6du3qDpr0WPUYfQdmhVJ6LL7aLxp6nBqCreZACtUUDCiw0foTNb/55ZdfXMVecqq6e/31191J61frUOsvOKxUcJwTAhxtE1pXmrPRz9uoCk+tQwWOwRWGCsHUvCG4Mk4Vu6qqVQMLHRhrHkRfIeoPcLXu1FxJ86opyFOopko7NV7Q+tT1dfmFF16Y6vLqoNt3Bdayac7U4MpCrW8FbKoe9kPpk1OTB1VtqtO6gk2dtDx6zLq/4Eql5POOBlO1pII8nURNJNTkIiuoaknVnwpGtT3pMftwUI9TYaXWc7S0T9CXGfoSQqGuHr+eB1W66X7UOKd79+4pOniLXhOqzNJJ24KWR+vTPw9aZwp41eAkt9BUANq2Zs6cGbNl0PYYXJmt16Veg/7LEU27oefFfymQW+TEdRuKqhU1N3BOoudaTYEUUqtxmwLCrBpWndH3gmDazyef1zYUfaGoLw8BAACCUUEJxBEdVLz33nsuNNLBoYaKqWJNnVQVICkoUjXK5MmTXbfVYAodVD2hoE/VLwpr1Ozl4YcfdhUUvrNvTqOqRQVFCo0UmOigXo9NoaW6Fad1WKSqxHR/1113XeAxK1A777zzXDCpypZwVJmn4YgKfhTqqgJV61H3qYNgNRXxVSixppB0zpw57sBcAZgqaHQArJBVgYhC68svv9w9Jh1MJn/+1RRFlYoK5xQEK7xSA5rkTWhq167tpghQxZ7WiQ52tT4VVmo7jbYzrwIz/Q+ddNCs0FjLePHFF7sDeD0WLU+4cNJTNa2qEdV8Q3NG+sesg3FtK6p0VUDdoUOHsPehy4LnNM2q4d2i8FbrSWG51pvWn9ajhnFqver3tNC8dGPGjHHPbcWKFV0woepo/a3/o2Gi4fz6669u+2/Tpo0LFxROivYTClC0neSGLvXB9IWOvnSIJYXjftvWSVNW6DWo50oV76pwS8s0FTlFTly3oU7+y6ecxk+3oDlI9UVcTn0vCKb9SWrrW6dom/8AAIC8JV9CpIm4spk6oeoDuZoYML8NcjrNPaf5IdlewXYHsH/NDXjfYr3mFmyrB3F8BADIK6igBAAAAAAAABAzBJQAAAAAAAAAYoaAEgAAAAAAAEDM0MUbQEyo22fz5s3TdBs15tAk/UBOp4Yzl1xySZpu06pVK9d1HgAAAADyGgJKADGhLp7q5pkW6mIM5Abq4J7W7Xv9+vVZtjwAAAAAkJMRUAKIiVq1allCQgJrH3HplFNOYfsGAAAAgCgxByUAAAAAAACAmCGgBAAAAAAAABAzBJQAAAAAAAAAYiZHzkE5aNAgmzFjRqwXA4ho5MiR7ifbK7IT2x3yArZz1mtuwvbKOs1KCxYsyNL7BwAgp8iXkIO6VIwaNcpan3ii7c85iwRElD9/ftu/fz9rCdmK7Q55Ads56zU3YXtlnWalAgUK2IgRI6xly5ZZ+n8AAIilHFVBWaRIERdO9j3rSmtQvnKsFweI6JcFM+3JUb/agAEDrGHDhqwtZAtV7Hbv3p3tDnGN7Zz1mpuwvbJOs5JGlXXs2NEdJwEAEM9yVEDpKZxsXOXQWC8GENGs9avdT4WTTZo0YW0hW/jpL9juEM/YzlmvuQnbK+sUAABkHE1yAAAAAAAAAMQMASUAAAAAAACAmCGgBAAAAAAAABAzBJQAAAAAAAAAYoaAEuny9KjfrNgrD9iZX/ZhDQIAAAAAACDd4j6g3Ld/v301a5JdN+RzO/rDF+2Qtx630q89bIe908Pafv62df97sE1buzLV++n48ycukNPp8ZFDovrf/vo6HdevV6rXH7dySZLbdP3li7DX/X3RbOs86DNr1PcFq/D6o1au9yNW/4Pn7KTP3rA7/vjWPp850dZs32p5yfY9u+2XBTPtuX//sCt+7G/13n82sC4VqCJttmzZYk888YQdffTRVrJkSStTpow1b97cXnrpJdu9e3eGVudXX31l559/vlWrVs0KFy5sJUqUsPr161vXrl1t4sSJYW+3ceNG+/777+2xxx6z8847z6pWrWr58uVzp48++oinOA/Liu112bJl9tZbb1n79u2tTp06VqxYMXc6/PDDrUOHDvbnn39GdT8//PCD294POeQQt71ru73wwgtt8ODB6VoupO65554L7Bt0CmX79u3uOXj66aftkksusZo1awaur20pM61cudK6d+9uTZs2tfLly7vtSP/vrLPOcsu6Z8+eHLe/0/8IXofhTr///nvU93n22WcHbnfKKadkeBnnzZtn3bp1c6/JokWLWqVKlaxdu3b29ddfR7zdJ598Yrfffru1bt3aatWq5d6DdPvDDjvMLr744lRvn1WycpvU7aN5PufOnRvxfv777z/r2LGjVa9e3YoUKeK2S62zaPeHue3zSnpfv96qVavsnnvucZ9xdDvdvk2bNvb+++9bQkJChpcNAIB4UtDi2L8rFrmQb86GtYHzCuUvYKUKF7F1O7fbmuULbdTyhdZr7F92YZ2jrP85HaxwgZSrZN2ObfbjvGmBvwdMH2+PtTzTCuSPPt+dtX6NjV6+yE6oVjPsdfpPG5fq/ezau9euHTLQvpkzJXBe/nz5rGyRYrZi62ZbvHmDjV25xN6dPNoeOeF0e7TlGZZXKOC96LsPY70YcWHRokXu4HHhwoXu7+LFi9uuXbts3Lhx7qSDuz/++MPKlSuXpvvVfSjs+fHHHwPn6WBCBxCzZ892p759+1qvXr3srrvuSnH77777zrp06ZIJjxDxJCu21yVLlrgD0OADSN2v/tb/0WngwIF27bXX2rvvvmsFChRIcR/79u2zzp07u/8vOvgvW7asrVmzxoWWOt12223Wu3fvTFkPSDRr1ix78sknU10dY8aMsXPOOSfLV9vnn39uN9xwg23evNn9rSBMQfXixYvd6ZdffrEbb7zRbRs5cX+XP39+F/yFo5Aq2sBzyJDovuCNxqBBg9z7iUI9KV26tK1fv95+/fVXd9K6++CDD0IG1Ao1t23bFvhbgdbevXvd614nrfszzzzTvvnmGxdeZpfs2CYLFSrkQrJwChYMf2igUO2mm25y68qvNwVwWl86Pf7445ke7sfq80pGX78yfvx4F5ivW7cu8HlHYerff//tTvqyVu8Duj8AABDHFZQ/z5tu7b5814WTFYoWtx4nnmVTrrnPNt/xjC276XHbfPsz9neH2+ze5qdY6cJF7Pu5U217mG9AP5sxwXbv22dnHd7AapepYMu3brbfFs2Oellqlk78UPRxhABy59499uWsSZbP8tlhB64fykMjfg6Ek50bNbN/O95hm27v6R7Txtuftkmd77WXT73QWlWrZaFrRuJbuSLF7NQadeyupidbv3M62CHFS8V6kXIdHXio2ksf9lUZ8dtvv7kDOR0EKpApVaqUTZgwwVVQpNUzzzwTCCdvvvlmW7p0qfuwvmPHDncgoWqW/fv3u2oDfbAPRVVoqsJ55JFH3MEj8ras2l4VLiqMPO2006xfv36umlL3u3XrVps2bZqrgBQF6uEOyB999NFAOHnHHXe4YFIByqZNm1wIryDg9ddfJ6DMRNp/KDTeuXOntWzZMtXrK7TQc3zffffZZ5995vYvmenLL7+0q666yoUbCjm07Wh/p21A5w0fPtx9GaPQKKfu72rUqOEqyMKdVA2WGl3v7rvvdiFOw4YNM7xMCxYssMsvv9y9zk888UQXSmud6qSKU/nwww/txRdfDHn766+/3r2u58yZ47YVVavqpyoy9aWBKOTUe1F2y+ptslWrVhGfT1WUhjJq1CgXxGmfe9FFF7kgV+tN+zUFvqIvBr74Ivzon9z0eSWjr19dR5XPCicbNGhgY8eOdZ93tHxvvPGGu43CzTvvvDMT1gQAAPEhLiso525Y66oMd+3baw3LV7YfLrnOqpdK+s2mqh+bHlLdne5qdrJ1+/XLsPfXb9pY9/Oqhk1s9vrV9vTo3+2jqWNdYBmN/zVsYs/++6d9NXuSvXjK+Va8UMpvSr+bO9U27tphJ1WvbarXUSVkclt277K+U8a4368/+nh7/fRLklyeP19+q1e+kjvddFwr27E3/JCTeHTioYfb8puTBgXd/868ao28QgdtU6YkhuAa5uYP8lVFc8UVV7gAQB/YVb2iqgQdSEWrf//+7ufJJ59sb775ZuB83beGTv30009u2JhCIFUW6LxgV199tV1zzTWZ9EgRD7Jqe1VIoJC8SZMmSc7X/R555JH27bffukonVYS9+uqrLkBSZY23du1ae+WVV9zvOpjXdTxVZCn40IH9888/76qOtF2rAgwZo8D3n3/+sf/9739uWL5ClXAUrCkwDvbggw9m2lOwYsUKF9xoG9RQUwV0wRSeaBnCBXzxtL/TF1IbNmyw9957zwYMGGAzZszI0P0phFTQo/BO7xu+ek0VagrJFLSpsrlnz55u6pDk1XPBr0dPlZa1a9d2Xxjo9atwUO9Z2qbCBciZLau3yYy4//773Rc3GkatENKvkwoVKtg777zjQkIFbg888IBdeumlIavKc9PnlYy+fvUllLZDDevW/9c0BKJqyVtuucUFnA8//LDbThVS1qtXLwNrAgCA+BCXFZRP/POLbd69y4oWKGifX9ApRTiZXPmixe3LCzpbmSIHDy6Dhw1PXbvSXXb+EUfa/45s6qocB82fEfUcj7XKlLc21Q93y/TdnKkhr9N/amJ1ZadGzcLez6z1q13oKucdcWSq/7dYwYx9oNZ8jud+/Z6bt7PiG92txcev2ktj/7I9+/ZFvN2Gndvto6lj7H8/DbBm/V+xam89YWV7P+LmhNS8mRp6H4rmz9R8kZpDM5Khi+e66xV/5UFbsDFx2IykZcg9In/gl1NPPTVkBdKVV14Z+KDtA8e0fOCXZs1Cb+caLuY/pCukTC47DniQu2TV9qptMXk4mTzMUKWe31aTBy46GNYwQ1ElVLgDflEVkoZHIuNVdQqKFZj4cDiSrN6fKOhSKNe4ceOQU1akJl72dwqzFOjri6nrrrsuw/enYNLPEanhxqGG1j700EPup0Kg9Ly2TjjhBPdT1XLJA8OslFOf8/nz57shyXLvvfeGDGz9OldQqcrC3P55JaOvX///gpchmCp1Fagr9PWV9gAA5HVxl+is2rbFvj0wBPrKho2tbrnw8yYlF2qeon5TE6snL617jBUtWMiFjSceWsv27N9nn874L+r79sFj/+kph3kv2rzB/loyz82NeXHdo6O6v2VbN1lWUlMZzef45+K5tmnXTjd354z1q+zRvwfbOV+/54a8h/PmhJF2029fu6HoM9evDpy/ZMtG+2LWRDt14NvuOsl1PSbxgGDgzAmu4U04faf86362PayOHV62QgYfKYJpWNTIkYnPjYYVhnudaGJ4PwQuLVSdIuGGb2tIlOahjBRiAtm1vaYmuGJSB5nJ50XzVHEZiuaBq1y5cpYsW16kSjmFVy+//HLEOROziw8oNLw0XKOeeKfhrQpiNE+lKsUyYz0oKFNwGOl1r2HKfih5el5bI0aMcD8VIPnXaF6modOe358mpylaVFWYXfuzrN7/Z+T1qykHND9lpGXTtuWrL9n/AwAQpwHlsKXzbP+BpgYXHNEoQ/elkEyBmlx15MFKmo5HNo26qY2n4FEB5PAl823hpqTfxg+YNs4SLMEuq3dMyOHfXqOKh1jxA1WRPUf/7qo7s8JP86a7+5dL6h5ts69/yFbc/IStvqWHvdr2IhuzcrG9N3l02NtXLVHaNegZedVttv62p9yw6w23PW0zrn3Abml8orvOA8N+somrlyW53WX1j3VzSKrSVMPhQ1m7Y5v9cKBh0XXHHJ+JjxqiKjANZ5Kjjjoq7Erxl2n4UlqqS1TtIn/99Zcb4qR5/URz/akzqOZrUjWaKiHSO2cU8o6s3l5To+3YD9mLNDwveXgZ6jI/TBHpo6HDqlo9/fTTrVOnTjmimnP58uXud01VoedXQ001T57COk1loSGoPmDJyTQVgR6DAhUNV9UXTdo/++0/EnXKXr16teuAnFlDWKdOPTgSJZrXveYNjIa+INNcyKqM1hQjomG98RYua31o3aiZjJ5TdZdWuK+5GlNb5wprwwW2qv7UXIv+f+Tm/X9GX79p3UanT58e1XIBABDv4i6gnLFuVeD3YysfmqH7UiWmwjI1xtH8ht4l9Y5xw6enr1tlY1YkfkOaGgWPCiAVRAY3y1Ew8/H0xGqyqyMM7xb9zweOb+t+V6OeNp+9Ycf162U3/faVvTdptP23aqnt3R95+HU0Hvt7sPvZpnpt+/jcq6zGgSHy+v/djm1pL51ygZsvMxwFh+oe3qRK9UBXdH3AV/Vpr1MusBuOPcH2Jey3PpOSzg2m+9cQevngwFybyamDuqo3qxQvaefVTn2YO9LGfyCXQw8N//oJviz4NqlRKKlhrZof6q233nIf8lVxoUo0HQTMnTvXzbeloCGnDnVD3tleUzuA1bxrogPV5PNHBjeaCD5YDaYDZt/dNbOWKy/SFx0aRq/wrE+fPpYT+EpwUYihinDNaagQTPs7LbOGPquC6qmnnrKcTJVq+gJJQbwCIW37GpKqYbUK83xH5+TUEO3TTz91IYyfziAz+NeK5pXUc57a6z7Sa0uNVPT5RCcNFW/evLlrrqMQSu9FvuFOPNH8mgr3tO40DYW2VXXn1nuwGnuF4tdhpP1s8OXZsT/Lyv1/Rl+/aV02TUUQalobAADymrgLKNfv2B74vXzR8B9co6FGOHJVw8ZJzlcl5AV1GiUZAh6NTo2au58DZvzngkkZtmSeG+Jdr1wla1ktdOfEYPe3aOsCQs2bKbPWr3HLefuf39qJn75u1d/p4QLL4LkZ02LKmhU248Cw7AdbtHWNd5K79ugWVq1k+ps5nH2gudA/yxaGHeat4Hfq2sT5CoNpbku/LgsRYGU6dZj0VF0RTvBlwbdJjYLJZ5991nU+VuWG6EP57t2JQ/rVRVUHABqmCcR6ew1Hw0vbt2/vgpuKFSvac889l+I6bdu2dSGHqFFHKMHn6wAV6aNGFtpvqJu6n0Yi1jR3nafqwWrVqrlhstrfaVlVYXbKKae4zwIKwWLVoTsSLbMaOE2aNMntm1V95ofVqlJVFOaFmp9Pj1Edn7XPV3VrZjaZ8a/hSK/54MsjveYV0lWpUsWd/Jdi+qlAVY2s4umLsrp169oLL7zghh/r+dSXI3qvVWMbhZPaFrVPUkOYrFznuWH/n9HXb6zemwAAyO3iLqDMLPM2rrWRyxa6hjjq3p2cH+b95exJEedLDHZCtZpWv3wl16FbjV6k34FqytSqJ4Pd3PhEm9v1Yfv0vI6uorFpleqBhjiaL1KBZbOPX3GNfNJKVZhSMH/+JFWjwRRanlT9iIj3o4D0weE/WatPersmOyVefdA1ttFJc1uGm0dTHchPrpF4375juff30gUukNVzopAUubNyQ1001ZlWw7g1l5gahKh5jj7ga964t99+244//vjA8G8gJ1G1mIb6aR5VhS6qJNPBa3IKLjW8VXRgqyGxM2fOtD179ri5yVSdpU72PrhRkIO0U0fon3/+2Y477rgUXXZjyQ89FYUYauqiUM8/z5qXVBWG6kIt6jyd05x55pku9D3mmGMCYbsCu1atWrlQ68ILL3TnqRp+zpw5SW6rcE9VZOre7RvO5ER6DKpk1kmh3eTJk+3yyy93VXGq/IzUBT63UWd7VRprqL3f76gqVs+z3otVPSp6zhXC5WXx8PoFACA3irsjovLFDn4buX5n+GHIqek3NXFeyJbVaoZsxKIGLaoi3LJ7l30zO/q5w64+8mCznM27dtr3c6dagXz57X8hQtBIFEhqXkvNCfn3VbfZ6luetD+vuCkQnG7fu8c6DfrUVm47+I3sFT/2t1p9nkpxUuWlt/pAZ/KKRUtYkYKJw7NDObRkmbCX6TE17v+yvTZ+hE1YvcyFpiULFbbKxUu6odmaZ1K2hQl2rz86cW7JgTMm2M69e1I0xzmtZh03XByZz09wL6qUCSf4suDbpKZz585u3jJ1c9UB7oknnui6JetD/sUXX+wOkhTsqGOoAhwglttrqPkidZCvrsAFCxZ0w1d1cB/OM8884zq4ioJMNe1QIFCzZk17/vnnXRDvuxpruCrSZtWqVXbnnXe60ExVenpOcorg7UxfyoTqCK8qck17IQrG9HhyCwU1vXr1CoQ5Cmu833//3T744AM3hYdeA1m1biO95oMvj/Y1r+3n6KOPdq9rNfbR86HpG3xDnnimYcv+uVKVoKZZyY51nlP3/xl9/Wb3exMAAPEi7gLKhhWqBH6flKwJS7T27d/v5jqUf5YvDFT+BZ9KvPqQmwdSPpoW/TBvVWMqkPxh7jTXaGbH3j12Zq16VjUDQ6alYP4Cboj4e+0ut4ePPy0QAH55oMmPbNi5w1Zt35ripMYzmWXdjm12wy9f2K59e+2UGkfYr+272frbnrZVt/SwRd2628Ju3e2T8yI3P7mwzlEuyNywa4d9PXvygWXfHujOfu2BABOZL7gSLFIFY/BloarHQtGcV4MGDQpU14RqPKDJ932DC1VU+qkQgOzeXkOFk6qC1LxjCsRUuXfZZZelGnho3jJV+CnoUAMJhZOat6x37942fPjwwAFqZjUQyUv0JYaGqd5www1u3SpYCT75qSMk1HlZKXjeOd9NOpTgDu/Bnd9zgzp16rgvlERfKnlquCIaTqz9fPLnxTeG0s/k50XDv4Y1DDdSeOhf9+l5zfth60uWLLHBgxPn5Y53GtXgBT+fweswtZENGVnnOWn/n9HXb1qXTXMY+2lvAADIy3JOuUEmObn6EZY/Xz7XyVvdns+uHf6DRTi/LJxlK7ZFPx/YyGULbO6GtVanXOIH9UgURCqQHLxgpvUY9Wuah3dH47pjTrBn/k389nvOhrWB8xUWpkZVjrJ25zbbvW9voMlNcstDDM+WXxbMco2FVCX59YXXhOxKHlzVGYrmlux8VHN7YcxQN8xbjXM+UzXlvr12SPFSNMfJQvogrsoYVcSoscfZZ58d8nq+6YcqH8uXj66aNbhL5RFHHBFxnixRcKPur5obDMju7TVU5eTnn38eCCcVOEbrnHPOcadQ1DVYNGwWaaNmLaJpIXSKxFcn3XHHHfbqq69m+apWcKFtJbXgLfhLmHjpFr1wYeL80poKIRJVzPvn5dtvv7WLLrooqvsP7oqs17Yfmhzudd+oUeKc4WkRHFCpeVte59e53pPV1V3TsSSnbV3TWKR3neek/X9GX7/Jt9FwIadftuCgEwCAvCzuKiirlChlF9VJ/GDw+cyJNmfDmqhv6z9o+OY4aoSz5pYeEU+ND3QK7zct7c1y1I26YrESmR64aTi1VziNE7yr87bs3b/fzcEZyv6E/TZ8adJv172lWze6n3XLVwoZTsrQxUnnqgpFVZIKmlXBOnPdKvvwQHMchbk0x8k6mrBdw65lyJAhYV8nGp4tkYa3Jhc8x16kSqHgYVJUFCBW26unA1QFLcHhpB+2nVETJkwIBPe+chjxM2T2pJNOClSPh+Off4UbwZ3fc4N58+a5eYXl8MNDz1mdFVq3bh3o3h3uda/3GL/e0/O6D64gzCtDb0ePHh34PfnzecYZZwR+D7fO1TzJN3pJzzrPSfv/jL5+VRF/2GGHRVw2NSgaMWJEmpcNAIB4FncBpTxxYjsX0mn49JU/fhyyGUswDR/W9TRX4qptW2zwgsQPI5fVO9ZKFi4S8aR5IEVDwjU0PBrn1m5odzU92e5o2sZeOPn8qAM3DcX2TWwi8cPTxQeo0Tq6UlVrUL6y+/35MX+6MDLU/Jzh1mnpwkXdT1WUBs8f6U1avdw+Dxp2Hk7N0uWsXa367vfb/vjWpq5dSXOcbKJ5ImXo0KH277+J834G+/LLLwMHb2kJVYLncApX7aQP7P3793e/qzFDiRIl0rz8yFuyansNrpzUsG4N19Y8kpkVTqpC+KabbnK/a6i4higjbTSfrQKIcCd1oPb8edlRPel16dLF/dR8fv/991+KyzW0WQ1mRPORhqpKi5XUptfQ5Wq44r98Ou+885JcFumkOYhFP/150VZPit4XLr300sB7SaiGLprj1YeLye9bja5S8+yzzwZ+98ubm6X2fO7atcseeeSRwPrVvIvBateu7YJhUZdvNftK7rnnnnM/NY2FD/dy8/4/I69fBZb+/w0cODBQVRxMTdJ0H/riS+8zAAAgTgPKuuUq2QdnXemqB6evW2UnDHjNeo39y3Xm9hQmTly9zHr886sd2fcF19hFPpnxn6seVBOac6IYHn5ZvWMCw5aHLEgc2pIaBZLPnHSOPXfSedahYeOoH5fCUzW0OeOLd+y9SaNt9vo1gQ+dejz6+76/frT7h/3kzjusdDm76ECAmtaAV4YtmWedB31mS7ckVkUqcNT/vWvo91b2QKOb5E6vWc9VPq7fud2uGTwwEGRquPhXsybZ+d+8b6UKJXYDTc31xyR2/vx72YKom+MobFaQ608+YN2+Z0+S87fu3hX1+shr9IFfjQK0bekg0E+Wr2FU+rDv5xfTcKrkBzHq/qkP5jol/0Cug5bzzz/f/a6GCldffbWrwNH/0cHOP//8Y6ecckrgYELzVIaiip3gk6cP+sHnpzaZP+JDVm2vfs5JVU76hjhpGdYtOmBW4wlV2fi5D/VTFTU62NflNWrUcAeqiA3NYxi83/Dde7X/CD5f+5fkIm0/otChRYsWSbZNf/+qyrrgggtc92gFfD179sxR+ztVIGrZ+/Tp4/bJ/rOGll+Vdno9aVi2dOvWzerXT/xCMbNcc801gXUbSo8ePVyQtmLFCve+4ruI60suXfbOO++4vx999NEUDagUpOm1rbklN25M/Hzjg0u9Ji+55JLAF2Wqns7u4bfp3SYjbY+a71ZdqD/++GNbuvTgF91679V2qXlxfcD32GOPWdmyZUOGvgrTJk2a5L6o8fMnrl+/3nVr93N1au5RXS837/8z4/V77733umHlet7OPfdcGz9+fOA9QMF69+7d3d+aQ5c5iAEAiNM5KD0Nzx586Q12w69f2LyN66z734PdSaFlyUJFbOOuHW6eSsln+ezy+sdZiUKFrf+Bodqq3tPfqVGHb1Upqlt1v2nj7Nwjsu6DbMH8+d2yKrDzoZ3OU9Wiqj/3BVU7Hl6mvJsDMprHEKpJzQMt2roKyq9mT3YnzSm5Zc8uF96eeOjh1qpaLXtx7NAUt9U8nKoOfWncXy701alMkaIuINyzf5/VKl3eHj/xTOsyeGCqy3HW4fVdyLp484aom+Oc8EnvwPWDvTJ+mDt56nauhkJISWHMDz/8YKeeeqr70K6DGg2l0gfznTt3uus0btzYVZOlVd++fe2ss85yH9Q1VFYn3bc+sAdXtagyJ1y1Q7gqI3Vd1clT9ZQOQBDfsmp71XBFVb6IDmCTb1/JvfbaaykCTIUnqkrSSfehoETVXn5eM81TprBezaEQG9o2Qk058eKLL7pTcBDy0Ucfpem+FVx8//33LhhRSO23zUKFCgWq/vS7Auq2bdvmuP3d2LFj3UmKFCniqhE1hFfVdsFVZmr4lN00BFmVze3bt3fDZBXwlClTJknDHS2br/IMpvca7Q/8PkFTiejx6TkJfh/S61ndyONhm1TIpoDNB3gaIq+AV4/ZV0Nqe1Xjqfvvvz/kfWieXAW/qvxWEzudFGTqPnyAre3w8ssvj4vPKxl9/Wp7/Omnn6xdu3bu9s2aNXOvIS2XX+ca2v3KK69keD0AABAv4jaglFaH1rJJne+1r+dMtsHzZ9rYlYttzfattmX3LitftLjVK1fJ2lSv7Tpr1ytfyf5ZttBmrU+cs/LSA5WR0bik3jEuoNTQcFU5ah7MrFC/fGWb0/UhGzJ/pmvMo2HPi7dscOFkkQIFrFLxMnZ0xap27hENrUODJlakYPqfXlVRHl/1MOv93wg3rFxduTX0+4oGje2OJm1ceBnO023OtiMrVLG3J/1j09autD379tkRZSu40PjuZie7Yd7RyJ8vv11Yp5G9/t/fNMfJZppLafLkydarVy93EKJmFPogronvO3To4A6MCxdOe/itjq+qvunXr5+rbpg4caKrvtBBhuZr0gGQqnH8UDIgVturr5QRHUwGz40aSqhuwk2bNnUBiaqXdPCsbb1ChQpu+gIdxCtA0baP+KUKKg0PfeONN1w17uzZs922om1WoYa6RQc31Mgp1Jzs9ddft1GjRrn9tBqjqLJPc/MpHNS++tprrw3MARgLajyl170q+3777Tf3hYC+BFAgpfcRPww8OS233os0RcC0adNc4xdVUiqo1PuQulmrwj+e3odUZaj9o57PKVOmuApMPWYFbqoQVQWlKvl0vUiuv/56N12LhnkPGzbMbRf6gkXrTPvZcEF7bvy8khmvX70HaBvTNqqwUl3hFQzrNgqYtS0Gz88NAEBely8htYlpspE+BOjN/J+rbrfGVdI2dyLiU7P+r9i0dSvtvuanWo/WZ1lOMnDGBOsyZKCrBgyeXxHISqoE0fBEtjvEM7Zz1mtuwvbKOs2O4yPe9wEA8Y6v7ZBjDV8yz4WTmtPyuqNbxHpxAAAAAAAAkAUIKJEjaaj8fcN+dL+rU3rNVJrjAAAAAAAAIHdi8ivkKFf//ImNWr7IVm3f4hrylCpcxJ5ufXasFwsAAAAAAABZhIASOcqq7Vtt2dZNrvN30yrV7enW51gtqicBAAAAAADiFgElcpRf23eL9SIAAAAAAAAgGzEHJQAAAAAAAICYIaAEAAAAAAAAEDMElAAAAAAAAABiJkfOQfnLgpk2a/3qWC8GENGoZQvdz0GDBtmMGTNYW8gWI0eOZLtD3GM7Z73mJmyvrNOstGDBgiy9fwAAcop8CQkJCZZDjBo1yk5s3coS9sd6SYDo5M+f3/bvZ4NF9mK7Q17Ads56zU3YXlmnWalAgQI2YsQIa9myZZb+HwAAYilHVVAWKVLEhZNdbqpph1QrGuvFASKaOmmT/fjVShswYIA1bNiQtYVsoYrd7t27s90hrrGds15zE7ZX1mlW0iidjh07uuMkAADiWY4KKD2Fk4cdXjzWiwFEtHL5TvdT4WSTJk1YW8gWfjoBtjvEM7Zz1mtuwvbKOgUAABlHkxwAAAAAAAAAMUNACQAAAAAAACBmCCgBAAAAAAAAxAwBJQAAAAAAAICYIaAEAAAAAAAAEDMElEiXn75eYTd1nGAvPz2HNQgAAAAAAIB0K2hxbv/+BJswZqNNmbjJFszdbls277Xdu/ZbsRIFrMohRaxO/ZLWvFU5O7RGsYj38/7rC2z8vxvd72ddUMUuvLxaqv9bAZ53SLUi9vgLR0a8/sJ52+z5x2cH/j6hTXnr3K1myOtOn7LZRg1fb4vmbbNNm/Zawv4EK1WmkJUuU9AOq1Xc6tQvYQ2OKmWlSheyvGLrlr02+b9NNmvaFlu8cIetX7fb9u9LsJKlClrN2sXthNbl7bjmZWO9mLnGli1b7KWXXrKvv/7aFixYYAUKFLB69erZlVdeabfddpsVLlw4Q/e/cuVKe/PNN23QoEHu/nfs2GGVK1e2hg0b2imnnGL33HOPFSp0cPtduHChHX744VHf/zXXXGMffvhhhpYRuUtWbLPDhg2zX3/91caNG2fz58+3tWvX2tatW61cuXLWqFEju/jii61r165WrFixsNv58OHD7b///rPx48e7n+vXr3eXDR061G3ryBit0x9//NGt39mzZ9uaNWts8+bNVrp0aWvQoIGdc845dtNNN1n58uXD3scPP/xg7733no0dO9Y9PxUqVLAWLVrYjTfeaGeffXa6luuvv/6yU089NerrP/HEE/b4448nOe+TTz6xf//91z3GpUuXuse2b98+t69s2rSpdezY0S699FLLCh999JF16dIl1ev99ttvdvrpp0d1n1qXQ4YMcb+ffPLJbh2lh/bv/fr1S/V6e/bssYIFC6Y4T49Nr+mJEyfa8uXL3es6X758VrVqVTv++OPt2muvjfoxZabt27e7fY7fV+jn4sWL3WXaNrSNpJdu++STT6Z6vTlz5lidOnVSnD958mT3OtP+bOrUqW5bLFKkiNWsWdPatm1rt956q9vfxsu+P6PrS/t2PZeRHHrooe51DQAA8kBAOX/uNuv3ziJbvXJX4LwCBfJZ0WL5bduWvTZv816bN3ub/fLjKjuueRm77pZaVrBg/pDB16TxmwJ/jx6x3s6/rKrlz58v6mVZuXyXzZ+zzWrXLRH2Ov8MTzxojWTPnv320duL7L8xiWGp5MtnVrxEAdu0YY+tX7vbFs7bbsP/WGvnXnyInXdpVcsrHrh1iu3fd/DvQoXyued744Y9tnH8JvccNjq2tN1w++FWuAjFw5EsWrTIfbhWKCjFixe3Xbt2uQM6nXTQ/Mcff7iQJj0+//xzu+GGG1yIIEWLFnUHEDoQ0+mXX35xwUDZsgcDZR1wVKlSJeL97ty50zZtSnytNm/ePF3Lhtwpq7bZF1980X7++efA3yVKlHAH5To4V7ii06uvvupCl1AH5++8805UB7lIv759+7ovOzztTxQYK2j8559/3EnPkULIli1bJrmtwr7OnTu77UMUUmm/o+dX19dJAUfv3r3TvFzap6W2z9q2bZsLvMPts7p16+au45UpU8b27t1rS5YscafvvvvOzjzzTPvmm2/ctpkV8ufPb5UqVQp7uV4P0VAo6MPJzKLnWuskHD2fyek9Qu8/wdfRc673I30JodNnn33mtov3338/RcCZlcaMGeMC9aykL/4ihfWhHq9eHwrDg2m9a9udNm2aO/Xp08e9TrTNxtPnlfSsr2B6XZYsWTLkZfqiAQAAHBS3KY0q6V7pOceFkyVKFrCLLq9qT/ZqaG/0O856vXOM+/lgj/rW7vwqLrCcOHaTq6wMZczI9bZ3b4IddWxpq1S5sAu8pk9ODFaiUaFS4je3o4avC3udPbv327hRG1zYWL5i+G96v/lseSCcbHVyeXukZ317/aPEx9T7w2Pt8Rca2hWdqtsR9UqYRZ+fxgWFk7WOKG5XXlPderx8pPX+8Dh79YNj7elXjrRWJ1dw15k2abN90jexGgGh6eD3/PPPdx/2VU2i6hgdIKuyY+DAgVaqVCmbMGFCioOVaH355Zd21VVXuYNBHSTqwEbVkzpo1HmqzrjrrruSVE9KjRo1XDVapNPVV1/trqtwQv8DeUNWbrOqotJBt6qZtH3qgFwnVVzpfG1rqthRJeX+/SnfQxR+aNu98MILrUePHq5KD5lLlY4KkkeNGmUbNmxw+xM9V6qqUpWdwjU9XxdddFHgCwzv0UcfDYSTd9xxhwsmFWzqer169XLhw+uvv56ugLJVq1ap7rN8BW316tWtXbt2Ke7j+uuvd49BVVr6Ambjxo3u57x581xwKqrwVcV5Vklt39umTZtU70PXu/vuu10QqCr5zHLFFVdEXDZ9sRUqUNW60xdl2mcozNJzvnv3bpsyZYqruhOtd20D2U1B2mmnnWb33XefC0oPOeSQTL3/1LbLWrVqpbiNqk613rQP1Rc2en1oW9Q+9vfff7ejjjrKrT9VKuvvePm8kt71Fezee+8Ne1u9rwAAgDivoFy9cqd9+PZC27snwaoeWtRuu/8IK1chaein6kcN+9XpjHMr28fvhQ+t/hmWGCwe36a8rVy+037+ZqWNHLbOjjou/Lf2wY5vXd4Gf7fSxo3eYO07Vg9ZvTdh3EbbsX2f1WtY0hISzFVCJrdzxz77e+ha93ubthXsqmsPS/GYDqlW1J1OObOS7d4dOnCNV3c+XMfqH1kqxfkVKhWxq7seZjpOGfHnOhszcoMbol8+2TYBCxyU6SBNNFzKVxypikYHgwphFP5paLaqEnQgFa0VK1a46grdh4Zj6YA1mA4mdLAbzQFvcjpo90GDhjwGV18ivmXlNnvnnXeGPF9DgBVy6KBd2/T06dNdQHbiiSemCMCCh+36Kh9knk6dOoU8X1VLukwBj8K/1atX208//WT/+9//3OUKLV955RX3u8JLVVkGVz0p9FNg+fzzz7vnUMOKNWw8s2ho8eDBg93vuu9QYVrwMgWH3rVr13ahqR6DQqz+/fu7IDX5Fzs5xc033+zCYwX0AwYMsBkzZsRsWfQ+Eypw1v5CQdunn37qKvlVefvBBx/Ygw8+mG3Lpvc+PwWEl53/PxztU1VZWq1atRRVwtqfjhgxwgXPCt2ee+65bBsen5X7fgAAkP3isoLyhy9X2M4d+90Q3253Hp4inEyuRMmCduNdta1Y8QIh54VctmSnu+zYJmXcPIaqcpzy32bbsnlPVMtTsVJhq9ugpFumCWMPDs0OFYK2PCn8MBKFowpd5ZimqYejhQtn7OmdOmmTvfbcXLv7hsl253WT7OmHZ9ivP62yfXsTlyGcbdv22si/1tl7vRfYUw/OsHu6Tbbbuky0R+6Yah+8udANvQ/l+cdnuXk7P/twScT7nzl1i7vezVdPsDWrDw7fDxVOBvNVlLJ4/vaI183L/Lxemjst+XBIUXWJnwtSB8VpoYNCHaQ2btzYVUlmJg1x1H37qiPkHVm5zabmhBNOCPweai6xUKETsle450iBharnRNVqodx///3up6rFNJw6M2nIs4aYK3C87rrrMvTYVDWaPNjKKb744gv79ttv3ZyT6X2c2UnPh+ahlOyeHzCn7i/q16+fIpwMpi8EL7nkEve75nHNC/t+AACQ+eIuoNy8aU9gCHTzVuWtStWiUd821FxFPjhsenxZK1Q4v1WsnNhYZ9++BPv378QwJBo+ePwnxDDvdWt32+zpW61o0fzWpEV0c+RsXB9dOJqRLt1vvjjfhYGq7MxfIJ+tWLbTvh243IWWGvIeztAha2zA+4vd86BQ1Vu/bo8bxt7rydn25y+rU9zupNMqup9j/lkfdri9/P1XYhVpg0alrFLl6Oa+Ej1/3n6VqSIFDYsaOXKk+z1cYwi9Ts4666zA0MK08AcIGm4V6vWWEap0kbp167oDYeQNWb3NpkaVQ94RRxyRqfeNrH2ONHedd+SRoZvYae45P09cZm47CQkJbu5MUVVXasNEU3tsqhbNifPZrVu3LlBp/O6772b6fj8rqOpO1ZPCazpt84GKQve8sO8HAACZL+4CylnTt7oh0nJcs+iGYIejkGzsqA2BYdrB3bXDhY3hKHhUADlnxlZbG1T15+em1DI3PaFcxOYt1WoUC1yuYeaq7swKaibz87crDyx3Wev5WiN7+d1j7JX3jrUrO1e3BXO3uSY84ZQpV8g16Hnwqfr2Wt9j7aU+x1jvvsfaUy8faae2S5xo/+tPltmShUmrGPX41exHlaYaDh+Ka1g0LnEOsdZtEwPNaM2ekdiIQKpVj9y1Pa/SsDs/j56GuoXjL9NwrmirdjRPn4Y0irrPaliWhl5p3igdvGoONg3J8gccaaGhZ+qILLmhQge5Y5sNR9VqmhPwmWeeCcz9d9JJJ1mzZs0ydL/IPKqM1HD6N954IzA3rTrtar66UCKFKv4yP5Q0M6i5kuaRTE/Ft+b/U/MPdZr+6quv3HmaLiOrwj8Nc9c+WyGo5lzV8HJ9yRRNB+7bb7/dDa3v3r17lnR4VhWs7lfhmIbfH3300W5aBr0+0xOmKvDVfLLqnC5ZObdnrGjeZ+0P1UxGz6mqI7t27ermaswIvz3oOYinfX9G15emntEXEPqco0pTvU888sgjgc9DAAAgjgPKFUt3BH6vUat4hu7rvzEbXFimxjiqmvQU2hUqnM9WLN3pwrpoKFhUAKcgctSI9UmqKNQVPLXh3e4+Cue3sy5I7AiqRj3PPz7bnrx/ups/U4HhogXbXWVnRn3/ReKHJg1Lv+7WWoG5GvX/Tz6jkl1+dXVXVRlOm7YVXffwmocXD3RF14GTqk9125NOr2j6TPnXb0lDTt2/D3/9XJvJjR6xzlVvli5T0A25j9b2bXvtlx8SQ9c69Uu4eTqRUvAH5kMPPTTsKgq+LNoP2bNnzw78rhBSH9I1d5oOtnVwuWzZMjcUUHNwPfXUU2l6elSJpNeSGlqo8yryjqzcZoPp4Fb7MZ10oKpQRAeZCsIUemkIK2JP+xI9R/qpoZ2q3tPUD5obVGFWcMfp4KrFqVOnhn3eFVxJZgYKvuJbc5kqEEuNGn747U8hhzp+f/jhh+7xaI7Cxx57zLKyUk3NPDTfoAIhfdmk0EXDahWSqlFJKD/++KObz1Hhjh8qn9k0BFtfUOk1qeXU8/jaa6+5//n222+nenvNl+jXa8WKFd0XDercriBK85N26dLF4o3mLVW4p7BZ+y+9N6tbuUJozZmbHmo45Bu+KLyLp31/RtfX3Llz3f/VvLZq3jV+/Hj35Zbm7OR9AwCAOA8ot209GJyVKJGxuXz+GZYYHLYIqp6UosUK2HHNyiYZAh4NPweiAkmFKb7ic92a3ValahE7ot7BEDScsy88xC7vVN11JpeVy3e5ZdC8jc91n2X33TTFBZbBczOmxdLFO9xQbve/LqriGu8kd+KpFaxsufRPxH/UcYlNBubNPljRGBxuyoK5223ZkoNhs6e5LaXlSRWsQMHoqkX270+wj95ZZJs27nXzkl7RuUa6lz3eqeutpwO+cIIvC75NJH5+SFE1jeazUsdNdURWSKkqBXW01WtDB9uaUzIaqm7SXG5y7rnnZnrHU+TdbTb53HBVqlRxJz+UUdq3b28vvPCCGwqM2NPrX8+RwgBPQZqazRx2WNLGcm3btg0Elj179gx5f8HnK1zIDJrPUg09RJWICv5So3DEb39+nkL9VPCnKr+smLtQ+2g1B5o0aZJrQqbqMz+s1jdBUUgaaj5h7dNvvPFG16xEjXEyu3lPkyZNXHVscBduPT9arxqWrY7Saszj13M4CiK1TtXp3Vegal+hL8nirRpf059oXzVr1iz3fCp4V8frX375xYVteu/V9q4GdmmhwE7PtbRu3do1fIqHfX9G15c+z+j1oS9f/Taqz0E6T9MxaHvVqJHRo0dHvUwAAMS7uAsoM8vqlbts7qytriFO8PBuz1f6aU7FSPMlBqtdV5V7RVyH7pnTEj8kjQo0xznYwCU1p55ZyZ7pfZR1vf1wO/mMiq4TuSo6RZWNCiyffmimTZmQOBQ6LRYvSBx2nb+AKg1DB6YKLdVtPBIFpF9/usyeeXSma7KjhjZqbKOT5rYMN4+mKhvrHZl4338PTRr+zpm51QWyek5anxr9+vry46U2ZULigeWV19Sw6ocxvDsW/FAs0Qd7HTjqIFcHsH4OOFXc+IDxySefjOp+hwwZ4g4AhOY4yCoKMFRNp5NCmiVLlrgKSm2zxxxzjJtfD7GnwErPkb74WLVqlfXq1csmTpxoLVq0SFFlqIo5DUEWfVmisHDmzJm2Z88e18VZlYlvvvlmIFzz+6qMUvWhAo+07LMuvPDCwPan206ePNkuv/xyF6SpWlAd5DPbmWeeaU888YTbvn2QqyC0VatWLqTRMslbb72VYki1QlNVjSkkDG5SlFn0vN1yyy1Ws2bNQDirIEqNWjQ82zdG0XL4L4RDufXWW9061TB0Td2g9aiQTaGrQiiFU/FC3evVDErV336bVjiu5/nvv/92Vbmi51wBczS07vTFoEJ3BdoaFZFZr5Pcvr50vsJarRcffpcpU8adpzlOVQmtfU1WVRcDAJAbxceniCC+slC2bUv/RN0K+fSZVqFiqEYsatCiKsKdO/fb+H/T0iwnMVgbNXy9CxMnjNto+iyn7uBpoeHQGmp+Zeca9mCP+m5+yHsfqxsIThWafvDGQtu08WAI2OfV+fbALVNSnFR56W3ZlHj9kiULWqFC4TePsuXDV0NMHLvRejwww34ftNqWLNzhHmeRovmtVOmCbmi25pmUXWGC3ZMOVFGOGbne9uw+eB0/7LvBUaXccPFoKCT1Q8kv63hokk7eSKlUqYOd0BXChBN8WfBtIgm+nppCqAImVDWLDjpFB+AKGFKjoVZ+GFe4ifIRv7Jymw1HB5uaM/Xpp592YZMOMm+66SZXaYacQ1VKCqj0JYaeM4V5P/30U5LraKilOv2KnksNu1QIoeDr+eefd92cfSVduXLRNbGLdni37jvS3HnhaCoLzfOn4dMawq79pCqxFLBlF4VQCn/9l08K6r3ff//dPUa9RrR+s5uGzT/88MOBRkjRzhWoEFZhqraXCy64wIWumr80UsAZL1QV7p8rhfuaDiE1CnX1Xq4hzKpC1W30nMfzvj8j6yuYqnz9Zx2FnX4aCQAA8rq4CyirBjU/Sd6EJVoaEjz678Th3fNmbwtU/gWfbuk00c0DmdZh3sefWN4FkhPHbbQRf661PbsT7MhjSrvGMhlRoEA+N0S8c7eads7FhwQCwOBmMxr+vnnT3hSnLVtCzx+VHmpi0+/dRbZ3T4LVP7Kk3fVIHdcoRwHqC28dbc+/ebR1vS2xsiEcDZ9XkLl9275A+Ltt216bcKA7e+tTo2uO881ny1xIKpdeVc1OOyvndTjNafRNv+erEkMJviz4NpEEzwOlECCc4G66wV12Q9GBuQ8cVJWQFcMckXe32WioYktDhxXS+OAJOYuqJ1UVJ8krXRX2qerr559/diFfgwYNXDipuXB79+5tw4cPDwQcmdHkRfP0+cAsMyq+/fBqVfQOHjzYspOaDqkKVTQPpOfnINTwWAXDCnCCT77pkH4mPy+ztGzZMvB78LJFQ8usRjsyduzYDDePyS3Sss4UTmqKhOnTp7svAv7880/32slL+/6MbGPBt1cArnldAQCAWcF4WwkKxTSSQl94Txy3yY5unPZO3tMmbbZNB8LHaMydtc1Wr9xplQ9JvfGKgkgFklMnbrYfv1qR5uHd0dA8joMOdOFeteLgXJR3P1o31duWKpMYlG7dutf27t0faHKTnA9nQ607NRZSleTN9xwRsiv55gNVmuFobklVOg75YZUb5n1Cmwo2ZuQG27Mn+uY4qpz04eTFV1az089JbC6EyBQcqjJGYYuaDYSrSPQNJTQcO9q59xQ8KkBM7UA0uFolta60/fv3dw0adD01a0Dek5XbbLQUvmtIsCqJkDP5L0jCPUfnnHOOO4Wijtmioc0Z5UNsVYv7ys2MCP7iJ6dsfxpmL1dddVXE66lyzFe0qVnIRRddZDlF8vUaquI/r1I4qXldg8PJ4C8W89K+HwAAZK64q6AsXaaQNW6e2MBm7Kj1tmpF4jxP0fDBiG/EclyzMvbK+8dEPNWoVSxJQ51o+GHG6kZdslTaulFHo0hQKFgwykYy3mGHJ04mvn+f2dyZ28JWmM6ZkbLBjaxft9v9VNOfUOGkzJya+iTlrdtWdEGzKljVtGfkgeHd0TTHSR5Onnke4WS0NIeXut2KhrmFe51o/jHRXExpGRKlDqmijpjh6KBHFDoGd9mNdLCvg6XatWtHvSyIH1m5zUYjuPols4YPIvP5Cqe0PkeqnvP7pE6dOmVoGTQEW8OyRfNHKqTMqODKreze/ubNm+c6HIuf8zGnCG48kp5li+V6zcnrTKMWkoeTjRo1sry478/oNuZvH81nHQAA8oq4CyjlgvZV3ZyHGj7d57UFtnF9YmgWjoYP93ltvpsrUdV9UyYmTnbd9IRyVrRogYinpi0Sw9DRI9a54C4axzQuY2ecW9lOP6eyte94aNTdqDV8etGBJjaR+OHpctiBADVaaiCjRjUy+IeVIR+ThrRvCNHgRooVLxBoMhQ8f6S3ZNF2Gzsq9Tk7K1QsbI2OTez2rQ7ly5bsjKo5TnA4qWHdhJNp17lzZ/dz6NChrtlAcl9++WXg4C2tB+xdunRxPzVfk4Y6Jqehfmq44OdnU2OSSNU3voEBzXHytqzaZlWdmxp1ZFWjCN+1FdlLFdmpzRGo/c2YMWPS/BxpaLfmFpXLLrssw0NY1RhMzUSi3WdFs/09++yzgd9PPvlkyyyprVNdrgYioiq28847L8llkU5+OfXTn5eW6snUlk3dkv38gDVq1LDGjRunab3q8hdffNH9rvlIg4fy5laprTN1mVbTLylRooSbWzLSsG7NOan9bazCyaze92d0faV2e32ppQZcvjLbT5UAAEBeF5cBZZWqRe2aG2u66sEVS3daz0dm2S8/rnKhmafgTXNUaph197um28SxiaHk6BHrXfWgumIffVxiQBZJkxMSJ83ftHGvG7YdDQWSl3Q41C696lBrcWL0w03U8EYNbV5+eo4N/2OtrVy+M/AhSI9Hf385YKl9NWCpO698xcKBatK0uLB9Vfdz9vSt1vethbbhQFWkAkf938/7Lw0EkckdeXQpFyRqvsu+by8MhMMaLj5+9Abr/fw8Fx5H46TTKga6d0fTHCd4zsnL/ncow7oz8IFfDRi0bV166aWByd81jEof9v38YhpOlfxDubpWqhpAJz/ML3lXTM0HF3zfvru3qirVmEBhjw54e/bsGVVzHA3Z0jyAyLuyaptVCK6q348//tiWLk3cr3pqoKEuz926dQs0PdA8qMlpGVRl5k8bNhz8gkadX4Mv00Ev0kZzLyqA6tOnjwsigoMBXfbcc8+5btM6X/sKP2ejp1BDYZZCl927E9+v9FMVWZq3Upcr5PJhQnJ6zv32kxq/z1KoE03opWVXZ3HNLemDTR+gabm039M0F344dWYOs9X8v9pXJ1+v2p5V+aXXkoZli14D9evXt8wUab0OGDDAPXYFvgrNgitUv/vuO7dufSiloDF5V2k1FlLw/Ndff7kvxTy9/lQRePrpp7ufcu+997puy9lJ+4jg/YJ/j1RgHnx+8LKnti/TXKp6XMn3ZWrwpf2l5lz1AZ+63Sd/zGvWrAmEkxoqrUAwFsO6s2vfn9H1pdeuli35a3fz5s3uNatQUs+zuoOrGRcAAIjTOSiDG63c+XAd69dnsa1Ztcu++3y5Oym0VECmBiz+OEaff5u1LGdFihSwUcMTh3cfdWwZK1I09YYb6vCtYd7qVq3KwmMyebh28kY4WlYFdj60y1/ArFixAq7688BnWKdi5cJ28z21o3oMyR3XvKyddWEVG/L9Khs/eqM7aU7JnTv3ufC2Tv0SriGPQt/kNA+nqkN//Wm1C311UpipruL79iVYhUqFXYXrh29Fbn4iqqBUyLp+7e5Um+PoOr/9nHigonX060+r3CkcVa+ecS5Dv0NR04gffvjBDePSh3Z9SNdQKn3g37kzccoEBQLqeJtWOlD8/vvv3YGCDnT8fetDusIa0e8KA3QwFI4+5OvgQ3QAr+6ryLuycpsdMWKEO/lpCjQsd9u2bUk6Jh977LEuGClWLGXFuuamDDf8L3nVmKoxQ4WciEzd02+88cZAxVvp0qXd86PnydNzoEBL4UqwFStWuEoonRRUqFO39kV+rlx12VaHag1nzQjNY6jQQ3xX8NQoiNQ267dbbXva12n5gqsA1dwnKxo0qUGMTqL/q6HOW7ZsSRKkqypezYSyk54bhaM+IFUFm16bCoL886blffnll926SU7bRr9+/eydd95xz7kel953gm+v82+//XbX+T27aV8VqkGcwlZf2SkKwD766KOo7lMBnoI1H+BpX6X1pm1JoZt/f9aXLvfff3+K27/99ts2bdo097u2Ae1rI9F2o2A/t+77M7q+9BpREOm/QAjexnzgXKZMGevbt29gmDoAAIjjgFIUoj3xYkMb/+9Gmzphky2Yt922bN7jmriUKFnQzZNYt2FJ11lbw5rnzd5qK5cnfvBuenz035g3Pb6cCyg1NFxDxDUPZlbQMj7zWiObMnGzzZ211ZYt2WHr1+5x4WTBQvmtVOmCdmiNYi4kbXFiOStUKP0Fshe2r2a165SwPwavdsPKNV9m1WpFrXmr8nb62ZVt8PeJQxpDufjKQ61a9WL2129r3DIqmKxUpYib01NDrqPtrp4/fz5r3KyM/TFkTarNcYKrZvSrupNHsmtnyuHnOEjzIU2ePNl69epl33zzjRuOpA/Xqvzp0KGDq0BREJAeCgg0vPuNN96wzz//3GbPnu0OGPU/FUqqwkmhQCQDBw4MdNZleDeyaptt2rSpq6BRpZUapai6d926dS78UMWkGmeoakfDf+kgHxvqyqsvK/QcqaJp+fLlrrpMz4e6qys8VgWlKgxDBch6jjVUWeGhAg4ND65QoYIdc8wxbp5IBXAKQTJKQYTep7QNXn311VHdRo2/NPRTj03hkKoFFXAoqNRjU6Wg7st3KM9MGsL7+uuv26hRo2zixImugk4VXwoCFfaqAkzLF4twRWGUKuy1bKq812tSwZGCaXUW1/uIqjrDfTGgUEnvMcOGDXPThGi9+ttrLmOtTz3v2nbihaoMtW/UOpsyZYp7jWhbUpinSkhVBN5www3ueqH4UE0U/AeH/6Fkdlf27N73Z3R9tW/f3r3edXt9OaFtVF+s6gsQNffRfJi6vV5nAADgoHwJqU2Uko0UWuhg4aGn6geatSBve+rBGbZ86U5rd34Vu+iKapaTjBm53j58e5GNHz+eDp/INqoEUdUo2x3iGds56zU3YXtlnWbH8RHv+wCAeBeXc1AiPsyevsWFkxqy3aZt5OY4AAAAAAAAyJ0IKJEjaaj8lwOWud+btChrFSoxxyAAAAAAAEA8ius5KJH7vP/GAps/e5tt2rTHNeQpWjR/jhvaDQAAAAAAgMxDQIkcZfPGvbZh/R7X+btm7eJ28RXVrGJlqicBAAAAAADiFQElcpS7H60b60UAAAAAAABANmIOSgAAAAAAAAAxQ0AJAAAAAAAAIGYIKAEAAAAAAADETI6cg3LqpE22cvnOWC8GENHc2Vvdz0GDBtmMGTNYW8gWI0eOZLtD3GM7Z73mJmyvrNOstGDBgiy9fwAAcop8CQkJCZZDjBo1ylq1bm22f3+sFwWISv78+W0/2yuyGdsd8gK2c9ZrbsL2yjrNSgUKFLARI0ZYy5Yts/T/AAAQSzmqgrJIkSIunKx9x01WrHq1WC8OENHG/ybZss++sgEDBljDhg1ZW8gWqtjt3r072x3iGts56zU3YXtlnWYljdLp2LFj4nESAABxLEcFlJ7CyRK1D4/1YgAR7Vi63P1UONmkSRPWFrKFn06A7Q7xjO2c9ZqbsL2yTgEAQMbRJAcAAAAAAABAzBBQAgAAAAAAAIgZAkoAAAAAAAAAMUNACQAAAAAAACBmCCiRLks//9rGXNrRZjz2NGsQAAAAAAAA6Rb3AWXCvv22buRom9f7HZt06702/uobbOwVne2/Ljfb9Ed62JIBn9v2xUtSvZ+5L73uAjmdlnzyRVT/219fp8m335/q9bfOnZfkNvNf7xP2upsmTrG5r7xpk26528ZddZ2N7dDFJt54p0178HFb+O6Htm7EP7Zn02bLS7bNX2DLvvjGZj/7kk2+7T4b3/lGG3t5Z/dz+sNP2vKvvre9W7bGejFzjS1bttgTTzxhRx99tJUsWdLKlCljzZs3t5deesl2796d4ftfuXKlde/e3Zo2bWrly5e3YsWKWc2aNe2ss86y5557zvbs2RP2tl999ZWdf/75Vq1aNStcuLCVKFHC6tevb127drWJEydmeNmQ+2TF9jps2DB75JFHrF27dla3bl0rV66cFSpUyCpXrmynnnqq9e7d23bs2BH29nPnznX/X9uqtu0iRYq4bbVevXp23XXX2fjx4zPwiOH9999/9uSTT9oFF1xgDRo0sAoVKrjnST9PPPFE69mzp61fvz7kCtM2ky9fvlRPei7Ta9euXfb6669b69at3TZUtGhRq1Wrll1//fU2ffr0sLfTPvC9996zbt262fHHH281atRw+8nixYvbEUccYVdddZX9/vvvWbYhfPTRR1Gtm1DLcM0110R1271796Z5uRISEmzUqFH26KOP2imnnGJVqlRxz7de83o/eeihh2zZsmVpvt8NGza49xS/bNo2stv27dtt8ODB9vTTT9sll1zi9huZtTwZ3da1rlO7bfXq1S0eP68Eu/HGGwOPV6/j1PB5BQCA6BW0OLZ19lyb//o7tnP5ysB5+QoWsPxFi9nerVts68zNtnXmbFvx7Y9W7vjmdsRdt1j+QilXyZ4tW2zDmIMHkmv/GmHVr7zM8hWIPt/duWy5bZk1x0rVrxv2Omv/GJ7q/ezfs8fmv/a2rR815uCZ+fNZgeIlbM+GDbZ7zVrbNmeerf7lD6t2+cVW/YpLLa9Y88dwWz3kt8Df+QoXcqd9W7fa1llz3Gnlz0Os7oN3R3weYLZo0SJ3MLJw4UK3OnRArIPscePGudMnn3xif/zxhzvYTo/PP//cbrjhBtu8OTFE1wG7gsbFixe70y+//OIOAsqWLZvkdlqG9u3b248//hg4TwcjOgCZPXu2O/Xt29d69epld911F09lHpFV2+uLL75oP//8c+BvhYsKGdesWWN//fWXO7366qs2ZMgQFzoGGzlypAukgpUqVcot15w5c9xJAZAC0B49emTo8ed1es2/+eabgb+1P1GQp1Dyn3/+cSc9Tz/88IO1bNky5H0o4NIXJeEULFgw3V/EnHPOOTZhwoTA/9E+S9vsBx98YAMGDHDLr7AxuU2bNrn9pKdARPtE7Tfnz5/vTp999pl17tzZ3n///XQvY2ry589vlSpVCnu5XhPh6LlQWBSOHlNaPfPMMy6cDL4P/Q+tL4XVOr311lv28ccfu9A6WnrPWLFihcXSmDFj3PaSlTK6rWs/qG04FH15E2+fV4INHTrU3n333aiuy+cVAADSLm4rKDeM/c9mPNbThZMFS5W06v+73I55vZc1/7yfNe33jjUf2M+OfL6HVb34fCtQvJht+Hes7d+9K+R9rRs20hL27rUyTY61IodUtj3rN9imiZOjXpbClRM/2K/9M3wAuX/3bls3cpQ+aVvhShXDXm9J/88C4WTFtifbUS/1tOYDP3KPqdlnH9rRvV+wmtd1spIN66Xrg39uVrJubavRqYMd+ewT1qR/H2v+2YfWbMD71nTA+1b7tm5WsHRp27t5i815/hXbu217rBc3x1JFiyq+9GG/atWq9ttvv9m2bdtcZcfAgQNdyKKD7Y4dO6br/r/88kt3MK6DbB18T5s2zVWh6eBS5w0fPtwdKOogKtSBqQ8nb775Zlu6dKmrnNDtdSCiQGj//v12zz33UJ2WR2Tl9nr66ae7KkkFHto2t+rLjq1bbe3ate58hWALFiywiy++2G13yavfChQoYBdddJHb5nUb3YeWSyGE31afeuopF1Qh/Vq0aOHCZFXVqQpO+wOta+0b+vXr58I1rX89F9rPhNKqVSsXJoY7RVMpFarS79JLL3Xbn7YVVUNquRScLl++3Dp16uRCDFUbhqqmVfB32223uS90tH3rurqtvpCZMmWKXXnlle56eoz6UiarqHIz0rpp06ZN2NteccUVEW+r10ha6bVVunRp9yXWn3/+6V7vet718+uvv7bDDjvMrWd9mTVjxoyo7lNfimk9ajuINQVpp512mt13330ugD7kkEMy9f4zuq3fe++9YW+rfWU8fV4JpvvUKA0FuM2aNUv1+nxeAQAg7eKyglKh5Pzeb1vCnj1WrPqhVv+x+61whQpJrqPqx5J1artT1QvPtflvvhf2/tb8Mcz9rHhKG1cJuezzb9x5ZZseF9XyVDy5tS3/6jtb/89oO+zajlYgRLXB+n/H2b5t261Uo4Y6rHGVkMnt27HDVv821P1e6cy2dni3a5M+pvz5rdih1dypyjln2v5dmTusJafT8xNKgWJF3WWFypa1WU89b3s3bbaN4ydYxZNOzPZlzA10kKaDX9HBnq84UhWNDjYVqihgHDRokKtK0IFUtFSdouGKug8Nvbr77ruTXK6DCR3shjvg7d+/v/t58sknJ6mY0rJpaN9PP/3khpgpRNKwKp2H+JaV2+udd94Z8nwNHVZwpABJ27OG6Soc03Bir06dOi4c0dDwYApkNPRQy6KfkydPtmeffdYN+Ub6KOgLRVVeukwBj4bpr1692u0j/ve//2XLqlb1rao3Rc+xhnR7ClO07arqe/To0Xb//fe7bSL5/lBBeHLato866ij79NNPXcW5/odC7gcffNDyAgXNd9xxR4qKOIXAGhbduHFja9SokQuq9T6j6tJIFGTryzJV8StE1m1jRe99yacjyCvPa07b/yenavd58+a5n/pyVF+KRsLnFQAA0i4uKyiXfval7du+ww3vrfPAnSnCyeRUYVnvwbusQPHiIeeF3LF4ibusXPMmLmxUlePG8f9FPcdjkcqVrNSRDdwybRg1NuR11h4IQSu1PSns/exYttyFrlKueerBS/4ihS0jNv43yWY++Zybt3Pc/66zKXc/bCu++8n2pzJn1N6t22zN73/Z3F69bcpdD9r4zt1s7JVdbGK3O9y8mRp6H4rmz9Tcm5pDM5JNk6cmztN52dW2c+XqqB9PyXpHBH7fvS70fGRI/MAvmmMv1HBIVe0cfvjhST6AR0sH26p00QFkeoZg++F34aoXNMzPD7VVSIn4l5Xba2pOOOGEwO86YA2moDx5OBlMYYiv6tFBr14XyBqRnqes5KcH0JBYVXyHoio5USWgwsa00CgJzU2Z3Y8r1o477riIw3X1etf+QMaODf2ZK9gDDzzg1r2CwCOPPNJiKT0VpXlZdu3/9SWCPr/o80Xw9AKR8HkFAIC0i7uAcs/GTbZ+9IEh0G1aWbFqVaO+bagh0b56snyr4y1/4cJWpEplK9WwviXs3Wdrh/0d9X374HHN0JTDvHetXmubp063/MWKWrmWLaK6v6wO2NSle3bPF23z5Km2b/t2y1eggO1cusyWfDzQZj35nBvyHo7meVzw9vtuKPqOpcsPLvPadbb+71GuYc3Kn39JcbvKZyZ+s60GP/t2hR5uLwo/pfQxjazoIdHPd7RlxqzA70UPqRL17fISDWHS3Hly9tlnh32dqJGN/Prrr2m6f3+AoGAmPVMQ1K5d2/0M11xEwzdVkSTRDMFC7pbV22tqRowYEfhdTUvSSvPzefv27cu05ULmPk8ZmRvPV9OGmrJCGjbUqAlL1/ap6jBfoZmdjys38K+t1F5XaoT1zjvvuOZKDz/8cDYtHXLT/l9TK1x77bVuygbNPxm8346EzysAAKRd3AWUCvpsf4L7vdzxGQsoFJIpUJOKp7ROMZQ40pySySl4VAC5ZdoM27UqadXf2r+Ga7Iqq3DiCSGHf3vFa9Sw/AcuV7dqVXdmhQ1jx9vyL751v5dv2cKO7fOaNe3/rjX9+D2r2bWzq4BUE55wCpcr5xr0NHrhKWv2aV9r2q+PNfusrx371stW5dx27jqLP/rEts1PnNDcc4+/ZAlXabp+5OiQ971n8xbb8G/isJrKZ7SNqqnQrtVrbNWgX10ndylySBUr26xxGtZI3qEhqX4uPQ0hDMdfpjmnwnXHTU5z9WneNdHQaw3L0tArDXXUUFlVnGlIlj/gCOWmm25yP9Wc5JZbbgl0atWBg+a+Ou+881zlpCopMmPOKeTd7TUcDRtVgxvNL6a5TuWkk05KVyCu7Vj0GtCwcWQehQqal+6NN96wq6++OhAUar66UDQXrrYTNdjQ0PD69eu7+eZ8c5uMiBSSBV/mh6qmZt26dS501dyn//77rzvPb4tZQU2htM/WetEwagUv2r/67TcSDatV1ZlCHc0bqS7LmjpBr6Gsojkq/fuI/l+k17Ifdq/gKVKzn3iS0W1dTWc0T6XWl5o2ad+nYc/+/T3e9v9qYqb/pWk4NL1MtPi8AgBA2sVdQLljycFhTsUPT/uk9sE2jBrjwjI1xlHVpFe+VQtXTan/FW64cnIKHhXAKYhcM/RgNUdC0N8VTw0/vNsP2a52aWJHSjXqmf7A4zb59vttwVvvucBw27wFlpAJVThLB3zhfpZq1MCOuPtWK1KxQuD/VznrDKt53dVuvsxwKp/Z1nUPL3HE4YGu6PoWW9WnNa+92iq3O12lH0k6bvv79+Gvn2szOXVQV/VmobJlrGzzJmGXQUPKNQx83JVdbNJNd9miD/rbvq3brGSDetbgiYcsf5hqlrwu+ADj0EMPDXu94MuiPSjxlY2ig0cd1KgBgKoedfCqsPGLL75wc3CpcUgoCiU1V5vml1KXVoWamqdNt9cB9Ny5c90wPR0UM1Qu/mXl9hpMB7bah+mkg3oFLjogVwimwOvbbxO/0EkLzVn53Xffud8VkuS1pmZZRfsCrUv91NBOzRWq4fOaH1T7hXAhlJroKIRQAKfnVfsrzV2o/Uq0QzqT881GtF/auXNnyOtMnTo1qm3zueeeC2yDFStWdKG4upIrYHrllVesS5culpWVavoCSNMSKBDSl00KqTSsVpVlalQSjoaeq9u4Xje6Hz3e1157zYVGb7/9dpYs78svv2yrVq1yvyt4C0fPq54bXSdSo594k9FtXetM26qmLlAzIo1o0Bc2qgZOz74wJ+//Fdq+8MILVqVKFdeIKy34vAIAQNrFXUC5d8vBeecKliyRofsKNMfRvJNBChQrFqjO9NeJhrpuB0K2hMQqzy1Tp9vu1WusaLWqVqpB4tx5kVS79EI77LpOVqBkSfe3mvZoGTRv47T7u9t/19zkAsu0zM0YbPvCxbZjaWJVWrVLL3KNd5KrdPqpVqh8+PmfUuObC22ZcTCwCg43ZdvsubZ90ZKww7srtj3J8hcM3+NJAaZO+YsePBgtddSRdliXjlYkQpf0vE7NAjwdUIYTfFnwbSIJnmOve/fuVq1aNddxUxWPCilV1XHKKae418Zjjz1m33zzTYr7UDCpZhN9+/Z1B+ai26urrSgE0H2piyfiX1Zur8EUdusAVafg4X3qEqyD1/Lly6e5Iq1Dhw4u7NE8lQrdkTnUEEfPk8ITT0Haq6++6ro7J6f1r+dw1qxZbv+h6kTtP9TVWYGN9kc9e/Z0zVbS6pxzznE/db+hbq/qSQWPnsKecLS/0+NSR3IfZmu71pc5WdVgSfvoxx9/3CZNmuQeg6rP/LBadbiXDz/8MOR8wk2aNHHVq8Hdx/X41MhEw9G1z9a8nPo7M/3999/u/UP0GmvbNvRIC1WeaptQ9fLzzz9veUFGt3W9P+v51peJ/jnV+7rOq1y5snt+NQpC8zXGw/5fwbsP4DX/pKpF04LPKwAApF3cBZSZZeeKlYlzFubLZxVOShpQiq/0WzdyVMT5EoOVql/Xih5azXXo3jx5mjtvzZ8HQtAIzXGSO+ScM63xu72tzr23W+WzzrASdWq7ik7RfJEKLKfe/ZBtGJf2oWmqwhTNOVnqyINVo8EUWpY+6uC8WaEoIF3c71Obet+jrsnOmPZXJza2ubSjm9tSdocYaqMO5AoSZc3vSasot0yf6QJZPSeVT0+cAD+c49551Rp/8KY1++QDa9z3TavR+SrbvnCRTX/wcVv62VeprAVkBT8US3QgpANTHeTqQ7yoOcGPP/7oAgZ58sknQ1Z+qAvnNddc44Zx62B048aNbjJ6BZo6eFdVjhpH+OHfQEZpu1IVpU4KaJYsWeIqKLW9HnPMMW54aLQUqF9wwQVufkJV/3755ZeBsB0Zp0BMz5PWs6roevXqZRMnTrQWLVoEgqtg6uitRjWqivXzRKpS8Mwzz3T7F3ValyeeeMJ9+ZEW5557bqCJjW6vKjPtqzQEWaHfhRde6H76/+v3haHceuut7nGpE7mGJqsCt3Xr1i4cVLik0CmzaR1oubWN+8pThfWtWrVyoZaWX1TNnnzI9u233+4qyGrWrBmoZldQpC7bCgd94xINTfdf2GbUzJkz3f0r/FQn7j59+oS8ni5X8KT3pNdffz3NwVNuldFtXefrvVfBtQ/J1ZhO52kuVK1Hbdvx8oWLvjzQvkNTx1x++eVpvj2fVwAASLu4CyjVkTu4m3R6ueAwIcFKNqgbshGLGrSoinD/jp22/p/EOaDS0ixn7dDhLkzcMHqcjkqSzHEZDQ2H1vyQtbp2tkbP97CmA96zhj0fCwSn+3ftsnmvvGG7N2wM3GbOC6/ahOtuSXFS5aW358CHUq3HSMOgC0eoGFr/71ibcucDtvKHQbZ9/kL3OAsULWoFy5R2VY2aZ9It487Qwa6volw7fKTtP1AZFzzsu/QxR7nh4tEqVKaMVb3gHKv/6P1m+cyWf/VdusLbvECBiacgJpzgy4JvE+19K2RUhU1yCmp0UCuTJ08ODNPzOnfu7OY90zxQOkDWsE0dICnU1HxsOsjS8EcNKdRQb8S3rNxew9GBuaYWePrpp90wVx2Qa64xBU2pUbWSQitVGGlbHzRokB177LEZWh6Ep6ouBWBDhgxxz5uqDX/66aeoV5mqZRUqigJPDRFPC/1PfXGi51hVWAq1Fe4oFFInanX51v7ObwOROlMHU1iozuR6XAq7FQ5qns3MCvqioTBV4a8o6FNYHy3Nt+ob0iioz4x5PjVMWdWSqk7WnIq///572Ne65hScPn26C1gvvfTSDP/veJDRbV1Vsf69W+/Dqs7Mzft/bR/aX2g/rQA+Pfi8AgBA2sVdQFmsRvXA79sXJG3CEq2Efftt7V+JHbq3zpgdqPwLPo1t38nNAylr0zDMu8LJJ7pAUo1eVv/6pwvgyjQ+xjWWyQhX8digntW+rZtVa39xIAAMbjazd+tW1+U8xWlz2oc8hrNnyxZb8Ma7lrBnj5U++khr0OORxEY5H79nTfq+5aoa69xzW8T70PB5BZmaM9KHvwqbfXf2ymdErp4Mp2TdI6xUg8Sq0DW//Zmu+4h3Onj2IlUgBl8WfJtIgueBCu5cm5wqKZN3wRXNmaVARxQ6hJqzT4FEp06d3O8KBrLzgB3xtb1GQ9VaGjasgOaDDz6IKpwcPny4G36scEoVcMh6qp706zot1a6iSm1PX3yklbY3VQyqU3S7du1ckKOT5i7VHJIaBq2qSFFlW1poH6iGMzJ27NhMCfrSQk2H9IVQetZNRtdr8nBSw/hVnap1OHTo0EAlfqj5EzWkW69B/VQYl/wUXGmZ/Lx4ltHnxN9e77uapzQ37/8Vtur515cK+uIg+Tbi513VY/Xn6csqj88rAACkT9wFlKU1PDh/YnDhuz2n1cYJkwLhYzQ0FHzn8pVRXVdBpAJJBZN+qHGlVJrjpJWvQJSdy1YEfm/Y41Fr8fWAFCcNhw6uNvRzee7fE37i+91h1s+m8ZNcYyFVSdZ96B4r3aihq/YMplA0Es0t6efrXH1gmLeqKRN270m1OU5q/NyZO1cmrczDweDQDzMMbt6QnL9MB4HRzr+n4DGaxjXBoWJwCKmKBk8H+JHm2fJVE/7AH/EpK7fXaPngXcFHauHksGHD3DBXhZNqcoLsE83zlFVU8ditWzdX8aj/r5PCSYWU2kctXrzYXU9Dp9Mq+IufWDy2WPPhpJqfaN+vcFLzSkZq2qNwSa/JBg0auIq65CdP8x378zSVCPLO/t8HrA899FDIbUTV86LXrj/vzTffDNyezysAAKRP3AWUCrDKH584j866EaNsx/KDAV20wcjaP/4KVPI1HfB+xFPx2rWSzCUZjUoHwjd1oy5YulSGArdQCgQ1hsl3oIt2tNR52y3bvn22ZcbMkNdJ2L/ftkybEfKy3QeG9ajpjzqXh7J5cvgPkl7lM9q6oFkVrGras+bA8O7UmuOkZteq1YFGR0hJ4YmGTYsOpsO9TjS8WjR3VVqGkPlQRtUF4fgP9gonfRfc5POzBVdWJhc8LJy5/eJbVm6v0QiuFAo3dFBBiJqlKJxU1ZaqgDVFAbKXrwhL6xD/4IYfft7EzOSDDgWN4Rq6RBJc6ZbR6QvSat68eW6evfSsm8xYrwon1bhF4aQqJzX9R2ZWSOc1GX1O/O2Tv3fH6/4/Ej6vAACQPnEXUMqhV7W3/EWLuirFuS+8ZrvXpWzGEkzDh+e88JqbK1HVfRvHT3Tnlz/xBCtQrGjEk+aBDHTm3newCUgkZZs1tkMuPNcOueAc11U62sBNQ7F9E5tI1hwYni4lDgSo0Spe6zArWj3xA/7yr39wYWSK+/9zWNh1WuBAt0RVlAbPH+ltW7DIBcepKVK5opVpnDgv18I+H9qOxUsiNsfRuk9tOO+myVNt29zEgzlVdiL8vEmiShQNTUxOTT38QbEfTh2tLl26uJ+a3+q///5LcbmGSfn5ntRcQs1JvOA5K9UIJ1wY1L9/f/e7GjsEd/JFfMqq7dUP4YtE3WvVuEQUlIQLJ/2wbsLJzKdO2Knt+7W/GTNmTIrnKbXbqVOxhniKnj/NnZvZAZ/mufOVWgWTfRZIbRvU5S++mNh0TvNaBg/RzajU1o0uV8MVH8aokUi0t1X3Zz/fYY0aNaxx48bpDieDh3VHE07qNlq+SCdPHcz9ebm9kU5Gt/XUbq8vanwFoSqB/dD/3Lr/V7OtSNuI/79qAuXP89MtCJ9XAABIn7gMKItVq2pH3H6j5StY0HYsWWpT733Eln/7o+vMHRxobZu/0A2znnTzXbbh37FBQeM+1xW7bNPjUv1f5Vud4H7u2bDRNv6XGGymRoHkYZ062GGdr7KKJyV++xuNPRs3uoY2M7o/bat/+cN2LFse+NCox6O/F304wBZ/OMCdV7hSRSt3QmI1aVpUv6q9+7ll6nSb9+pbgapIBY76v4ve728FSiQGkcmVOfZoV/m4b+tWm/fq24EgU8PF140cbbN6PO+C3WhUPvO0QPfu1JrjaBmn3fuIrf71D9dBPPjD9K6162z5Nz/YnOdfcY2PCpQsaVXOOytN6yQv0Qfvo48+2q1DNRDwk+Vrnj192O/atav7++yzz05xEKMun6qe0Ekf8EN1EdV8cMH37bt7q6pSDR8U+OiAt2fPnkluqwMBDYkUNWRQUwgd4Ou+NPeTuojq4NMfjGieSsS/rNpe1ehBFb8ff/yxGxYaTE1J1IRJw3b9lAPqZBtMUwwotFE4qUrewYMHM6w7C6ijugIudWzWaz9436/L1IlXzVB0voZ3quu1p+fm9NNPT/Eca3+i7ahNmzaB0EMdwEOFVNrnRKoY0xcm7733nrt/v69Th2TNWaogZ8OGDXbWWWfZzTffnOK2t912m2vApMrA4HkQFSb9+eefbtn1U+69995MDdFUpa59dfL1qsegSjm9nr799lt3nl4HakzjDRgwwM3P+vXXXyeZZkPdx7/77jsXpPr9tALWUN3LtT61XkMF/xrK7uec1P+Nt8pJbROqTPUnv91onxJ8fvK5MSPtzzK6ret1pH2t9mPBw903b97stnG/Las7uOb2jIfPKxnB5xUAANIn/WNlczgNz27w5MM2//U+tmvlKls64HN3Umip6sp927eZ7T9wIJMvn5Vv3dLyFylia/4c7s4q0+RY13k6NerwrWHe6la99s9hVi6Th2sHy5e/gFtWBXY+tFNznPzFirnqTwuqdlSQV++he6J6DMlpiHy1Sy+05V9/75rs6KQ5JdWxXOFtqYb1rWTDerbim5RdO4tWO8SqXnCurfjuJxf66qSqyv27d1nC3n1WpHIlV+E6/9XUuyKWbXKsC1l3r1kbVXOc7QsXu2pLt14KFrQCxYu5UDW4W7j+f5377rDC5XJ3NURWUhWP5kfTAaA+tOugRkOp9IF/586d7joKBPzQxLTQgej333/vDhQ0lNvftw5qdNAu+l2VGKGGO/bt29cdzI8fP94dBOuk22sy++BqI1X2pLW6E7lTVm6vI0aMcCc/RYGCRlVFKmjx1IFZoUuxZNNGfPXVVy44EW2b7dsnfvETjpo6pWcOQpjroH7jjTcGKglLly7tniM9V8FDVhWYBTdPUaihQMOHGnoOVT2mfZFveKF9lsLo+++/P12rWpXir732WmDf5u/fB36XXXaZC41CNf3SY+jXr59rsKPLNYRb96GASJWjovNvv/32QCVmZlLjHZ38PJr6/1u2bHEBaXBVfO/evZPcTsum8NIHmHrMev0EL7fu7+WXX7Yrrrgizcul6ksN6xaFlKlVYPoq59xCjyfUNCYKc33FrA/nPvroo6juM6Pbup5zBZF+hELwtugD1DJlyrj3aD/sOrfv/zOKzysAAKRd3AaUoq7Wx/R+0daP+tc2jp9gW2fPs72bN9v+nTusYMmSVvTQqlb6yIaus3axQ6vZlpmzbeeyxA+95VsdH/X/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yA4aOu+Fqx5UJbOn10s87ftHjx7tKh31BZMqI7P6tQ8AQF4VdwHlpi2rbMzkxDd6Vc5VrRT+w31yoeb/8pWSxx97sRUuVNQqV6hl9Q9vZfv27bG/xyd+gx8NHzwOH5NymPfa9Ytt+txhVrRIKWtxzEVR3d/6Tcssq7t0v/jBJS4M3L5zk5u7c9mqmTbw5+72XJ/zIoaUQ0a8Ze9/eYsbir589azA+es2LrFRE760J984zX4ZkXJi/NNaXud+qsFPuEpT+evfj9zPRnVPtcoVDlZkBPvgq1tt1+5t9r8LnrPSJcPPnYXQw5g095mcffbZYV8rvrJIc+jlBAqDfFWNDkp8dQfiW6y3V1VbeX56AU/BiB/qGG7ZNJyyYcOGWbJsSP05So3ms/Q0VDmtVWdeuOkmNBegGi6l9/nPyPJlleBg/uqrw3/pml5+vSpgDhc0qlmS/0yXkfWaU9ZprKmpkad5HUPRtAO+elEV5/Gy71fQqC8qVFGr+SeDX3OxfO0DABCP4i6gnD53uCUkJA7naXbU+Rm6L4VkoyZ+5X5v3eyqwPltmv3P/Rx+YOh3NBQ8KoCcMX+Eq+4LNnzcAPfB54TjLrUihYuHvY8aVY+0IoUSL//mt2dddWdWGD/tZ/v2t8ThYi2Oudhee3SmvfvUUnuv5wrrfPHLNndRYhOecMqVqeoa9Dx15wjr+8wa6/PUEuv77Fp7+aGp1q5N4mT4n/z4kC1cNinJ7fT4SxQr5ypN1Xk9lC3b1tq4KT8GhrmHomHw0+b8ZUfVPdXaBD1viI6qhPyQOM3FFY6/THNWheuQG4nmeNN9aEJ7hYmqatH8TpovKj3UFEFzYgnDu/OO7Npegyl01FxsqhLzw/TUFCJ5ZZGfbiDaZdNrAplDoYLmpdNceT4k05BpzVeXFmri4qsVwzVBikakoMtf5oeqpmf5NP+eH0Ka2TR3nro0az+tOVcVVqly0//vUEGVqidFt1NQr/k8NReowh1VtKkxVPDrIz1CzfkafJlvfpSR9aqu0PEmPe+9CtJ8VammE1AzHF8lqedac32qIYxonxgcaOb2fb8aUOl/XXfddXbyySfnmNc+AADxKO4CyqWrDg7BqnXosRm6L1ViKixTYxxVTXoK7TR8Wv9LYV00FDwqgNMH5hHjEufDEvf32MRJtE9qHnkSb/3PC05PHCqiRj2P9z7Z7n+hib33xS32xz/v24KlE2zfvr2WUV8Metz91LD0Wzv2swplqwf+/xkn3mBXX/Simy8zHAWH6h5+ePXGga7o+hZb1adXX/iCnd6yq+3fv89+G5m0E6Lu3weKQ/9NnGszuRFjP3UNi8qUqmxNGp2b4vL1m5bbZz896u7r2suYeDw9li9fHvhdk96HE3xZ8G2ipTma9KFfB7wKE2bPnm3vv/++O6CNZghVuOHdOhg5/niaIuUV2bW96uBW+zGddGCvsEpzkmnbVeileQLDLZvmxdN2ntqypWe5kJQCMD1HPgjTPKEa+qwGRRp2mZb5/NTg6J133nG/a8oIP1dhtIKbjYQL47RdrVu3Ll3Pv+Y89UND9aVMVnWBV6WamkQppFUgpPWi5h8aVqvKMjUqCaZ9efAXRwrvFWBpDk91kFZwrO7jGl6vBlFp5dervpAKrlQLFry+07peP//8c/d4RcFdvEnve6+uo3lD1UDo1ltvdfN+aji8XmsKoFUR+N5777m5M+Nl36/QVo+nSpUqaWpkltWvfQAA4lXcBZRbtx38drRE8XIZui8/vNs3xvGKFS0VqM5MS7Ockw8M8x4x7tPAN/sa2r1mwyI3FL1erYPzZIVz4Wn3WaeLXnRzK/p5KbUMH35zp3V/tY3d9HhNF1iGm5sxNYuXT3VDueWi0x9wQ3WSO/X4LlauTPj5m1JzXMPE4TazF/yT4rK2B4Z5a57KJStSfqj7a0zi8O6TmneyggUKpbi871e3uyHpl5z5cNjh34jMVyGKgphwgi8Lvk1qNKeaPvCrm7EOWPUBXUMCf/nlF3eApNeGGoa89NJLUd/nzJkzA0O9VOWAvCOrt9fgueF0kKpT8BC/9u3bu+1ZB+fhli3ScgVfnp7lQlJqbqLnSI0oPAVpalJx2GGhG9CFq5LVc6twrmLFiulqltK2bdtAIKp9WijB56elUYaqGjt06OACQ+1T/Xx2mUnDp9XAY9KkSW5freozP6zWNyNRwKhO3cGC58JUo5xjjz3WNTDT9q2T5vNTcx9V3qlJlB8aHK3g4bxPP/10pq5XhXU33nij+11d0q+55hqLFxl979UXLd98842rkPRhuDpS+ypGVVQq/MyuYfFZve9X8O4DeM0/GWoO4Vi89gEAiGdxF1BmlpVr59msBf+4D2Gtm3ZIcbkf5j1q4tcR50sMVrfW8a7L9toNi90QZBk29uNUm+Mkd2brm6x391l2e6cBdkarG6x2jaaBhjgK5xRYPtTreJswfbCl1YKliVUDBfIXtPq1D1aNBlNo2fCINhHvRwHppz8+bI++0to12bn6vtKusY1OmtvSVzsmp/Vz5BEnud+HHphr0ps5f6QLZPWcnHp8yoMGzQk6ccYQq1ntGDv7pNvS8KiRnf73v/+5SeNVgaZqGlFlzplnnumGAqo7rTzxxBPu4Cct1ZM6IMiKOc8ADU9VxYtOCmmWLFniKih//PFHF7ZobjLEnqrz9BwpLFE3YXWJnjhxomvgoY7q0VAgcdVVV7kO39pHqVowUlOVcBRsqsu0/Pbbb25YtL5MUTC3ePFiF95pqKzfD4b6QjAUPTZ1TVb1oKrYvvzyyyyZc1f7ZO2HtX37sEVBfatWrVyopao5eeutt9yUB6GGXivM//nnn5M0UFGFu7qpq4JP6zpcgBOOhl0rPPZVfXfffbd73rVeFTAqVNL9p3W9ars599xzXdMSPd+fffZZ1LfNC++9qibU3J7qTn3zzTe7YckKONWgSV8AKMBW0y9VlEcafp9b6EsJ7TvOO+88u/zyy3PEax8AgHgXd++IJUuUT9JNOr2GjfnYfZtct9YJISvx1KBFVYQ7d22xfyelHNqXarOcsR/b9p2bbdyUHyx//gJJ5riMhgJJzWvZ+ZKXrccdw+y9p1fYY7f+HghOd+3Zbm8MuMY2bl4VuM2rH3WwW56sneLU/dXEQFA2HehMXrJEBStUMPxQuPJlwg+nGTvlB3vgxWY2aFhvW7hsogtNixYp6ZrVaGi25pl0y7h7W8jb+yrKkeM/t917diaZW1KOqtvWDRdP3hxpwPf3u3V5Xfs3rECBgqmsQYSjA15PQUw4wZcF3yYjdDCref38QbiGZKZGH/h9d051jM2qediQM8Vie9WXJOqwrOothVfaBtWlW5VmoZYt0nIFX55ZryMcnDdP1V5Dhgxxz9lTTz3lgqtIVP2lIEdDpwsWLGiffvqpC3DSS/szNe0SbStqiKRQqGbNmvb888+7sM5XfatCLTUKhBSiqQpRoaQ6WqtCMbspUFH4KwqjFNR7wduxgt5Q4W6NGjXcZaL9fFqr7vSllKrURIGZhvNrvWo+RVV1KjzVeop2va5evdpOO+001/VbFbhaJr3G84rU3ntVeajKVX0xo2HgmtvVz2Op+SbvuOMO1xhJr7PBgwena+h+Ttr3T58+3e0v9BpTAJ8TXvsAAOQFcRdQVq+S2A1VkjdhiZbmR/x7XOK8kLMXjApU/gWfOt1f2s0DmdZh3ic27eBCtHFTf7Q/R31gu/fssGPqn2HlSh9iGaFATkPEu13Zxy4+48FAADj6QJMf2bp9g23asjrFSY1nMsuWbevs3c9vtD17d9mRdU62R24abH2fXWPvPb3c3npigb35+Hy7rVPk5kLNjr7ABZnbdmywfyd9EwibfXf2U0/okuI2A39+3LZuX++Gn6sKc+eurUlOwV3HA+ft3Z1pjzueBB9MLlsWvlt88GXpqS4Kp2XLloHf58+fn+r1dWCsg0uhOU7eE+vtVY0jNHRYIY2v5E3+fzTk1XfzjrRsmblcOEjVexquK5EqXRWSqdJJ8yaqUnDAgAF22WWXZWhVKuRUJZ6qCDWPpSrQFFC0adPGDRsdPnx4IEBJrQmPDyd1Gw1h1336xxULajqkSrHk++rgOf98h/pQfHdjPS4/F1+0FDSpMk0BssJIDV/WvH8aet6vXz83J6xviJLaetX7h8JOhVIKtf/880/3POU1kd579VpQRbL4xmDJKeD13bt9F/fcuu+/5ZZb3FybqpJXeKjQNvjk511VIYM/zzeGyorXPgAAeUXclZkdWecky5cvv+vkrRCw8ZGJ8x2mxaSZv9qGzSuivr6Ggq9cM9cOqVQn1esqiFQgqaHIXw15KqrmOGnV9oTr7NvfEufLWrHm4GT1j948JNXblilZyf3cum2dC/B8k5vkfDgbat2psZCqJO+59suQXckVikaiuSVPbtHJfvijl2uWo8Y5I/8baHv27rQypaqEbI6zZn1iZ3R1F4/UYVyufyQxDFZHcTXtQVI6oFR1jAIXTe4ePN9XMD/xu+Z8CzX/XnbxoZAqaHSAhLwlJ2yvCmQ0bE/VV8GCO8vq//shlOGWrVGjRpm6XEj6HEny5yh55aQapPhwUqFCZjnnnHPcKZRx48a5nxo6nVo4OWzYMFe1ptBDzWdyIg0Jj4afi1vS0+BHr3vNw6lTcgqQfEVzpPWqcFJzlAaHkz44xUFaP36qi0jNohQUq8GQGinl5n2/X34NWdcpHO33fVWmKnnvvPPOTH/tAwCQl8RdBaUCrOZHJ86LNGrCF7ZizcF5kaL9sPzXgYpINcJ5v+fKiKdahx6XZC7JaJzcInGYt7pRlypRIWTglhFFihxsDlAwwjDtUA6v3sT93Ld/r81ckNh0JDl9GJwxb0TIy9ZtXOp+Vq1cN2Q4KVNnD011Odoef60LmlXBqqY9fj5KDZEP1RwHmUcHv+p4KxoaGe61ojnIJCPDH0PR0EVPoWMkS5cuDSxHly5dsqyLLXKuWG+vum9/MJt8+KCq23z37nDLpnkE1VE3K5YNlqIiLNQQT4WTGm4cHE76oZlZTfP6+fCnU6dOYcNJBRwKJ1U5qWHdJ598ssWa5h5UU5Tk+2pVVmrYr/htOxT/uBV4ZfbUHKqs1zyKev35+SqTU0Vg8nAyL39JEOm918+RqOc70nBqX2WZHdNVxHrfnx2vfQAA8pq4Cyil/dmPuTkPNXz6tY+uCtmMJZiGD7/W7yo3V6LmMpw4PfGDzgnHXeruJ9KpxbEXu+uOGPeJGxoejcZHnmPnnnKnnXPy7dbxwheiDtw0FHvB0gmpXs8PTxcfoEbrsGpHWbXK9d3vP/z+YsiJzoeN7W/rN4UeTlO8aOI366ooDZ4/0lu0bLILjlNTsfxhdmyDxA+TH359hy1ZMS1scxxfHTqg19awp4vPOPgNuD+P6snwOnfu7H4OHTrUdV9NTk0Z/AF/Wj5YB1fMhLJr1y43pEp0IJ5aReRHH33kwgWFCgookTdl1fbqh/FFornW1FxDTjnllCSXaRu+9NJL3e9vv/12yMYTmovMH9BrDlWkjV7/qe1XNJ+e7xSd/DnylZMa1q0hmZorLrvCSQU9mrtUNJQ81LBiH076Yd3ZFU6mtk51uRqu+PBKjUSC+e7XGoK9fHnKz2Cay1DDX0WPLzObhKjD+b333hsYqhtqfr/gYd2ac1L7jngOJzP63tukSZPA/bzzzjthKxXVbCf5cPHcuO9X0yU91nAn/381ZNufF6p6MiOvfQAA8qK4DCirVqprN3Z4zwoWKGxLV82wR15uaT/++bLrzO0pTNQclRpmfdezR7vGLjJi3GeuelBNaI5rGHq4SLATjk3sSL1x80qbOCPxW9rUKJDscN7TdtX5z9iJTaIfQqaGN91fbWNPv9XO/vjnfdfR2n/o1OPR3wO+f8AG/JA4B2XFcocFqknTov3Zj7uf0+cNt7c+7WLrNiaGkQoc9X/7f3uPFS9WNuRtj653mqt81HyQb396bSAc1nDx0RO/tuffvcAFu9E47UCzHHXvDtccB1lDH77VKVXblwIWP2G+Amt94O/atav7W0Oqkh/IqAOowmSd9CE/mA6yNUfYxx9/7KofPc3dpP+huZn8QYY67pYtG3o7Ey1b37593e/t2rXLUw0NkD3bqw62NYw2+fYq6lqsTqzdunVzfx9xxBGBUCZYjx493AH/ihUrXHdb3+1YwZMu8wf7ajxBo4S0U9Clee/69OnjgojgIEaXqROv5ijU+Rreedddd6WYc1KVk74hTlqHdUfafkT7MzXLUBCmOe1EP1XxpQpbXa6GMeroGyrEUPCn/aaadaj5SHYN61Zlr+buTL5e9ZpSpZ1eS5rnUfQaUHOaYOqsrfBGj0FD031ALPpdj0vzsqrCMVR3db2W/HoNRUPcX3vtNVfF6Rvs6H/p9a5wTMus5kF6jYUKMH04qWG/Crdy0rBuzVmrSkV/8l8U6/EFn695D7PrvVchWtWqVd3vDz/8sOu87ucN1b5s4MCBrkJRX+qoEcytt95quXnfnxky8toHACCvirs5KD0Nz374xp+tz+c32qq18+zzQY+5k0JLBWTbdmx081SKPpy0bNzeihQuYcPHJjZwUfVe0aCh0uGow7eqFNWtWpWFTRqFnmcmM6gRjpZVgZ0P7Qr8v737D/XqruM4/pkm16QmbbrV2GxKOI1WNGsjC4qFVK7V/pnuv8hAJBCKyvpjRLQ/FSEcRf+PQSHCLEjol+jMwFyiOblRSdqP1WQzi5w0Z7zOOuNy8+q903vf937v4wFfdgeX69fzPfd773n6/pzPnDe0N86/sZv+HDnBmef1pc9+f1x/h9Hef/en2qc/+pX21E+3dlExj9xTMjuWJ97etXR1W750dfvBz17dwXOk3Icz06E//Pn2LvrmsWD+wm5X8YsX/9MW33Rne/jjX2/ffnLDVZ/He1Z8rIusZ148NebmOEyOXKzv3r27W/6WX9xzYZPlVPml/6WXXp2MTRTItNFE5CIiFxD9RUQuThNvMlnW32A+kzQJP1u2bLni18pyvH5prc1xZrfJOl9j//793aPf6TahKBfkIze9SQjJrs/9cu6RslQy03lZZpqvk80QFi5c2MWFPqxk+refRmPicq/BTZs2dR8njmTJcF6fvE4jX4ds3JEg1Ttw4EAXViI/Wzdv3tw9xpIgNtGAmTCdybQ88mckQuf9rn/tc5/SLEfOEuPRdu7c2fbu3dt9nPAz1lLl3q5du67rvewOHTrUPWJoaKib8s1uzpm26+XczYYfo+V9PSEm34tHjhzpdizO9070YS3/nynKK22kM5aE/sTmTK1lgj6veY5rH/MSchNQL/c9mWnm48ePdx/n75P3jasdh4SkqZL3qgTi0bZu3do9Rsa5rCKYip+9+dy8xyUsJ/DmH1TyyDmR17MP2HnfzSZFuRflTH/vv1bX8r0PALPVwAbKWL70A23rlme6naB/fWJP+/2pX7Vz/3q+nb/wz/amBW9pb7tleVu57EPdztrZ+Tn3O8wUYtz3v8nI8cjnJlBmaXiWiOc+mJMhS6+/9ehwt8HO8B9+0U7/9TftzIunuzg5b+5Qu3Hh4nbHbe9q97xzbfvgqkfavAnef3L0FOU73n5f+9G+Hd2y8pdfvtBuu/Wutvq969snPry5PfWTsTeXeeSBb7bb37qy/fjp77bTzx3vwuStNy9r77v7wfbJj3xx3Lur55fl7Oi9Z9/jY26Ow+TJjqhHjx5t27Zt6y58EwPnzZvXLYPLpgS5kE8MmIhMOuTrHTx4sB07dqybAjl79mx3QZEJlkxxbNy4sfu88W6Ok+V5mUxjdpuM83XVqlXdxFEiUTYzyFLuTA0l1mRiMsseM7WT6aJEkrFkCWueW5ZzZ+fhXLjmYjUXzpk+65eBM3HZlTeTUnmNMpGU5cR5X8nrkd3VE48zQZl7TI6OVSNvYZJI098/byxX2on9SudQ4nMm2BJQsrN07reYjWTWrVvXBb5ElssZ+fwSW/rgMpZ+Sut6yPvqjh07uvfqBMZEqUz2JdIn9iaEbtiw4bV7AF5Olq0mBG7fvr2LW5lqTJzJtGWm3vspy9djzZo13fd0ppwzKXvu3LnuOWcjqizZT8wda/py5HFNxB4Zsi+nD0oz2fX42ZuJ2txTNIE3E6zDw8PdcU+8zD1HM6GYycn+/qMz+b3/eriW730AmK1uuHS1G9NMoez8lx/oj33h6bb09ondO5HB9LVt97Y/Pfdse/D+L7f1a7/RppMDz3yvfefJz7XDhw+/dn8mmGyZBMmyVOcdg8x57rjOJM5Xx3Qqro/83Adg0A3kPSgZDM/+bl8XJ3NPy/st7wYAAAAYSAIl01KWyj+x+6vdx/e++6G2+KbXtwwMAAAAgOnNzU+YVh5/4jPttyd/2QXKbMgzf+jNbf3a/9+FEwAAAIDBIFAyrZw997f2wj/+3O38veyOe9r6Bx5rt9x8Z/XTAgAAAGCSCJRMK49+fk/1UwAAAABgCrkHJQAAAABQRqAEAAAAAMoIlAAAAABAmWl5D8q//H24+inAVT3/wh+7/544ccLRYsqcPHnSecfAc547rjOJ89UxnUx+zwRgtrjh0qVLl9o0cerUqbZixcp2/vy/q58KjMucOXPbK69cdLSYUnPnzm0XLzrvGGzOc8d1JnG+OqaTacGCBV2oXLJkyaT+OQBQaVoFyj5SnjlzpvppwLhcuHChDQ0NOVpMKecds4Hz3HGdSZyvjulkWrRokTgJwMCbdoESAAAAAJg9bJIDAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAABlBEoAAAAAoIxACQAAAACUESgBAAAAgDICJQAAAABQRqAEAAAAAMoIlAAAAABAGYESAAAAACgjUAIAAAAAZQRKAAAAAKCMQAkAAAAAlBEoAQAAAIAyAiUAAAAAUEagBAAAAADKCJQAAAAAQBmBEgAAAAAoI1ACAAAAAGUESgAAAACgjEAJAAAAAJQRKAEAAACAMgIlAAAAAFBGoAQAAAAAygiUAAAAAEAZgRIAAAAAKCNQAgAAAACtyn8BKryDGT3H3yUAAAAASUVORK5CYII=\"/>\n</div>\n</div>\n</div>\n</div>\n</div>\n<div class=\"jp-Cell jp-MarkdownCell jp-Notebook-cell\" id=\"cell-id=1332c786-9c54-48ae-a7e4-6db7b65a81c7\">\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=\"FAIRMODE-plots\">FAIRMODE plots<a class=\"anchor-link\" href=\"#FAIRMODE-plots\">\u00b6</a></h3>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=1dc194c2-8aed-4e4c-b863-3c317f418d66\">\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[28]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'fairmode-target'</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>Warning: Width and/or height have not been passed. The default values will be set.\nData for area_classification is not available and will not be shown in the legend\n</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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RlquXbvmdH/Yu872d9gfttv41ltv6e+++uqrBNePHj1ar3/nnXfir3v99df1uilTpiS4rXG99f4+efKk7rvHHnss0fa88MILlvDwcMuBAwcSHC/cx/Tp0xPc9vnnn9fr9+7da3EmJibGUrBgQT2O586di7/+8uXLlkKFCul9TJgwIf56HBPb68aMGaPX4flYmzdvnl7fvXv3BNe3adNGj826dev0/vCcOnbsmGjb8Lc4Xw14LjjWDz74oG63YdOmTXq97XHE4+TMmdNy7NixBPe7ceNGS0REhN3XjC0cG9zv8OHDE1w/YsQIvf73339365xwdt7Zew3itrgsWbIk0e1xLGxfL2+++aZet2vXrgS37dOnjz73EydOuPXaio6OtuTJk0ev79+/f4Lbv/zyy4nOOZyzadKksWzdujXBbQ8fPmzJmDFjguOL+75z506i7cB+w/1u2LAh0XmYN29ePVcNN27csOTIkcNSq1atJJ8fEfkem7l9CNUUNAej+oBv9qgSPf/881o9RIXEtnnIHa+99lqybo/qmAHNx6i2oSKD6sKGDRsSVAnRLIwqoW2FD1AtBFTaUFHA7TCSGs2DxqVFixZ6G1eqasb+wnZYe/DBB7Wp3BNTxbz00kuJ+lqimofmOlRsbKuduB6/N6Cyg2ommvaSOgazZs2S6OhorbRY7xNcUHFCM6915QfQdPvII48kev6ACqEzOM+OHTumx8GozAIqdqiOugLPFcfVqDQa0OxepUoVbULHdhtwPqNyhv3RvXt3bQpGRSopuB9kHFQnrQfmoAKISrs1vG7mzZsnbdq00Sqa9X5ENQ3VcFfPLzw3TJeV1P5NzjnhDnR7ady4sUu3RUUSlUdU6K0rrNOnT5fmzZvrOePOawtN9zVq1NDjYLtPjNYJY5/gNuiCgPes/PnzJzgGeD9Bpdf6GOC+jYFdeO2iGR23NZ6z9fuMAeetdXUZze2436TOeyLyDzZz+xhGVBv90tDvDM09+MBFc6DR9xBvvu4qVapUsm6P5lU0uaKpyXYaHevmMuNNHE2azuzZs0d/ounLEYRNV9hr4kS/SbDXf9ET+wpNnffdd1+ikIl/4/abN29OcFt8ABtB2oC+ZrYjyI394iw02O6XlDx/44sJpqCyhS8vrsDzQzhBf0JbaNbEFwyEAjxfQHcGBEojAK5evdqlkfRJbat1MEE3EQRYhCnrQJXUfrMHz812MJC9/Zucc8Lbr1n0KcU5hK4r6FKAkIYmavRLRH9iV9nbR8ZxxmPYu97YJ+iXjf/HcUGYtsf2NYHmbzRd4wup9RcQQLh0ZftwbDzxuiciz2OY9CP0KUJfpB49eui3f/RNQ/8rdMR31u/J2SAWfIN3FSqRqC6gsoEqHYIu+n7hgwCDIdAfLLmMzv/o44fqlT2uVk+cTR+T1CADVyRnX6WUsb2TJk3SaqY9th+g3n7+3jB37tz4/0fYrFu3rkfv33jeqHw66l+IfrCu8Mb+ded1m9zzEBXSzp07675GP0SEalSEUTF2lbPn7uh3xj4xfiLUoh9jUkaOHKn9bTHwDFVPvP7xhRl9KTEQyDZcJrV9RBR4GCYDAD6A0OSEMIk3WKPKAxjgYssTzeGAEaQYpYkO/WhWsobRl/aqJwgIzpQsWVJ/ornL1aY7b3BlEIKjQIfqFz74rStR+DdG+VoHPjSrYoACPgytKzEYPGJb5TX2C5qcfbFfjO3EaHBbGKjh6n38/vvv+lxsK4y4D4xet25CR7jBxPg4l7Bf0NyPLyv4kuLqtmIwjbNtRTM2ji0G3/jq/ErOOWH9urVeYef27ds6QAXbn1JowUA1GCESA5vwvoFQl9LpsVyFaiTOBwwEc+UYoIqKfbFw4cIErxOcW0QUHNhn0ofQn9BedQLzQRpNeUYTJCqEqDagOmhdJUGQ/PXXXz2yPca3f9sqDLbFth8T+nWhaRPBE01Vtoz7wOhffNChCc5eEMZzRZOct2GKFbC3Dc60a9dOm/Fs+/phOhZcj5HVBvR1RECYNm1agtt+8sknie4XfR8xxcmgQYN0H9hCX0D0qfQUjKzHyFc0O6Mp2oAAYG8qIkf7AkEZx9IaQgFG4aLfohEO8CUIXRswon306NHapw4VwkcffdTu87WG+0FARAUL0wkZ0Hxs248UTZ3oe4sZEYypnGzPQxwnT0rOOWF86bLdbswqYK8C5w40baOih64pxhRY6IvrKzjmmAkBrSjoC2yP9RRNeJ/B8bV+n8H7oO15RUTmxcqkD2HKE/T5wYcnqjVo3sIgiR9//FErHGjytq7i9OvXTyuE6FiPDzRUEY1pVjZu3Jji7UFzOgIrmqAwoAXhA5VHVBKwHTt27Ii/LT4MEEwwNRD6CRpTA6FqhX6fzZo1k/79+2tFEk252F7MLYmAgWoMbofKE0IABizYm4PRk9BZH1CxwQefMXdhUlPUDBgwQKcuwrQ0CDPoI4rghCoQng9+b8B949ihEocPVvT5Q99XTJOEip11dRT7FlPJoF8bAhe6NqCbA8II9jO+IKAK56n1ovEBjgCDEIvjhYEbqFzhywACGaZ0SQoCC6aJwfyDOD9QZUTFEf3fMI8pptMBhCTsY2MgCM5rXLDPMEUUulBgSiNHsN+wvxFCMQAGTbcII/g3vsRg/1vDfsS5i+3BawbHCNuAL1oYzIPr7M3P6q7knBOo1OE6TMWE1zr6H6LvKIKvdRU3pXA80ZUEX2QwD6tR+fYVTEGEiijOL1zwekPTNfqBL1iwQL/MGH3DMa0UBnHhfQznA77Q4HXji9WWiMhH/DCCPGQtWrRIp3apVKmSTtmCqTyyZctmadiwoWXcuHHx0+sYMG0NpmXBlB2YVqZq1aqWuXPnOp0ayBFHUwNhmp+mTZtasmTJYsmQIYPeZuXKlQ7vD9ODYPohTP+DaY4whUfbtm11GhdrO3bs0Nvly5dPb5crVy5L7dq1LR988IHlwoULSe4r2+ljnE2X4mg6Fkz7UrRoUZ2uxnqaJWfTt8DZs2ctzz33nCV//vz6t/iJ42Y9xY7h4MGDlvbt2+u+w5QomLYG19lOrWRYvXq1pV27djq1jbH/cPw/+eQTnVYpqeNlbwofZ2bPnm2pXLmyJXXq1JYCBQrodCyLFy92aWogY+qoN954Q/cjthfbjSmBMAWMYfDgwfq3mObKljGV0axZs5weW5z7Q4YM0WmLsK2YhgpTLjk6VjgWr732mk6xhddG5syZLRUqVNApa2ynzbEH+xb72NUpuZJzTuzbt09fU2nTptXt6ty5s+X48eMOpwayd547OtetYSol/H7SpElJPl9XHtPRa97RuYHpevB6xn7HNEF4DZQpU0anKbKedgjTPQ0dOtRSvHhxPbY4xnhfw5Rotvva2fmd1HscEflPGP7jq+BKFApQkUIVClPHuNqkTJRcaO7HYgBosXB10BERkTewzyRRCtjrD2j0BbOdI5HIU9DdAH0mMaqdQZKI/I2VSaIUwNKJ6PuICbbRbw8j5DGpNpaaW7lyJac4IY/CwDjMWYolDvETF0/1syUichcH4BClANYOx4AjDCpClRIDbTCgCaO2OVceeRoGH+F8w3REGDHPIElEgYCVSSIiIiJyG/tMEhEREZHbGCaJiIiIyG0Mk0RERETktqAPk1gpBivJYClArM5SqFAhXbEBK84QERERUcoE/QAcLOWFZb86d+4slSpVktOnT+sybdevX9clzpJaXo+IiIiIQjhMYp3k++67T9eNNfzzzz+69jSC5pQpU/y6fURERERmFvRh0pHq1avrz02bNvl7U4iIiIhMKyQnLUd+PnPmjPajdCQ6OlovBqxucvHiRcmePbuEhYX5aEuJiMiT7/3Xrl2TfPnySXh40A8ZIPKZkAyTWDnixIkT8sEHHzi8zbBhw2Tw4ME+3S4iIvK+Y8eO6WpVROQZIdfMvXfvXqlZs6ZWJVetWuVwyTvbyuSVK1d0JPioUaPk0UcfTdAHkzwPleAjR47outesIPgG97nvcZ/7xp07d2TOnDn6vl+3bl25fPmyZM6c2UePThT8QqoyiZHcLVu21DeRWbNmOV07OSoqSi+2HnzwQfnjjz908A4DpfcY3QqyZMnCMOkj3Oe+x33umyC5YMECadq0qWTKlEmvY1clIs8KmU4jqCw2b95cv5H+/vvv2mfGHWgaqVevnoZRvEkREVFgwns03qvxno2WJSLyjpAIk7dv35bWrVvrROXz5s2TcuXKpej+8KbEQElEFLgYJIl8J+ibuWNjY6VLly6ybt067TNTu3Ztj9yvdaDs2LGjNsXisYJdqlSpnHYPICLyNwZJIt8K+jD56quvyty5c7UyiT54tpOUd+/ePUWBEuEUK+zkyZMnJPrh4DmiqT9Dhgz+3hQiokQYJIl8L+jD5NatW/Xnb7/9phdbKQmT6DyPN678+fPrut9Zs2YN6qodBv6fO3dOjh8/LiVLlgzq50pE5sMgSeQfQR8mly9f7tU3LgRKTF+DYIX1vhEog3kqm5w5c8rhw4fl7t27DJMBokiRInLz5k2dOxXdEGDZsmU688CLL74on3/+ub4OMACtdOnS+nscv5deekmeeuopj23HkCFDZMKECfr/mD7ro48+8th9EyWFQZLIf4I39fgQwiOmEULT76VLlzRgBqtQaMo3I3S5QHcOw7hx43RNemsIkqjU47Jo0SLp16+frgZi70MZX4ySY+XKlTJt2jTZvn277N69W+9//vz5KXhGRK5jkCTyL4ZJD0puoEQl6ZdfftGfRCnRq1cvGT9+fPw0WOvXr5dmzZo5vP3Vq1e1a4ZRybSG8xeTO2PgGgatuTIF1vTp06VHjx56n3gd9O7dW8MlkbcxSBL5H8OkHwIlqkH4kB47dqyuyIOf+Le9KhGRK7CqB7ofnDx5UkNc586dE3VD2Ldvn1SpUkWnxqpatar873//kzRp0iS6r9y5c8uBAwc0oOLLDiqaaA5H07mjc/ro0aPa3cO66R3XEXkTgyRRYAj6PpP+YKycg0Bp24fywoULMmbMGP2gx2o8+FDfsmWLLF26VJsHn376acmePbsft57MCpXBiRMnyq+//qrrz+Nir5kbMIgKARRN4dWqVUt0X5GRkVrZxAXLiv700086BValSpW82g+ZyFUMkkSBg5VJH1co8cGMN8Fu3brpBzlCJX7i37jeej3wlPRrHDp0qNSoUUOKFi0aPygCXnvtNbn//vu1QlW/fn2tVrnydxT4Hn/8cfniiy+02ojR9s5geiesUf/nn386vA0G9aD5GoNpMLimT58+ev+O+mxiLXUDqqRccYS8hUGSKLAwTPqpydu2CdLT0+zgsf/66y9ZuHChvPDCCxITE6PXDxw4UDZu3KgVqueff15H+7rydxT4sETosGHDZPjw4UneFv0qN23aFD+627Y/5WOPPSZly5bVpu2XX35ZV48aMWKEVibtQbP65MmT5caNG/qFCP03EUKJPI1BkijwsJnbx03eBtvVcjy9eg4qnVCmTBltsjx9+rRWo5YsWSJffvml9s9EwMVE7q78HZkD+jk6YvSZBAQ+zLHapk0bu/OJ4jyYNGmS3QE69jRs2FAH7FSsWFH/jf9v1aqV28+DyB4GSaLAxDDp40CJD+fUqVNrfzbMA4gPd/SZRAUI1xu3TSnrgRWoeqLCiAERmA4GlcnixYvrNC5o6k7q7yiwoUnZnvfffz9B2Lt165ZL95c5c2a3guB7772nFyJvYJAkClwMkz5ihETM34fmZQxiwDx8qBTiTRKh8qGHHvLqMoVo2kSYzZs3r1afRo8e7bXHIiLyFAZJosDGMOmnQIm1wjHwBlVCDIjBkozehiZI9GPDHIIYMd6uXTuvPyYRUUowSBIFPoZJPzZ5o0LojUCHqqO18+fPx///qFGj9GJ45513XPo7IiJfY5AkMgeO5vaDUFl6kYjIXQySRObBMOknDJRERPYxSBKZC8OkB7hbXTRjoLRtCici8iQGSSLzYZ/JFMBUPlgqEesh58yZU/+NVWSSCyOsz5w5o1OyWC+9GIhB8ty5c/ocXZ1/kIjIVQySRObEMJkCCH5YdvDUqVMaKFMC8zmeOHFC0qVL51Yg9RVsGyYx9/SKPUQU2hgkicyLYTKFUI3EGsQIgyldxQaBdPPmzdKkSRO930CEiiSDJBF5EoMkkbkxTHqA0eyb0qbfYsWK6RKG8+bNk06dOgVsoCQi8hQGSSLzC9wOeiEKVc569erJrFmz9E2WiChYMUgSBQeGyQDEQElEwY5Bkih4MEwGKAZKIgpWDJJEwYVhMoAxUBJRsGGQJAo+DJMBjoGSiIIFgyRRcGKYNAEGSiIyOwZJouDFMGkSDJREZFYMkkTBjWHSRBgoichsGCSJgh/DpMkwUBKRWTBIEoUGhkkTYqAkokDHIEkUOhgmTYqBkogCFYMkUWhhmDQxBkoiCjQMkkShh2HS5BgoiShQMEgShSaGySDAQElE/sYgSRS6GCaDBAMlEfkLgyRRaGOYDCIMlETkawySRMQwGWQYKInIVxgkiQgYJoMQAyUReRuDJBEZGCaDFAMlEXkLgyQRWWOYDGIMlETkaQySRGSLYTLIMVASkacwSBKRPQyTIYCBkohSikGSiBxhmAwRDJRE5C4GSSJyhmEyhDBQElFyMUgSUVIYJkMMAyURuYpBkohcwTAZghgoiSgpDJJE5CqGyRDFQElEjjBIElFyMEyGMAZKIrLFIElEycUwGeIYKInIwCBJRO5gmCQGSiJikCQitzFMkmKFkih0sSJJRCnBMEnxGCiJQg+DJBGlFMMkJcBASRQ6GCSJyBMYJikRBkqi4McgSUSewjBJdjFQEgUvBkki8iSGSXKIgZIo+DBIEpGnMUySUwyURMGDQZKIvIFhkpLEQElkfgySROQtDJPkEgZKIvNikCQib2KYJJcxUBKZD4MkEXkbwyQlCwMlkXkwSBKRLzBMUrIxUBIFPgZJIvIVhklyCwMlUeBikCQiX2KYJLcxUBIFHgZJIvI1hklKEQZKosDBIElE/sAwSSnGQEnkfwySROQvDJPkEQyURP7DIElE/sQwSR7DQEnkewySRORvDJPkUQyURL7DIElEgYBhkjyOgZLI+xgkiShQMEySVzBQEnkPgyQRBRKGSfIaBkoiz2OQJKJAwzBJXsVASeQ5DJJEFIgYJsnrGCiJUo5BkogCFcMk+QQDJZH7GCSJKJAxTJLPMFASJR+DJBEFOoZJ8ikGSiLXMUgSkRkwTJLPMVASJY1BkojMgmGS/IKBksgxBkkiMhOGSfIbBkqixBgkichsgj5MXr9+XQYNGiTNmjWTbNmySVhYmEycONHfm0X/j4GS6D8MkkRkRkEfJs+fPy8ffPCB7NmzRypXruzvzSE7GCiJGCSJyLyCPkzmzZtXTp06JUeOHJGPP/7Y35tDDjBQUihjRZKIzCzow2RUVJTkyZPH35tBLmCgpFB09+5dmT17ttSrV09fA0REZhPp7w0gshco8eFarVo17hwvio6O1ktMTIxeUB07e/asZMiQQVKnTi2RkZH6ZQwX8g7s89WrV0uTJk0YJInItBgmk/igNVy9elV/xsXF6YW8p0CBAlKnTh35448/pHDhwpImTRru7mRWuv799185efKknDhxQrt5GJfTp0/r5cyZM3Lt2jWX7i9jxoySO3durfDjgq4jxiV//vySL18+KVGihKRKlYrHyY2m7fLly+t+5PuK93EfE3kHw6QDw4YNk8GDBye6Hn0vL1686KXDQdZKlSolU6dO1Uolg4rj4HjgwAHZsWOH7Ny5U3bt2iX79u2T27dvx98mbdq0kitXLsmZM6deihUrpj8xuwEqkBEREVqFxE+LxaIfuKhUxsbGauDB+X7u3Dm9HD58WDZu3KgVzFu3bsU/BgJ/6dKlNRhVrFhRKlSoIMWLF+dxc3LcUJHE/sqcObPuV/I+V79AEVHyMEw68Oabb8orr7ySoDJZsGBBrZRlyZIlmbuZkguBBsEGzd5r166Vjh07avAJdUePHpVFixbJpk2bZMuWLRogERwx5RVCIoJc27ZtpVy5cloxRCURlUVXYH9fvnxZz2/cnysfzKhyogK6e/du2b59u6xfv16mTZum94WAiVBZtWpVqV69ujRt2pRNuf9fkUQ3DjRtoyJ56NAhKVKkiISHB30Xdr/D+U1Enscw6YCjvmJ4w+ebvm8g0CC8o2L2888/S6dOnUIuUCJUIzjOmTNH5s2bJ9u2bUsQHFu0aKFTXlWqVMnl0JgU3L8rYTJTpkx6QQW5YcOGCUImgiW2FT///PNPGTt2rAbMKlWqSMuWLTXwImCG2msJQRLn8gMPPKDBGscX+5rvK74Raucbka8wTJKpRnmHQqBEpRH9RefOnSsLFizQfo8Iighsffr0kYceekibqAMVtrVu3bp6MaCpHKFy8eLF8sUXX8hHH32kVTmE4TZt2kjjxo2Dvm8sp/8homDFMEmmEOyBEhUqhK1vv/1Wm7Fv3LihA5EefvhhbR7GgCQzj6pG+O3cubNeMLANXRfwPBcuXCjff/+9pE+fXp/ns88+q2E52CpIDJJEFMxCIkyOHj1a+8qgbxf89ttvcvz4cf3//v37awd4CnzBGCgvXbokEyZMkO+++07279+vzdcIVM2bN9d+j8EWqgChuFGjRnpBiEZ/S4TKX375RfsRYiDPM888I7169QqK/skMkkQU7MIs6MgU5NC5HaOw7TE6vycFA3AQOvHhHwwfcIEOIePgwYMarmwDFQahYCSsmQPl5s2b9UvO9OnTtVKHEPXEE09oXzp/BUi8FeD8zpo1q0t9Jr1xzFetWiUTJ07U5nCEzkcffVT69u1r2jlHkwqSzs5z8jwUFXB+X7lyRfv7EpFnhMS7F6bdwAelvYsrQZICi1lXysF0MD/88IPUqlVLB5/Mnz9fnn76afnrr7+0OtmgQYOQDhR47tgH2BfYJ9g3GHSEfVW7dm3dd9iHZsGKJBGFitD95CJTM1OgRPXpxx9/lLJly2r1EaEJfSP//vtveeONN3QgCiWEfYJ9g32EfYVKKfYdmv4x9VCgTz7NIElEoYRhkkzLDIHy999/18pat27ddEANBp2gb2C7du1M20TvS9hH2FfYZ9h3CJldu3aV++67T/8diBgkiSjUMEySqQVqoNywYYMOMMFAGpg5c6b2j8SckOQe7DvswxkzZmhlslmzZrqPsa8DBYMkEYUihkkyvUAKlBiZ3KFDB+0XeezYMZ32BnNFYmANeUb9+vV19PeYMWN0MBb2Nfb5nj17/LqLGSSJKFQxTFJQ8HegxETjAwYM0JVosKTgxx9/LMuXL5fWrVuH9KAab8E+xWTnK1as0H29bt063fc4BtbrkvsKgyQRhTJ+ylHQ8FegRDMrpq757LPP5IUXXpA1a9ZIjx49JFWqVD7bhlCFfYx9jUnQMWcsjgGOBUaD+wqDJBGFOoZJCiq+DJSogA0cOFCXDcRoYzS94t/p0qXz6uNSYtjn2Pc4BjgWWDEI/8Ycnt7EIElExDBJQcgXgdKoRo4cOVJefPFFHbVdsWJFrzwWuQ7HAMcCFWIcG29WKRkkiYjuYWWSgpK3AqW9aiT66XGan8CBY2FUKcEbVUoGSSKi/zBMUtDydKDE0ps1atRgNdKkVUocOxzDlGKQJCJKiGGSgpqnAuWyZcvk/vvv17WrsQwiq5HmqlLimF28eFEDJY6luxgkiYgSY5ikoJfSQPnVV19J06ZNpUSJElrp4sTj5oNjhmNXvHhxPZZff/11su+DQZKIyD6GSQoJ7gRK3O6ZZ56Rfv36yaOPPqqr2OTIkcPr20regWOHY9ilSxfp27evPPvss3L37l2X/pZBkojIMYZJChnJCZTnzp2Thx9+WMaPHy9Dhw7VibE5yMb8cAw/+eQT+eijj2TcuHF6jHGsnWGQJCJyjmGSQoorgXLbtm3aP3LHjh3y008/Se/evX2+neRdTz75pEybNk22b9+uxxrH3B4GSSKipDFMUshxFihXrlyp62inTZtWp5bB7Sg44TjjGONYY73v1atXJ/g9gyQRkWsYJikk2QuUf/75p7Ro0ULKlCkjc+fOlSJFivh7M8nLcIxxrEuXLi3NmjWTpUuX6vUMkkRErotMxm2JgjZQZsqUSTp37qwrpkyePFnSp0/v780jH8GxR3cGrPHdqlUrHaRz5coVPTdwjhARkXOsTFJIQ1gIDw+X6dOn66o2U6ZMYZAMQfjygGNfu3ZtDZaRkZEMkkRELmKYpJD2xx9/SK9eveTatWvy2GOPSapUqfy9SeQnOPZdu3aVq1evSs+ePbXbAxERJY1hkkIWBtu0bdtWqlevLp9//rn+XLJkictzD1LwwDHHsTfOBXR3wLmBc4SIiJxjmKSQ9Pfff2v/uAoVKsikSZN0RG/evHmlatWqDJQhGiRx7HEOpEuXTvvNlitXTlq3bq3nChEROcYwSSHn5MmT0q5dOylcuLBMnTo1QR9JBsrQDpIGnBM4NwoWLCjt27eX06dP+3U7iYgCGcMkhZTo6Gjp0KGD/pwwYYJkzJgx0W0YKEM7SFqP8p44caLcvn1bAyXOGSIiSoxhkkJGXFycPP3007JlyxZdSg9VJ0cYKEM7SBpwjowdO1Y2bdqk67TjHCIiooQYJilkYGAF+kdire2aNWsmeXsGytAOkoZatWrpOfPDDz/IqFGjfLKNRERmwjBJIeH333+XAQMGSJ8+faR79+4u/x0DZWgHSQMmNMd63q+//rosWrTIq9tIRGQ2DJMU9Pbt26dzSNapU0cGDRqU7L9noAztIGl4//339RzCufTPP/94ZRuJiMyIYZKCGiYjx8jtLFmyyJgxY9yelJyBMrSDJODc+e677yRz5szSpk0bPbeIiIhhkoLca6+9JocPH9b+blmzZk3RfTFQhm6QNGTLlk3PJZxTaPImIiKGSQrypRJRjXzjjTekdOnSHrlPBsrQDZIGnEsDBw7UKiXOMSKiUMdmbgpKaILEYJsaNWrIU0895dH7ZqAM3SBpwBRT999/v55jbO4molDHMElB27x95swZ+eyzzyQiIsLj989AGbpBEnBOYaopnGNs7iaiUMcwSUEHIQLN22+++aYUL17ca4/DQBmaQdKAcwtdKNjcTUShjmGSgsrVq1fjm7fx09sYKEMzSBrQhcI419jcTUShimGSggqaHM+ePeu15m17GChDM0gCzjGca2zuJqJQFhBhEvO3pU6dOsGFKLnWrFnjk+ZtexgoQy9I2mvuXrt2rU8fm4goEERKgHwQGJYuXSrLli3z6/aQ+cTFxekHepkyZXTZO38wQgxCzcMPP+z2BOneZLFY5JdffpHTp09rNc24YO1p7DusXb548WKJioqS3Llz66VevXr6fGJiYiQ2NlZ/F0j8GSQNaOaeNm2aThm0YsUKCQ8PiO/pREShEyatPfjggzJy5Eh/bwaZzIIFC2T16tUyceJEiYz032kdSIESgRFfzjZv3iznzp3TybbDwsJk2LBhcvny5fiwmCdPHkmTJo3+Tc6cOTVU3rp1S7sL7Ny5U9KnT6/PZcuWLdKhQwcpW7asVKpUSapVqyYPPfSQ3kcoB0nAOYcvM7169dJzsVWrVn7bFiIiXwuzoFThZydPnoz/f6x5+/zzz8uuXbsk0AZ2YBm1S5cu6dJ85P1K48GDB6VYsWJJVnlQLatSpYqkTZtW5syZExBVoVOnTmn48kegRIh84oknZOvWrbovEA4rV64sn3zyifbxi46OtltdxFsBzm+sFITQae9+EZS2b9+ul71790qJEiVk5cqV+vv9+/dLyZIl7f5tMAdJ63MWyyxi/+LYu9JnNznnOaUcvkTh/L5y5YpkypSJu5QomCqTdevWjf8AQpWDlUlKjilTpmgF7ddffw2YD2RfVihv3Lihz33Pnj0yZMgQrS5ilRY0vaLSjyUArbnbTI0KZu/eveP/ffHiRTlx4oT+/7///iv169eXihUrapBt3769pEuXTkIlSALOvbfffluf+9SpU+Xxxx/39yYREYVOZdIMWJn0LVcrNqgCITihIoZQGWi8WaE8evSofP/99zJ9+nSdlgaPMW7cOLcfJ6nKpDN37tyR5cuXy+TJk3WJwYwZM2rfVfQhDIUgaa1bt25y4MAB2bdvX5KDCVmZ9C1WJomCtDKJD6ENGzbohy6a49AXi8hV33zzjYaq8ePHB+RO81aF8ubNm9KkSRMN2j179pQePXpIoUKFxF8QmrA9uOB4IFQaXwJQOUUfzBw5cgR9kIS33npLGjdurOfmiy++6O/NISLyOp+0CS5atEibx86fP5/gevS5qlChgjRs2FAee+wx/YDo1KmTjholSgqqcRiFjEEh5cuXD9gd5qlpgxDKRo0apc8bTcgI0Bs3btSmVX8GSVvYFmyTscwgtrNmzZraZxPPIZiDJOBcRFM3zk1OZE5EocAnYRIfJtu2bUtUmUBzEPpaoW/RF198Ic2aNdNpS7788ktfbBaZHM4TNFsNGDBAAl1KAyVGquNLF/oTb9q0Sa+rU6eOjrQOdHido3KK44XngOcSrEHSgHMSXQZGjx7t700hIgqOMPn3339rs4819CPDBR80EyZMkL59+8r8+fN1Tjt0XidKagQ3Jolu3bq1FC5c2BQ7y51AiUoeppxBxT5//vw6hyECmZlgAND777+v247ngOeyY8eOoA2SUKRIEZ0eCOcozlUiomDmkzCJKUUwhYi133//XTv5Y+SntXbt2mnHdSJn8MUDffNsz59gC5T4wjVjxgwdpf3zzz9rSDErbDueAwZKYdQ3GKPBgylIGnBuHjlyRKdTIiIKZj4JkxkyZNABA9bQ1IUO+uhLZQ1zOPKbPCXl66+/1r5p9913n+l2liuBct26dTq6GpV6VPYxzU+gTHuUEngORisFvhBgWjAEzGALknD//fdLuXLl9FwlIgpmPvl0wooZmEzagL5EmOgYfb4QNK0dO3ZM57MjcgTTrmDJP4xiNmvAchQo8UUKVUgM4ED1HmzniTSjK+fDZeeaKP1pwOo5aArGIgUfffRRgi+RZg+SYIy0xwBEnLNERMHKJ5/Er776qs5B17x5c/nwww+ladOmWqnEh4gtfIDiA4TIEVR68CWkY8eOpt5JtoHy9u3bOjcjnh/6GGJAmtlF3wyTXWujZOPv6eTM0Qj9+dfMSxJz+JIu4YhBOYMGDZKvvvpKq6+YNzQYgqQB/UNxrmKaICKiYOWTMIlBEiNGjNCmO3xwYKnEd999V7p06ZLgduvXr9dLy5YtfbFZZEIIXFh/u3PnzqYYyexqoMSXKARJfOnCGtrPPvusz5Yl9JabV8Nk7dx0cvZ4hBzNv0u+LPibrMq6Wc7czSVLV+eRC79tkvAbt+S5557TY4ovmJiPMliCJOAcRaDE88O5S0QUjHzWRvjaa6/JhQsXdHLy69eva+XFFtYPPnfunDYNEdkzbdo0XcbPbANvXAmUWF8cQRKTmweDmLthEhsTJjNzLJeFqbZLneg/pGLUy3Kh0BwJl1TyXppYuTJproRfvKqTnWOi87Vr10q+fPl0FZ5ggXMV730//fSTvzeFiMgrfNrhLCIiQtfedlRxSZs2rWTPnl1vR2QPplrBoJRSpUoFxQ7CBP1YU7tAgQLSvXt3nQooJRObB5Kbt8/qz9sSJq8c2SMDy7wg1cs8L7lurdLroyPC5YYlTsKi7+hzxjKMGOX99NNPy1NPPRU0ixdguU8MNPr222/9vSlEROYNk6gkJfdCZAtTAWHpzUceeSRodg4q9Bhsg2q9p1bKCRQxsfeadSMkTIpfKiBhkVFStEBLqVgyYV9phEajabtgwYLyv//9T5YuXSqDBw+WYIFzFucuBhgSEQUbn6zNnTNnzmT/DacHIluYEQBV62BpBv7xxx9l7NixMmzYsPhZDby1lrc/RETGSlzYLWlzuracjYqQ3Hdj5fj+SDmwtaReHx1+LzAjZFWtWyP+uT/44IM6UA9rXGNqHSy1anY4ljh3cQ7369fP35tDRGS+MIn58tCEjYE1gbyGMgW23377TefuC4b+dH/99ZcMHDhQlxm07f8ZLIEyTYZoOZ3zGbl280NJG/eAnF6O8JhKonOekulR6yU6PE6i4ixSomJ5yWEz2KZXr16ye/durdzifSNTpkxiZpjeCXOi4hxmmCSiYOOTMPnmm29q5/NZs2bJ/v37pWvXrlptQJMWkSuuXbumc5MigJldXFycTpdVvXp1nV/RXh/iYAiUqSLTS9ZUpyVN1ldlZ85nJeJcKdmT/h85nu6alLq7W3odyigxLR+UXMUSr+qDfTJ06FDtO2n2IGnAICPMaoFzOWPGjP7eHCIic/WZxAcmJu3FqjcYPPHpp59K0aJFpX79+jqggn0kKSmYOgdzEAbD3IuYzHr69OkyZswYSZ06tcPbmb0PZYZ0+eXhOmOleI5KUvjWYEmf5S2JSr1enrmxQdpfyCXZmjS3GyQN2DcYvIIpg2bPni1mh/l1cQ5jEnMiomDi09HcWPFm9OjRcvLkSZk7d64UKlRIpwzChybmokTfKSJ7cL6ULFlSihUrZuodtHXrVrly5YpOf5MrV64kb28bKCNOnZe081bpTzNIE5VNqpd/RRre/7lUyllC3qrwsITFVJVidRq6PI8kRnn37ds3fkUgsypRooRerFcDIyIKBn5Ziw4d0Vu0aCFTpkzRflGYNmPBggX8xk52YbTvwoULTT/wBhV49JG0N8eqMwhdpYukk7/mvSS3Z02SVP8clQyT5kva+asl7HrCNe8DVdbMpaVyqRdl44bDyZ6QHF800UQ8YMAAXYrVzHAO41wOlmmPiIj8FibRbIWRrPiQQLXp77//lm7dukm7du14VCiRNWvW6KTPCBRmhv5yd+7ckTfeeMPlv7kdfVE2b/6fbD85XC6mOyrzyi6RPx86KRcbl5XIA8cl4/e/6KTfgS4lSySi/+THH3+sTcTYh2Zv6sa5jMnZiYiChc/CJL6JYyQjBt6gea93795aoZw0aZKcPXtWf1aqVMlXm0Mmgqq1MRrWrA4dOqSV+BdeeEEn7nfF9ZsnZMnaPnLqyiapfeQ+aVNhjBTN20OOn1kr86/+T860Li9hd2J00u9A5om1trHP+vfvr6vkYBUts8I5jHN5/vz5/t4UIiJzjebGihboQH/16lUddPP555/rerVZsmTxxcOTyW3cuFGqVasmkZE+OV29Yvjw4TrfKr5EuepuzA2Jib0lRQq8K7Mun5dmMTFSpXxXSZ+msOw8NERuxQZ+E7cngqQBa5djyUkzr9mNcxj7Aq0xRETBwiefzpiYGfNMtmnTRvLnzy/bt2/Xi7NmrVGjRvli08gE0+hg0IrZ1+LGvIkdO3bU14GrLt+NlVWpmsqECzelYPq8YtmSXqJO7pcmpXOIHBLZtWO7FBPHo8GDKUgC9h1mg8C8tVh20pjo3WywZCTWYMe5TUQUDHxW6rl165b88ssvLt2WYZKsm4cx6AIVKTOrWbNmsm5/8tZN+WT7Tal08XFpEhMmkXcLSpxES/j1QjL/zBHJmK6oND9zW+6GR8mdiDCJCPIgae2ll17S5SfHjRsnZoRzGa0zhw8fliJFHE+NRERkFj7pM4lv4Mm5cClFMhjNgWYNk+jfh4FlmGfVVdE3w+TIXxmk/YkGUuxWQQ2Ssal2yO3sPeVcpjFS6GYeyXPuO7mTtbjcKpBTNq5cHVDzUHozSAL6VmOaoNOnT4sZVa5cOX4VJCKiYOCX0dxEyQmTGHzh6qCVQINBN+jS4cqcknDzapisnZtObp2Jko2Z90mYhMmd9D9KWExBSXtxvMSFX5bTUZck3JJW5NxNib60X8JljmyY96ycmb1Y1s+7JV8tWidzN3wml67sk2ALktC5c2eJiorSfWtG2C84HzZt2uTvTSEiCs4wuW/fvmQNUqDgtmXLFu1jZkYIVgg8GGzm6vJ5MXfDJDYmTHLVuigH0t8btVylREnJWOmkhFnSSe7LA6TArex6/V85ysvkEodkWvaHZI9lkOy41UEuXskipc89LIdPPS4jNq2S5VtG6vRCwRIkAcsrYp9i3wZSRTY5cE5v3rzZ35tBRGS+MHnu3Dld5Qbrc9tCk0+HDh2kfPnypq04kHcG35g1TC5dulTOnDnj1uChdKkiJPX/L9k9+azI5W0l9f9RrZyTZ43+/53YipLv3Lfy8Inekud2cVmafavMKjBermQcLWWv55IHTvWVSZfvk1lrX9FphoIhSBp69uypc3biy6cZ4ZzGFyUOwiGiYOCTMInJhrHyBz5ksKRi2bJltQ8cOqDjwxZ9ymrXri2LFy+W5557zrQfEORZJ06cMPXgG6zBjEn5y5Url+y/zZ4qjTyeI0ruhN2VCmeqSCpJpddns4i0PFtbr/8r8z+SyhIpqSWVzM2zTvZk/EfOR+SSKdlzSa67UyS1JZWEW9LJrbh70wwFS5AEfOncsWOHVKhQQcwI5zTObbwHEhGZnU9Gcw8dOlSmTp0qtWrV0qk9MEL3559/1uoCJizHIIX33ntPJyXGhL5EsHfvXv1p1srkhx9+KMePH0/W30SmskhEpEW2LksraYoXkKn5l8qjpyuIxOUXsVik+NXScj7NJrkQnkvqXf5vv9S9UEFiwq/K+qxH5WzUZbmc+paIRbwGa4On3rRHblYuKUt2bPZpkIzfhogIXaIS89WGhwdcjx2njHMa1UnsOyIiM/NJmPzpp590KTyMwDR8+umn8vrrr2vVBqEhT548vtgUMhGM1sUkz2YdfJM+fXopXbp0sv4mXSaL1GlzU/7dllpO7S4o3cLyaIURYlNvlkvpf5fMlwdKFgmT3emPSLkbhfV3BaJziEWyS5FbxWR3hiNyJ/yshMV6/jlhLfA0KzbL5tM75MdCqaXr4p3SPHMJCc+Y2ZvZ1a5du3bpWtdYWat69epiJni/w7mN6jvDJBGZnU++zh85ckTatm2b4Lr27dvrzwEDBjBIksM+thj1igqU2WDSfZzb7ohKZ5HytaMlT/1zOggn+/3nJTwiViJiy0qOO/0klUTqKG8EScv/Rzj8xHXnI69IyRv5RWKfkjtyV+LCbkoaS6xc2npCFs3aJ1+u2Sr/XLvi1nZhDfArk3+SD8Iuyx/Zu8i58HIysExJeT/zUb3e12uElylTRquS6E5gNjinsSKSmZeGJCLyaWUSHeUzZ86c4Drj3wUKFPDFJpAJoQsEPnDNaPny5SnuspEtp0VW594m6y+HS/cq5SX15sJiuZlOfxch4RInFgmXsPggCdljMsX//8Ycv0rR2xbJdvlbORibW2LD7krZQ6lk4bkjsrDwNulevoxkSx3l8vbsOX1MluRtLVUvFpXYsDtS9nohuZn9kMxOa5FeFe/KiIsHpXi2Kj4NZOhrbdalCfFFiWGSiIKBzzoaYVWb5FxPhDBpxiZujNDF4BBjcmp35UubTr6pXkdqZMshs08dFoslTNZn3qO/i5EYDZKA8Lgr/RH9f6NSCVUutpLaFx6R1LH35ri8HLVVslh+kVI3skuJ3TVkwLotutKOq/NfHttaXQrfzCfX0y6XCg2PSJkatyXz9SLS42RrSReTVa7G3BJfwz7GvjbjqGic22adeJ2IyC9h8sknn9T54YxL0aJF9fpWrVoluB4X2yomhXYzt9kcPHhQl/tLaZgEVA5fLFleXipxb0R4/WJZ5G5YjETaNCoUv5lXrw+3ekmni0ujPw+nPSMbMm+XjHcqyRVpIWXy7brXDzM2Um7ExLg8/6XEReqo8VyFL0v+/HmlQKkYqdLoll4fFXevX6evYTUczBZx8uRJMRtWJokoWPikmRujtoncCZNmrExixRtPj0IvlD6DoIZVOXdm2V39vNz4+96Atf+auC2yPcMuqX7tvwC7PvN2qX2lsuS/nV0K38ol67LulrqXKkhcdPKHysT8f+iMFYtk2nNIUkfskzsVS0jUflREy9+7UaRP3k4SqFu3rvz777+SOnVqMWOYxNRoRERm55N3/wkTJvjiYSiIoJ/thQsXTDk4C9NfjR8/3qPTXFlPGZS24L1h2rESG1+JTGOJig+SRsAsfTOH/tsYDY4gCefOXECnS7Vv/SjJVbypZC5Ww+k8khs2/C2p5GGJssTKB0XzSIeDf0qPlRtkVr4MkkXKS6TlrmTI5vtjlSqVfyqinoBz+/z586ZdxYeIyGCuydkoZBgDE8zYzI1tbtGihUfv05gyKEeBGLn6b0YNjBGaCP8bzW0w/j/r3XwJ/n054rr+vBrRQvtc1rtQTs5e6S+T96+XbYsGSvTFEw4nJC9bvqSG2UcuNJJGtwrJ9Nxl5M2SNSXqbheJCbsrb5YvLSWz3eu64muvvPKKDB48WMwGVXeLxaKBkojIzEIiTKJP1cCBAyVfvnySNm1aqVmzpn5AUuAyBiaYsZl70qRJCeZU9RRjyqD7m92UVNlv63VhEq7BEJXIu2HRep1RrTRGdZ9NdW9fZo5NH389+lwWiM4lhW4XkDLn35KDF/8nw//aJftP7rO7sk2R4jk0zOYqGCclz9SVvsdaSv2L1SVz7svSqMMdKZzHf4sNXL58OX6CezMxvigxTBKR2fktTGLJRKxagYl7vQ1rI48cOVK6deum8/9hShFUjlavXu31xyb33L59LyylSXNvEImZoFvHihUrvHb/mXPEScHK90ZOL8m+Vs5H3QuL4ZYwiZXEo5pz3b3X/HxXHC+pmCE2g9S90FH27KksX27dLmdvXE+0RKJ1mM1bOE5/1n8ovUSl9fV05YlDmRlHReOLrdGlw4ywihkmi8fSkJjz88EHH9RR9Z9//rnT4zF69Oj49eoxhRb2A84zLJGJCyrNWGqSiMzD9z3m/1+6dOmkfv36Xp8a6K+//tIVeD7++GN57bXX9LrHH39c1/TFpNJr1671yuNiwIIvgnKwMgZ8mHHCcgyq8HZFNWdUGjkkIkVyppVtYWckT3QBWZpjh9wMj5a2Z+skuC2uW591uzS4UC3+un/TnpSit3JJ+P93njSqmAWjc0nsrhzy/vkV8nSFcnaXSESYzZzjXhU0EGBfm3Egi3Fux8Z6YakiH3RDefrpp2XTpk1SuPC9VZg2b96s7+cIkw0bNnS5vzNWicKyknDt2jUNkw899JBs3LjRlK9/olDkt8pkwYIF9VvpsmXLvPo4s2bN0jckvPEZUO3CVEXr1q2TY8eOeeyx8EY6aNAguf/+++XNN9/02P2Gcpg0YyC/efOmZMiQwauPYQzIKXeoinSIKqHXNTpfRVqfranN3tZ9JQ+kOyWR4fsSTCd0PvUVifj/lXSMIGnAhOitzzwgF0+7t1KOr2XMmFFu3fL9HJcpZZzbZhyAg/CO91XrQWbVqlXT9egxTVOXLl20Yrl161YNiPg3QiMGp2FeUGfH8uuvv9amf6OryD///CMtW7bU91VMBYXKJnz00UfSr1+/+L/FdFzYHswCQUS+Zb5P6mTCN95SpUrp/JXWatS4N3oVb3YItvb6WeJiuHr13lJxaMZxNkEymu43bNgQf1tyj7Hv8YGFQQpmgnCAoODN7U6b0SK129yQgxvC5OSJe/OyRv5/ldH4hogVciIkTCpdLyqx1wsl+Pv7rpaye79oJkeYxJKNZ6/EmmLfY33uIkWKmGJbrRlVN3xxMtt7BVp2MC0TqpJoYapTp4489thj8s477+hMBtOmTdMwCWgBwtRNu3fv1vdR3Bbvv9bvpdbPH/sFf7tz505p0qSJ3i/6IaMpHV/U8PcIlt27d9efaHWKioqS6dOna0U0e/bsDven2fYzkVkERJjEN1n0sSlevLjHJyxHc4y9pjrjOkeTHQ8bNszuCFGsM37x4kWHj4d+Q5i0mlLGqC6gqmG2/lOtW7fWJj5fbPft9EflrtTSIBkTFiupsh6Q27eyS8StLPHhEtdHWv5rLkTF0vrfBlQ0rauXd2LEFPse1SxUxcywrdZwbht9Jg8fPixmM2LECDlw4IB2JUL/2iFDhsgvv/yi4fj48ePxX+AXLlwob731lhw6hI4ZIk2bNpWjR4/q+yTen/HF0fY988aNGzo12B9//KGhsmPHjgkqkOiT3KFDB612jh07Vpo3by7fffed9OnTx+n7r7HPicikYXLbtm36xoOmYHzDLFu2rF6P5mB8szSqCj169JBvvvkmvnN6SqH5C99abRkDOxw1j2G70HfHgG/UqGDim3iWLFkcPh46kDv7Pblmz557ywamT59esmbNaqrdhvPXVw5EnNQqYnS+ZXLwahEpe7G0pA67I+H//9JemXWT5LyTQw6kPy1NzlbT29oTJ3GyP91RKXezWHyoTB0ebop9j9aHNWvWJGjyNAOjtQPvdaisolXDbIoVK6aV4bffflsDHVp6UJUvUKCA/g7w/ouZNIx/o3KI4I9/I1Ti98bvjMo+mrZffvllvR/cfteuXXYf//nnn9eqJR77xIkTOrDHWdcYjPwnIhOGSVQc27dvr99ejcCIQInpeV588UUZPny49OrVS5tK0Dw8ZswYKVSokHzwwQceeXy8UVs3V9uOFnYUWvEGZy+E4g3f2Zt+Ur8n1xgrmmBwgtnWb0c/XGy/b6Y1urdv8mZNK9XK35Cp22ZJ1M0acjzqpDx8oZZEpDokne9PK9fSFpC5O/6SigdrJ1hy8b97CdMgCUZDYKbUcabY9+vXr9dZGvr37y9mYgy8QbOu2d43ENxQTUVTNyAc4t8lSpTQiiQqgMbzady4sfzwww/aBI3rMSASzdPWz9n4iaojBkrmyJFDAyI+M3B/+Ht8TgBWPELfSFxQnXzhhRf0cwTN3kmthGSmfUxkJl4Pk6+++qo2Dc+YMUP72aD58rffftM3/65du0qzZs1k3Lhx8csuoolk5syZHguTaM7GG5+jSbHxjZkCj7GyiTEQx0w6d+6sU0+999573n8wY7TrzoNSWErLaw8+LNtWz5dfbmH/1ZIWuYpInlyFBONquxTILnsPhsvqrDul9iWs9Y0vd/fCIvpJGivnoJ8l1vm+evOMVokCfZWZs2fPSs6cOcVsjHM70Pevo23HezSarjEzB/6N9++2bdvqe/xTTz2l10+cOFHeffddbX5GixSOEwbhWH/BxzRx6COJcw3hEc3gf/75Z3yf0nnz5slLL70kn332mQZwBM0ff/xRf4cv/I888ogO2jFaM4goCMMk+ra8/vrr8X1ejBF9aD5D0wjefKyhYjl16lSPPT7epDBiHE1K1oNwjEEyRidxTzDbAIBAZuaRrqhIIuD4QvrsGeVc2F05Gd5RZuxfIR1WbpRDeYrJfbEN5E7YXf29raNpz0mz3GvlnyNZJe+t8onmpjyX6YA0qJNaIu9W0b5waMYM5MCDfW3Gye3NPGMBuvssWrTI7u8QHHGxhsEx9qBamdRIfPSlRwHCka+++kovROQ/Xq/5oxO1vRF0CJEIX7aVQfSh8WSVoVOnTvptFs3nBnwrxsTSCK72RnKT/6GfFDgb7BSoEGx8NYl2uYL5pUKTE3I5wxHJcLeJzMvxpP7Evys2PaG/N0RG3OsnrJXHfxZLh2wnJKbwj3I+6oBefzjtGblabKV0a51XCubIoVV9TCaNQBnIod4X83p6670R2MeaiMzO61+J8WGEATaVK1fWb6HGt3AMwLENmeh0jeYKo2+MJyAwotkRA2pQwUCfHvS/Qf8eo3mdAg863oMZVzZBsPFlk1uhnDmkexuRDfu2yz/70krJ0rekcen/BjQYMmXMKWERsdLmdG1ZkiW9rIudJmWuFZAcd/LJ3bC78leOXfJysYJ2Zz0I5AolXuP58/8Xms3COLfN2ERPROTTMPnJJ59ov0j0g0FnfvSjcQQVQ1RAECi//fbb+Ovxd1euuD+BMkb7od/O5MmTtaM4Jr5FPxwM+qHAne4F54qvmos93QSIgQaoiPtyBY+apYtJzdKOf58q7R2JzvinZE/zgNQ/fb/cCasiqS2pZFeGIxJZ8oIML1FZ5MbNRH8X6IES8xiaESqqmNweMxYQEZmZ18MkJpjdv3+/9plBR2uMovZ130JMA4TqKC5kHmZdcxkDEbDCUiCNhMaXNF1ruzrW2k4lV87flN27RLZl3CctSmaVkhlL6evykp0wGciBEk3F+MKBvthmG6mLMOnqkoNERIHMJz2/8YaJaYCIkgPNf2asTBpBC+EsEAJlfJCsWjU+FGJ97doNRGpLEZfvJxAD5YIFC+SNN97Q6WI8NTetr5h14BARkS1zfZWnkKtMonpjRpgaBat+BGKQTIlAG5SDxRCwXKrZgiTg3PbEMSEi8jeGSQroyqSxrKLZoB8cJtMOpiAZiIHy77//1sF9ZoTKJJu5iSgYMExSwEIToFkrk40aNdIR3VgNJ5iCZCAFSkwjtnfvXnnwwQfFjHBuc9EEIgoGDJMU0JXJGzdu6MhoM4ZJ9ClcvHhx0AXJQAmUCOoYOY99bTZYROHmzZts5iaioMAwSQGrWLF7cyXu3r1bzAarLWEmg+XLlwdlkAyEQIl1odGVANNImY1xTmOJQSIis/NJmMRck2iOIkoODKxInTq1bN++3ZQ7buTIkfL9998HbZD0Z6BEtfrEiRMBMVreHTincW6btb8nEZHPw+SIESOkfPnyWmnq37+//P777zpBOZEzUVFRulKSWcMkVmXBHKe+CFj+CpL+CpQ//vij1KtXz5RdIADndLly5fQcJyIyu3BfdTRfs2aN9OjRQ9atWyctW7bUtZdbt24t3333nXakJ7IHAWXHjh2m3Tljx46Vxo0b212fPliCpK8DJfYllkTFylpmbOIGnNPYV0REwcAnYRJNUbVq1ZLBgwfrVB4nT56UL774Qqs2AwcOlKJFi0rFihV18uHVq1d79YOXzKVatWq6ZjsG4phRhQoVdOUnnNfBHCR9GShXrVolBw8elCeeeELMCOcyzunq1av7e1OIiMw7AAdTvvTu3Vtmzpwp58+flz/++EOrDL/99puul50jRw559NFHZcOGDf7YPAog9913n65xvXPnTjGjmjVr6iCL8ePHB32Q9FWgxL5E94caNWqIWauS+MJ8//33+3tTiIiCYzR3ZGSkTu2BdbN37dqlFYcPP/xQ+0KhAkGhDQMUzDwIB1X5Z555RvsJY7WWYA+S3g6U+GKBkfLPPvssB98QEYXS2tzJUaRIEenbt69eiNAVwsyDcKBz587aN3jjxo0eGb0b6EHSm2t5R0REyJdffilmZj34hl16iCgYBFyYJLKF0IQBXGaF6vuiRYs8MnLXLEHSG4ESg/cOHTqkXWDCw/3eqOI2VKgxEp2IKFiY9x2ZQgaWy8OABTOP+keQRBD8+eeftak2FIKkJ5u8sc8GDRokU6dONW3zNuAcxrls1iUgiYjsYZikgNeqVav46p6ZYeAFum+MGTMmZIKkpwIl9hn2H2aEMHOYxDmM6iymRyMiChYMkxTwsmbNqkvn+WOda09Pc/T000/L8OHD5d9//w2ZIJnSQIl9hX2GfYfR/WaGcxjnMs5pIqJgwTBJpoAJ7rEO89WrV8XMMK9qvnz55KWXXnKpuTtYgmRKAiUmfsc+w74zM5y7OIdxLhMRBROfhsk7d+4kGr04f/58/ZBA8x/WMb5165YvN4lMol27dho+li5dKmaWLl06+fzzz2XTpk06XVAoBUl3A+VHH30kM2bM0H1nZjh38XxxLhMRBROfhEkExC5dukj69Ol1qpdevXrpm2qnTp2kTZs2OsfkN998o3PH4UMGE5kTWStevLhOp2L2pm7AZNtz5syRFi1ahFyQTE6gxGIGf/31l04HVKBAATE79JcsX768FCtWzN+bQkRkvjA5cuRIXe2mffv2OoEzRrRieo8FCxZokNyyZYvOwffOO+9o/6j33nvPF5tFJoNBC0Z1JxgCJQaSLFy4UPbu3RtSQdKVQIl9gvcKb6wc5A9GVZ0Db4goGPlknskff/xRunXrJpMnT9Z/165dW7p37y5vvfWWvPLKK/G3w1q1x44d06ZvIltoHsSXD3zxqFOnjul3UExMjHzyySdy/fp1DZXZsmULmSDpbB7KixcvSs+ePaVw4cLy6aefSjBAhfXKlSts4iaioOSTyuSRI0fkgQceiP+3MWFvrVq1Et0WQfPUqVO+2Cwy4TrXefLkkV9++UWCAaY7mjBhgoZJVOovXLgQUkHSXoUSXVywL7BPJk6cqF1jggHOWZy7Zl1PnIjI72Hy5s2bkiFDhvh/Gx8Q9jrU4zp3J3Wm4Ia+c48//rh+MGPt9mBQqFAhHVyCL1CjR4+W0qVLh1SQtA2Uy5cv19c/9gn2TTDAuYpzFtVWnMNERMGGUwORqTz33HP65QR9cINFqVKl5O2339b+wpkyZZJQdOnSJcmYMaPOwYiuL9gnwQLB+Pbt23ruEhEFI5+tzT1p0iSdYw3wxorBB6jE/Prrrwlut3//fl9tEplQkSJFpHnz5vLDDz/IE088Yeo1msHoI9mgQQOd8QCvi+PHj0t0dLSOYA8FBw4c0KodqrLjxo3Tyd09sZZ3IMBUaDhXcc6iDygRUTDyWZjElC6207rYBkmDmZdLI+/DnKSYVgdfTsw8EMfRYJsPP/xQm3u/++47adiwoQSzZcuW6ajt3Llza3XW0aAcs1q3bp1+QR41apS/N4WIyGvCffXtPDkX9pkkZ5o0aaJVOwzQMCtno7YxYh3LBnbt2lUDpcVikWCElW0wy8P999+vMzhYz7+Y0rW8AwXO0RIlSug5S0QUrMzdRkghCYMYsE4zptM5c+aMmE1S0/+g3yS6haCP3aBBg3Qy/2CEFbHwHPFc7fUVNXugxLmJcxTnqtm7YxAROcN3ODKlJ598UkPllClTxExcnUcSz+3dd9/V54f+doB+lGauUmLbp06dqnNrAoIknqOzEc5mDpSYVxfTP+FcJSIKZj7pM4klE5MDfSax3ByRI9mzZ5fOnTvrBzb6UGKZzkDnzoTkjRs3jv//N954Q06cOKErRFWoUEHMZOfOnTJ48GBZtWqVNm0jWLraN9qMfSixhCy+CDzyyCM6GT0RUTDzSZicN2+efthj0l5XKiscgEOuGDBggFa60C8t0JuCPbGyDZbiQ5BEwOzQoYMMHDgw4EcIo//ziy++KLNmzdI+kTheDz30ULLvx2yBEufk2bNn5fXXX/f3phARBUeYzJ8/v1ZUcuTIoYMKsMIFgiVRSqA6hyrXF198oT8xT2Eg8tQSiQiRmEJo2rRpuswg/v/vv//W11Wg2bdvnxQtWlRSp06tVWQMKsLrPiUh0CyB8urVq/Lll1/qkrFmqyATEQVsn0mst40pQPBhimlPChYsqB+MWEouWFYyIf/44IMP5MaNG/LVV18F5CHw9FrbCFBYBQhTznz//fcaJPEYffr0kblz5/q1XyEeG9uAqimCLgafAJq3e/To4ZHwZ4Y+lDgXMbE+zk0iolDgswE4+HDBNCenT5/WJi9UK/r16ye5cuXSDx9chwEGRMmdxBzzFCJYnTt3LqiDpO2yo6jOAZ431rTGqGFM+P3aa6/pnK6+HKyDaX7w2NgGTO/17bffxg8c8rRADpQ4FjgXcU4GehcEIiLTjuZGdaJt27Yyffp0nTrDCJhY/WPEiBG+3hwKAsaI4JEjR0ooBElb+fLl0wUAUP3v2LGjrFmzRl9L6HuMQIlwg+s80QqA+8B9ffPNN7oCESqkgC+HeGxsA7alXbt22sTtLYEaKNH9ACO433nnHX9vChFR8K2AYwtVyEWLFumo7S1btugAHVSZiJILTb0vv/yyDB06VAfi+Lsi5Msgaa1s2bLy/vvv69yUV65c0evwhQ37BaOLAYNgypQpI2PGjNHQg/CHwIlKJ+ZCRFjE/2PJU/wtLmhCT58+vY6anz17tt5P2rRppXLlyvELDLRv314vvhRofSgPHz6sA4ywkk8g9mMlIvKWMIsP28LQ/IU3fgwgQPUC/YrQdxKDcvBBhA+sQIVO9ZkzZ5ZLly5JlixZ/L05QQ/nysGDBzX8uDLhM0IQVhqpV6+efP311xJqQdIZBL5//vlHtm/frhf0YcZ60YDlGvfu3evwbzGtDfo+IqDjJ/ZzpUqVpGTJkk7nh/SlU6dO6RdSfwdKzJu5du1aXWvc1fey5J7nlDKXL1+WrFmz6pctexPlE1EAh0m8wf74448yc+ZMuXDhgtSqVUsDJOZgM8s3eIZJ33LnQxajul966SVdmg/993wtEIOkKy0E6OeHn9h+fMiiyRotBTlz5pSoqCgxA38Hys2bN+vUTViDu3///i7/HcOkbzFMEpk4TCIMoFmsRYsW8thjj7nUnO2PMOAMw6RvufMhi+X5sM6z0YXClxOZmzFI2sJbASrvqNyYca5XfwVKdAnA2ts43zZu3JisvqIMk77FMElk8j6T6LOF/lY///yz09sZK2MYfbGIXIUPcUw3hco3BkKg75ovBEOQDAb+6kOJ5SEPHTokGzZs8OqgIyKikA6T+IAn8gVUtLEyzLBhw3RqGm9XuBkkQztQonkbI9vfeust/TJBRBSKfDoAx8zYzO1bKWn+M5q70fyI+Ra91dwdbEHS7M3cvm7yTknztoHN3L7FZm4i7+DwQQra5m40PaK52xuCLUgGG1/MQ2k0b2MdbjZvE1EoY5ikoG7uxjRBaIr0JAZJc/BmoDSat9944w02bxNRyGOYpKBeGad8+fI6XRCaJD2BQdJcvBEoMZgQ5xTOLa50Q0TEyiQFMTQ9ognyyJEjMmDAAO2flhIMkubkyUCJcwjnEs4pNm8TEd3DyiQFNYSI0aNHy4wZM3QJQXcxSJqbpwLld999p4svfPXVV2zeJiLy99rcRL6CtaWxjOAHH3wgpUuXlkaNGiXr7xkkg0NKpw1aunSpfPjhh/LCCy/Ik08+6aWtJCIyH1YmKSSMHDlSQ+Szzz4r//77r8t/xyAZXNytUOKcwbmDc8hbMwQQEZkVwySFhMjISG3qxlrwTzzxhK5BnRQGyeCU3ECJc6Vnz56SK1cuPYdwLhER0X8YJilkZMuWTebMmSNnz56V5557TmJiYhzelkEyuLkaKHGOoCJ57tw5PXdwDhERUUIMkxRSMJ3LlClTZPny5TJkyBC7t2GQDA2uBEqcIytWrJCpU6dKuXLlfL6NRERmwDBJIad169YaEr799lud1Nwag2RocRYoMWIb58hHH30krVq18ts2EhEFOnb+oZCE1XHOnz+vI7yjoqJ0dC6DZGiyN8p77NixOnL71Vdf1XkliYjIMYZJCknh4eHy8ccf62omb7/9tgYIDM7hWtuhyTpQ4ksGVrZ5/vnnZcSIEXquEBGRYwyTFLIQEjCh+Z07d2Tr1q1SpUqV+FBBoQfHfvHixbJt2zadm/TLL79kkCQicgG/clNIw2hdzB2YMWNGbc6cMGGCvzeJ/GT8+PHa/SFTpkzSsGFDp6P9iYjoP6xMUshCRXLWrFnywAMPyGOPPSZhYWHy5ptvSnR0tE4HQ6Hjm2++kcGDB+uUUahWHz9+XM+NTp066RrvRETkGMMkhXSQrFevnhQqVCh+9C4G47z//vty6dIlrVRGRET4e1PJi2JjY7Vf5KhRo+Sll17S1W3Q/QHnBM4NBkoioqSxmZtCjr0gCQgRWHZx0KBBGi7Qb+7GjRt+3VbynuvXr+sofhxrfIEwgqTBOlDinCEiIvsYJimkOAqSBoQJBAssm7dy5UqdX/Do0aN+2VbyniNHjuixXbVqlcycOVO/QNgbtc1ASUSUNIZJChlJBUlrnTt31qCBymSzZs1k7dq1PttO8q41a9ZI8+bN5ebNm7J69WrtF+kMAyURkXMMkxQSkhMkDZhzcuPGjbqM3iOPPCI//PCD17eTvGvixInSpUsXPaZ///23TgflCgZKIiLHGCYp6LkTJA25cuWSP//8U3r16qXTxuDC/nPmg2OGAVVvvPGG9O7dW49pzpw5k3UfDJRERPYxTFJQS0mQNGBqmDFjxugk1lOnTpU2bdrIvn37PL6t5B04Vjhm06ZN02l/vvvuO7en+2GgJCJKjGGSgpYngqS1fv36ybJly+TatWvSpEkTDZec2Dpw4djgGOFY4ZgtXbpU+vbtm+L7ZaAkIkqIYZKCkqeDpAH3t337dnn66adl6NCh0rp1a1YpA7QaidHaOEbPPPOMHjMcO09hoCQi+g/DJAUdbwVJQ7p06eSLL77QKuXVq1dZpQzgauTy5ct1HkkcM09joCQiuodhkoKKt4OktQYNGrBKGeDVyPr163v1MRkoiYgYJimI+DJIOqpSPvzww/Luu+/K+fPnffL4JLqvsc+x771djbSHgZKIQh0rkxQU/BEk7VUpX3/9dR01XLt2bfnkk0+4HKOXl0PEPsa+xj7HvvdFNdIeBkoiCmUMk2R6/g6SBlTChgwZIv/++6/06NFDK5Y1a9aUsWPHSnR0tN+2K9hgX37//fdSq1Yt3cfY19jn2Pe+qkbaw0BJRKGKYZJMLVCCpLXcuXPLV199Jbt375bGjRtrE+wDDzyg2xkbG+vvzTMt7Duso419+d5772mz9p49e3RfY58HAgZKIgpFDJNkWoEYJK0VL15cm183b96sy/dhnkqEyx9//FHXhSbXYF9hn2Hf9e/fX8qXL6/7FNcVK1Ys4HYjAyURhRqGSTKlQA+S1rD+88KFC3WQTt68eeWVV16RatWqaXXtwIED/t68gIV9g32ENdKxz7DvsA8XLFjg8pra/sJASUShhGGSTMdMQdJaw4YNdU1oNM0+/vjj2mRbt25d6dKliwYkrqZzb55I7AvsE+wb7KOePXvqPsO+wz40CwZKIgoVDJNkKmYNktbKlCmjU9ccP35c1/zGdDa9e/fWwTojR46Uo0ePSqjBc8Zzxz7AvsA+wb7BPsK+wj4zIwZKIgoFYRaLxSJB6tSpU/pBtGHDBvn77791KhE0k7lT3cAcgpkzZ5ZLly5JlixZvLK99J+4uDg5ePCg9okLDw8PmiDpyPr163UgCZ7f7du3tY8lBpg0bdpUKleuLBEREV7fBrwV4PzOmjWrhIWFeX0wzbZt22TRokWyZMkSHayUJk0a6dSpk66fjZHawRaWV69erc8vderUTs9z8p7Lly/r+X3lyhXJlCkTdzWRhwR1mMTkxY0aNZKSJUtKjhw5ZN26dQyTJmH7IRvMQdIawtz8+fPlt99+k8WLF+uHH0YqY/AJlgjEHIpp06Y1ZZjEQJpVq1bp8/rjjz/kzJkz+sUMzwtrnLds2VIfO1jZC5QMk77FMEnkHZESxKpXry4XLlyQbNmyaRDp3LmzvzeJ3BAqQRIQprp3766Xu3fvyooVK2TOnDkyb948mTp1qgZJ7AcMSsEgFFQts2fPLoEIrz1UH7du3SpbtmzRIHXr1i0pUqSIvhbbtm2rk72nSpVKQoF1k7dthZKIyMyCOkxmzJjR35tAHgiSP//8c0gESVsIWahI4oLuGrt27ZJff/1VK3vffPON9iuEAgUKSMWKFfXir4BpHRyxCs3OnTu1v6PxOsQ2vfnmm9KuXTud2idUm3RtA2VkZFC/BRNRiOA7GQUsVOZmz56tk1SHWpC0hfBlBEZMgo4+h/v375eNGzdqf2BU/qwDZp48efSCJvKcOXPG/z8uxu8QOJPqi4nHQVA8ffq09kE+e/asNk/j3+fOnYv/f1ysg2OHDh20ZeD++++XUqVK+aTPpxkDJfYTEZHZMUw6WbLNegk8DMAx+jjhQt6FQShoFkVVDpU37vOE0KexdOnSekGTOBgBE+ESlUEjACJoIvSdP3/ebvUTQQ8VMvxEv0nsa0zRg/tDoLeF/sdGKK1QoYIeI/y87777HAZHHr+EcE5j6iMESsw5yv3jG9zPRN7BMOnAsGHDZPDgwYmuP3LkiFy8eNFLh4MAAQZBEsEEgQYDccg1UVFRGlJwsddlAFVGBEtUGDHYBtdhHxvBET8xqhqBEBf060M/zly5cmmARDXTWV8/vD7IdRhghkFJ+HIQKn1H/cmo3BORZwVFmMQHom3AQ9NeSprW0L8Lq25YVyYLFiwohQsX5tRAXj6WaNpGtQvVMQzWCNX+df6o2hw6dEiKFi3Kfe4jOL9h06ZNHJTjo9HcROR5QREm165dq1MAWcOHovFG7W6FBxdbCDYMN94dbIM+kmgGREWS+9u3UCHjPvctVH3z58+v5z5HeXsX37uJvCMowiQ6/GPiY2voz0Xmnf6HfZsolKDVg9MGEZFZBUWYRJ8uNIuSOYXSPJJEjnAeSiIyq6AIk84MGTJEf2KOPpg8ebIO7oB33nnHr9tGDJJE1hgoiciMgno5RXC2LFxynjrX5vZtRZLLzPke93ng7HNHa3lTynA5RSLvCPphsgiMji7kP2zaJnKtQonXChFRIAv6MEmBh0GSKGkMlERkFgyT5FMMkkSuY6AkIjNgmCSfYZAkSj4GSiIKdAyT5BMMkkTuY6AkokDGMElexyBJlHIMlEQUqBgmyasYJIk8h4GSiAIRwyR5DYMkkecxUBJRoGGYJK9gkCTyHgZKIgokDJPkcQySRN7HQElEgYJhkjyKQZLIdxgoiSgQMEySxzBIEvkeAyUR+RvDJHkEgySR/zBQEpE/MUxSijFIEvkfAyUR+QvDJKUIgyRR4GCgJCJ/YJgktzFIEgUeBkoi8jWGSXILgyRR4GKgJCJfYpikZGOQJAp8DJRE5CsMk5QsDJJE5sFASUS+wDBJLmOQJDIfBkoi8jaGSXIJgySReTFQEpE3MUxSkhgkicyPgZKIvIVhkpxikCQKHgyUROQNDJPkEIMkUfBhoCQiT2OYJLsYJImCFwMlEXkSwyQlwiBJFPwYKInIUxgmKQEGSaLQwUBJRJ7AMEnxGCSJQg8DJRGlFMMkKQZJotDFQElEKcEwSQySRMRASURuY5gMcaxIEpGBFUoicgfDZAhjkCQiWwyURJRcDJMhikGSiBxhoCSi5GCYDEEMkkSUFAZKInIVw2SIYZAkIlcxUBKRKxgmQwiDJBElFwMlESWFYTJEMEgSkbsYKInIGYbJEMAgSUQpxUBJRI4wTAY5Bkki8hQGSiKyh2EyiDFIEpGnMVASkS2GySDFIElE3sJASUTWGCaDEIMkEXkbAyURGRgmgwyDJBH5CgMlEQHDZBBhkCQiX2OgJCKGySDBIElE/sJASRTaGCaDAIMkEfkbAyVR6GKYNDkGSSIKFAyURKGJYdLEGCSJKNAwUBKFHoZJk2KQJKJAxUBJFFoYJk2IQZKIAh0DJVHoYJg0GQZJIjILBkqi0MAwaSIMkkRkNgyURMGPYdIkGCSJyKwYKImCG8OkCTBIEpHZMVASBS+GyQDHIElEwYKBkig4MUwGMAZJIgo2DJREwYdhMkAxSBJRsGKgJAouDJMBiEGSiIIdAyVR8GCYDDAMkkQUKhgoiYIDw2QAYZAkolDDQElkfgyTAYJBkohCFQMlkbkxTAYABkkiCnUMlETmxTDpZwySRET3MFASmRPDpB8xSBIRJcRASWQ+DJN+wiBJRGQfAyWRuTBM+gGDJBGRcwyURObBMOljDJJERK5hoCQyB4ZJH2KQJCJKHgZKosDHMOkjDJJERO5hoCQKbAyTPsAgSd5UpEgRyZUrl9y9ezf+umXLlklYWJi89NJL+u/ly5dL2rRppUqVKnopX768fP/99x7djiFDhkjx4sX18vbbb3v0vokYKIkCF8OklzFIkq8+aOfOnRv/73Hjxsl9992X4DalS5eWrVu36mXRokXSr18/uXbtWrIe5/z583avX7lypUybNk22b98uu3fv1vufP3++m8+GyD4GSqLAxDDpRQyS5Cu9evWS8ePH6/9fuXJF1q9fL82aNXN4+6tXr0r69OklVapUSd732bNnZfTo0VKnTh158skn7d5m+vTp0qNHD73PqKgo6d27t4ZLIk9joCQKPAyTXsIgSb5Ut25dOXz4sJw8eVJDXOfOnSUiIiLBbfbt26dN3OXKlZOqVavK//73P0mTJo3d+0PFctKkSRpI69evL6dPn9Zm8Tlz5ti9/dGjR6Vw4cIJmt5xHZE3MFASBZZIf29AMGKQJH9AZXDixIny66+/ytSpU/Vir5kbjh8/rgEUTeHVqlVLcDsE0lKlSmnoREWyVq1aPn0eRMkNlJ06dZLUqVNzxxH5CSuTHsYgSf7y+OOPyxdffKHVxpIlSzq9bYECBaRmzZry559/Jvpd7ty5tdka99GtWzftW7lmzRqxWCxOP9iPHDkS/29USXEdkTexQkkUGBgmPYhBkvwpX758MmzYMBk+fHiSt0W/yk2bNmm10haax1u3bh0/oKZ27doydOhQDZeO7hvN6pMnT5YbN25IdHS09t989NFHPfK8iJxhoCTyPzZzewiDJAXKQBxHjD6TgMDXvXt3adOmjdP7w4AaVCdxuXDhgqxdu9bu7Ro2bChdunSRihUr6r/x/61atUrRcyFyFZu8ifwrzOKs7YoSjH7NnDmzXLp0SbJkyZJgzzBIel5cXJwcPHhQihUrJuHhLKD7Ave573GfexYGfa1evdphH8rLly9L1qxZtTKfKVMmDz86Uejip3QKMUgSEQUGNnkT+QfDZAowSBIRBRYGSiLfC+owiZGqmDwZ05ykS5dOm0z79Okjp06dSvF9M0gSEQUmBkoi3wrqMDlw4EBdk7h9+/Y6ZQpGl86YMUMnbMYkzO5ikCQiCmwMlES+E9SjuUeOHKmT2loP4MCKHg0aNNDJmIcMGeJWkFywYIHeL+fRIyIyzyhvIvKOoK5MYhk425HAuC5btmyyZ88et+4Ty8kxSBIRmQMrlETeF9SVSXuuX7+ulxw5cji9Hebhw8WAqSSgfPnyOqUEppgg706ZgvWhsZ85NZBvcJ/7Hve5b+A9u1KlSvLTTz/pvzkjHpFnhVyY/Pzzz7WpGpMqO4OVRAYPHpzoeqxnTERE5oUJ+DFvMBF5RkhNWr5y5Up56KGHpEOHDrr2cHIqk6iQFS5cWCfF5ZuQbyaJL1iwoBw7doyTC/sI97nvcZ/7FlqY0Oxtb/EJIgrxyiQqjRcvXkxwXc6cOXWNYcPevXt1VHeFChVk7NixSd5nVFSUXmwhSHLlBN/Bvub+9i3uc9/jPvctdp0h8qygGICD9YLz5s2b4IKKlgH/36RJEw2CGImdMWNGv24vERERUbAIispk5cqVZcmSJQmuy5MnT3zfGARJNFljEnMETSIiIiLyjKAIk1mzZpXGjRsnuv7GjRvSokULOXHihCxbtkxKlizp9mOgyXvQoEF2m77J87i/fY/7nPs82PEcJ/KOoB6A065dO50XEksqNmrUKMHvMmTIoL8nIiIiIvcFdZgsUqSIHDlyxO7vMDL78OHDPt8mIiIiomAS1GGSiIiIiLwrKEZzExEREZF/MEwSERERkdsYJomIiIjIbQyTTmzcuFH69esn5cuXl/Tp0+syXI888ojs37/f/T1OTl2/fl2nYGrWrJlky5ZNwsLCZOLEidxrXoQ5WAcOHCj58uWTtGnTSs2aNRPN20qew3Pct/g+TuR9DJNODB8+XGbPnq3reY8aNUqefvppXd+7WrVqsnPnTh8cntBz/vx5+eCDD2TPnj06GT153xNPPCEjR46Ubt266XmOZUgxP+vq1au5+72A57hv8X2cyAcwmpvsW7NmjSU6OjrBdfv377dERUVZunXrxt3mBbdv37acOnVK/3/jxo2YacAyYcIE7msv2bBhg+7jjz/+OP66W7duWYoXL26pXbs297sX8Bz3Lb6PE3kfK5NO1KlTR1KnTp3gOqyig2ZvVM7IOytUGEthkvfNmjVLK5GouhvSpEkjTz75pKxbty7BGvfkGTzHfYvv40TexzCZTJiW88yZM5IjRw7vHBEiH9qyZYuUKlVKMmXKlOD6GjVq6M+tW7fyeFDQ4fs4kWcxTCbT1KlTda3vLl26ePhQEPneqVOnJG/evImuN647efKkH7aKyLv4Pk7kWQyTybB3717p27ev1K5dW3r27OnhQ0Hke7du3dJmV1to6jZ+TxRM+D5O5HkMky46ffq0tGzZUjJnzhzfz4zI7DAVEKYGsnX79u343xMFC76PE3lHpJfuN6hcuXJFmjdvLpcvX5ZVq1bpfHxEwQDN2ei2Ya/5G3iuU7Dg+ziR97AymQRUaFq3bq0Tlc+bN0/KlSvnxcNB5FtVqlTRc/vq1asJrt+wYUP874nMju/jRN7FMOlEbGysDrTBFCkzZ87UvpJEwaRTp056no8ZMyb+OjR7T5gwQVfCKViwoF+3jyil+D5O5H1s5nbi1Vdflblz52pl8uLFizJlypQEv+/evbu3j09IGj16tHYpMEYS//bbb3L8+HH9//79+2u/VfIMBMbOnTvLm2++KWfPnpUSJUrIDz/8IIcPH5Zx48ZxN3sJz3Hf4fs4kfeFYeZyHzyOKTVs2FBWrFjh8Pfcdd5RpEgROXLkiN3fHTp0SH9Pnm0CfPfdd/XL0qVLl6RSpUry4YcfStOmTbmbvYTnuO/wfZzI+xgmiYiIiMht7DNJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRMmClZ+GDRsmhQsXlrRp00q5cuXks88+k7i4OO5JIqIQxDBJZOXAgQPyzDPPSLFixSRNmjSSKVMmqVu3rowaNUpu3bqVYDm8sLCw+Ev69OmlRo0aMmnSpET7c/ny5fG3s13f3YDHwO8rVKiQ4Po7d+7oY1etWlW3JUuWLFK+fHl5+umnZe/evfG3mzhxYoLtsb2sX7/epeOMddDDw8Pl9OnTDm/z9ddfy1tvvaXreI8cOVIaNGig6x9/8803Lj2G7bbheeE+5s+fn+i21s9r9erVdoNtwYIF9fetWrVK8Lvr16/LoEGDdJ/i+GTPnl2qVKkiL774Yvy670RElHKRHrgPoqCAMNO5c2eJioqSxx9/XEMIwhxCzOuvvy67du2SMWPGxN8ewQQhCk6dOiVjx46Vnj17SnR0tDz11FOJ7h/h9Mcff5Tu3bsnuP7w4cOydu1a/b2tjh07ysKFC+Wxxx7T+7x7966GyHnz5kmdOnWkTJkyCW7/wQcfSNGiRRPdD4Kfq/ugevXqkidPHoe3wfNEgFu0aJFERt57Czl27Jjum759+7r0OA8//LDuY4RBrMOOINq6dWt9rvbWBDf2Xb169RJcv2LFCjl+/LgeM2vYT/Xr19d9hWPSv39/DZc4hrif9u3bS758+VzaViIiSoKFiCwHDx60ZMiQwVKmTBnLyZMnE+2Rf/75x/L555/H/7tw4cKWli1bJrjN2bNn9T7Kli2b4Pply5ZZ8FLr0KGDJTIy0nLu3LkEv//oo48suXPnttSrV89Svnz5+Ov/+usv/Tv83lZMTIzl/Pnz8f+eMGGC3nbjxo0pOpoFCxa0DBo0yOlt0qRJY+natWuC6wYOHGhJnz69S4+B7ezbt2+C63bv3q3XN2/ePMH1xvPCvsuRI4fl7t27CX7/1FNPWapXr57oeMyYMUP/burUqYke/9atW5YrV664tK1ERJQ0NnMTiciIESO0cjVu3DjJmzev3coemkedyZkzp1YK0VRuT9u2bbWCNnPmzATXo1L2yCOPSERERILrjftBE7gt3BbNtp60Y8cOrTC2bNnS6e1u374tWbNmTXDduXPntKnZXWXLlpUcOXI43HeozF64cEGWLFkSfx2qxrNmzZKuXbsmur2zfWd0XyAiIs9gmCT6/76C6CeJpmN3xcTEaJOrbdAypEuXTgPltGnT4q/btm2bNr3aC0QY4AJTp07V+3bFlStX5Pz58wkuCGGuWLBggeTKlUvuu+8+SQ406yPk2Ta5Jwe2+9KlSw73Hfqo1q5dO8G+Q5M4/u7RRx91uO/Qh/VeMZSIiLyFYZJC3tWrV+XEiRNSsWLFZO0L9MszAtvOnTuld+/eOnClU6dODv8GoRF9MFEBNIIiQmytWrUS3RbXYWDK999/LwUKFNC/xeCXo0ePOrz/xo0ba4XU+pI/f36X+0s2b97c5QrjzZs3Zd26ddr/EM8Hz9+a0b8T/UntVTex31DR3LRpkwbC2NjYJPfdr7/+Gj8QCvsO+8de38d27dpJ6dKl5b333tM+pL169ZLx48fL2bNnXXpuRESUDC40hRMFtWPHjmn/uu7du7v8N+ijh7+xvfTq1cty8+ZNu30mZ86cablz544le/bslhEjRlji4uK0j+Lbb7+tt2vQoEGCPpNw+/Zty5AhQ7Qvp/XjPPLII5ZLly4l6lv41VdfWZYsWZLgsnTp0iSfD+4L/TnR19DVPo/GY+JSrFgxy4kTJxLc7tChQ/q7nj17Jvp720uqVKksAwYMsMTGxia4rXVfUPRJNbbx6tWrlrRp01q+//57h31YL1++bHn99dcTHKvw8HBLv379dL8SEZFncDQ3hTyj/9y1a9eStS9q1qwpQ4YM0YoaKpP4fzTVpk6d2uHfpEqVSkeMo58kphJCRc9eE7cBfSzffvttvaDCh9HLmCpoxowZel+2Uw3hPpPbTA0YmQ1NmjRx+W8wIvunn37S6uMPP/yg/R5xP/aqrLbQ3N+vXz/t97hx40YZOnSoVjoxLZEjqLKi8op9h9smVcnMnDmz9oXFBSPG//zzT/nkk09k9OjR+jscLyIi8gAPhVIiU8uXL5+lePHiLt/eXiVs3rx5Wv369NNPHVYmYeXKlfrvhg0bWipXrhx/O3uVSXtQ3SxZsqRW84zRzSkdzf3444/r47s7GhsjyzHa+uGHH3br70ePHq3Xz549O8H1ts9r0qRJlqioKEutWrUsbdu2dXo87Ll48aIlS5YsliJFisQfm4ceeijB4z355JNJ3g8REf2HfSaJRHTCa4wARh9Ad2EUNPrwocp248YNh7fDXImFChXSycydVSUdQUWyUqVK8X02Uwr57vfff09yFLczGFmOydTdnQwcE8UXL15c3nnnHacDZtA/E9VLTMLuzr7DAB88jr1+nERE5B6GSSIRGTBggK6S0qdPHzlz5kyifYKgieblpAwcOFBHT2PQjCMY4PLFF1/o6iw9evRweLt//vnH7mCby5cva+hFMELTb0qhmRkDU5ITJjECHc3MBoRnXIeg5g5Mfo4J4Pfs2SNz5sxxeLsMGTLoBOfvv/++TnLuCEbJ2wvaaO7evXu3Ds4B28FGHPlNRJR87DNJJKIhCH3xunTpon3/rFfAweo0mBvyiSeeSHJfYTQ0/g7LDGI1GFQRHfUZxMUZBCJU33CfDzzwgGTLlk1HnaN/IiqAn3/+eaK5KTFdjvUyiwZMeYRR445GcWPqHayx7SpUVTGHI1bzQQCbPHmyhjesNOMu7F+Mvh4+fLiOxnYEK9okBVMVIay3adNG+3AihB48eFBHdGMqI4RRwFRIhw4d0qmXEGjxvBwdMyIiso9hkuj/IXhs375dPv74Y62OoQKGATBoUv7000/tLpFoz2uvvabBCFPXuBJAHcFygB9++KEGRIRTTKOTMWNGXacbgQtLLdpCGLNnwoQJDsMk5pds0aJFsrYNA3UQIt999139NwI49hkGyLgrbdq0OigHQQ+hrmHDhm7fF/YNBlQtXrxYli5dKhcvXtRKLgYooQLaqFGj+O3G8o1YQhKBGmufExFR8oSh42Qy/4aIggSa9LHiD9b6djVQomkYVVeMiiYiImKfSaIQhhVkUM00KnVERETJxWZuohBWqlSp+P6DRERE7mBlkoiIiIjcxsokESULu1kTEZE1ViaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREVHgh8mYmBj9eefOHbl8+bL+tL6eiMjX4uLuvf/Ext2V6DvX9Kf19WQOMXFx8T+v3b2T4N9kHnFxlns/Yy1y57ZFf1pfTyEcJmNjYyUuLk4WLVokzZs3lzRp0kjWrFn1J/6N6/F73M6TJk6cKFmyZJFQ1rBhQ3nppZc8dn9Yw7lKlSpOb/PEE09Iu3btPPaYZH6B+Fq0WOJ0JZ9jp9bL/GX95PtptWTCzAb6E//G9fg9bhcqihQpIp9//rmYSZweI4tsOHtKXlqzTOr9Ok0a/zZTf+LfuB6/x+1ChRmPoyXu3nE8dThWls2+LdM+vykzv7qpP/FvXK+vxxALlUVMdCy9GiYREFGBbNasmbRq1Up+//33+KXY8BP/xvUIlbidK4ESYSUsLEz+97//Jbj+119/1esNXbp0kf379ycrCJnlgxnPE5eIiAgN5jVr1pQPPvhArly5kuC2P//8s3z44Ycee+zXXntN/vzzT/FFCLZ3jKFly5b6OxxPf7l69aq8/fbbUqZMGf1SlCdPHmncuLHub7MtNejpLxz23vxsX4v+hoAYG3tH5i/tKwuXvyDHTq7FtcZv9d+4HqESt3M1UJ4+fVr69+8vxYoVk6ioKClYsKC0bt060Wtm2LBh+tr9+OOPHb6+y5Ytm+h3M2fO1N9hHxvwnonXCc7FtGnTSrZs2fT9YOzYseJvhw8flieffFKKFi2q21a8eHEZNGhQfKtUSiEg3omLlRfXLJVX1i6XdWdOWh1F0X/j+hfXLNPbuRooeRwTa9OmjRQqVEjf7/LmzSs9evSQkydPeuQ4IiDio3/p7GhZ/ku0nDycMAfg37h+2exovV1yAiWPpWPR0dGaifCesnXrVgnoMImNbNu2rSxZssTp7RYvXqzVLOsw6AxO6OHDh8ulS5cc3gZvXrly5Ur2Nt+9e6+ZK5BlypRJTp06JcePH5e1a9fK008/LZMmTdITw/oFjg+WjBkzeuxxM2TIINmzZxdfwAcxPlitnThxQj+Y8WbmL+iiUadOHd3fb775pmzevFlWrlypgWnAgAGJAn0wQEBOSXcUd1+L3hMmv694RY6fXu/0VsdPrZPfV76qt3clOFWvXl2WLl2qIXHHjh36ZblRo0bSt2/fBLcdP368niv4aU/69Onl7Nmzsm7dugTXjxs3Tj/QrQ0ePFg+++wz/dK4e/duWbZsmb4f4Dz1t71792qr03fffSe7du3S7fz222/lrbfe8sj946gMWLdCNpw97fR2qE4OWLfShaPI4+gIzuMZM2bIvn37ZPbs2XLgwAHp1KmTeESYyIo50XL6iPNi0qkjsbJyTrQrL0fF16RzeA/Kly+feIzFS+7evWuZN28evkK4fJk/f77+nTM9e/a0tGrVylKmTBnL66+/Hn/9L7/8ovdhmDBhgiVz5szx/2/7WLgO8P9ff/21pXXr1pZ06dJZBg0apNfjumLFillSpUplKVWqlGXSpEkJtmPPnj2WunXrWqKioixly5a1LFmyRO8L22E4evSopXPnzrodWbNmtbRp08Zy6NChBM+lbdu2lo8//tiSJ08eS7Zs2SzPP/+85c6dOw6fv/XzsnbmzBlLjhw5LN26dYu/rkGDBpYXX3wx/t8XL1609OjRw5IlSxZL2rRpLc2aNbPs379ff3f27FlL7ty5LR999FH87desWaPP/48//tB/Y99Urlw5/vcxMTGWl19+WbcH247j8fjjj+tzMsTGxlqGDh1qKVKkiCVNmjSWSpUqWWbOnOnw+Rnb/dxzz1myZ89uWb16dfz12DYcJ2yDcZwAx6Z69eqWDBky6HN47LHHdH9YP++uXbvq/sE2lChRwjJ+/Hj9XXR0tKVv3766/3EsCxUqpNvrCLYrffr0lhMnTiT63bVr1+LPX2f72vo4/v7773ou4z6bNm1qOXnyZIL7HDdunKVcuXKW1KlT6zZiWw2XLl2yPPnkk/q8MmbMaGnUqJFl69at8b83jhf2T+HChS2ZMmWydOnSxXL16tX488/2dYHzc9myZfr/CxYssFSrVk3PAVz377//6jmcK1cu3d777rtPz3vr42Z7f9bP1VpSry/87ffff29p166d7j8cszlz5lhSKjb2ruXw8VWWb6ZUdfly5Pgq/TtnmjdvbsmfP7/l+vXriX6H42RYvny53g6v8Xz58ulrzJqxr/r162fp06dP/PXHjh3T8/ONN97QY2nA8X3//feTvR/w+sD7KF4PeG1OmTJF7/ezzz6Lv82nn35qqVChgr4vFihQQM99nOOA54lzzva1jPc/3N44x2yNGDHCUrRoUUtK3Y2Ntaw+ddxSY/YUly9rTh23xMTGOr1fHkfXjiNei2FhYU4/q1wRGxtnOX7grmXKJ9ddvuD2+Luk8Fg6PpZ4b8fnzq5du/S9dsuWLZaU8lplMjIyUkaPHp2sv8Ht8XdJQRPR0KFD5csvv9TqXFJQNXr11VelfPnyWtHDBdcZ0GTavn17rSb07t1bfvnlF3nxxRf1b3bu3CnPPPOM9OrVS7/1G01LqKSmS5dONmzYIGPGjNFmT9sKZ9OmTbUyuGrVKlmzZo1W9tDkb93Mg/vEtzz8/OGHH7QaZ1uRcwUqP926dZO5c+c67C6ALgJ///233gZVD3xmt2jRQrc1Z86cWinBvsBtrl27pk0Z/fr1k4ceesju/X366ae6rfi71atXy8WLF3Xf2TbpoYqHigSqEy+//LJ0795dVqxY4fT5pE6dWp/PhAkT4q/DY+H42ML2ozKzbds27e6Ab6R4roZ3331XqzYLFy6UPXv2yDfffCM5cuTQ333xxRe6P4xv3VOnTk3QjGgNVZaffvpJt8veNzocX+P8dbavDTdv3pRPPvlEJk+erNXNo0ePalcCA7YTVS1UmnBu4r5KlCgR//vOnTtrBQvPa9OmTVKtWjU9VjgOBpxb2Cfz5s3TC/a70X1g1KhRUrt2bXnqqafiXxeoCBveeOMNvS32WaVKleT69ev6HFAd3rJli57LaMbFdgOa+QsUKKBdLoz7syep15d11e2RRx6R7du36+Niv1s/N3eEh0fKzv0/Jetvdu6frn/nCLYJVUgcK1QVbVn3F0V18bHHHpNUqVLpT/zbHpznOCdxjhjnPvZ37ty5E9wOXSxQDT137lyynhPOz2PHjuk+nzVrlnz99dd6LlkLDw/X1wdet3hvwuOgmgF4no8++miC1yfg36hYOWoRQeUeLSYpFRkeLjMPJK/rBG4fEe74I4/H0bXjiP2E90m00OA8Tonw8DDZvyV5rR77t8bo3znDY+n4WJ45c0bf8/G5gwzjMRYvQcUH31ySU5kMDw/Xv3PGqOZBrVq1LL17906yMmmvqmbA37z00ksJrqtTp47lqaeeSnAdKowtWrTQ/1+4cKElMjLScurUqfjf21YmJ0+ebCldurQlLu6/b1B4bqiyLFq0KP65oBqACp/146B6lNzKJHzzzTe6DUZVzroyiaoYfmddCTl//rxuz4wZM+KvQ2UUlSJU8ipWrGi5ffu2w32YN29erTQYUJVDBcM4PvhbfCNau3Ztgu1ENQ3VQ0eM7UaVDdUPVEFWrFihFTE8hm1l0tbGjRv1uRpVFFQze/XqZfe2/fv3tzz44IMJjpMj2K+435EjRzq9nSv72qiWo9pn+Oqrr7SyakDl6u2337b7GKtWrdJKo/XxgeLFi1u+++47/X/sI9tvpKge16xZ02H1GozK5K+//prkPilfvrzlyy+/jP+3bXXL3jmb1OsL8PjvvPNO/L9xDuA6vPZSIib2juWbKdWSVZn8dmp1/TtHNmzYoNv2888/O33sK1eu6DlgVI9RDUA13ThPbfdVlSpVLD/88IOemziuqAZh31pXJlFZQMsI3jvxen3mmWe06uDMvn37dHv/+uuvBC0tuM722FlDFRKtBdbPOyIiIr6ajtcH3hdRfbXnn3/+0XN2zJgxFk9UJmsmoyqJS63ZU/XvHOFxdH4cBwwYoO8nOE/w2Yv3tJSKjYlLVlUSl6mfXte/c4bH8qTdY4n3ErSSffjhh/pvtEQFfGUS36iTOxgBlZ9bt265fHv0m8Q3ZlROUuK+++5L8G/cX926dRNch38bj4MKFio4qAoYatSokeD2qJL9+++/+m0AFStc8I389u3bWi0yoFqKSqsB/QFtKwSuMva3vb6n2HZUzdA534D+j6VLl06w/1ApQ/84dPbHt08MJHBUYUDlyfr+cP/W+xLPH+fBww8/HL8PcEGl0nofOFK5cmUpWbKkVk5Q/USl1F7lGlU5VMjQnwz7u0GDBnq9UTF77rnntKKIPqWorKCfqXWFBp2PsR9eeOEF7b/riKvns6v7Gt8KMSjB3rHHT/R/dVQVxvmFSiHu13rfHjp0KMG+RZXVurqQnPPL9nWBx0PlFINDUG3D4+H5GPvZVUm9vgyohhpQCUNfYXdfG4aYmNtWg22SMWAnJtrJ7127v2nTpunxxnkNOB8LFy4s06dPd1idRFUB1eQbN25oddZWuXLltLq7fv16vT32D14Lffr00d/jNWx9fqCVxDg/0cfTgAE8tiPu//jjDz3/8ufPr+cQXn8XLlyIr5biPQ/vX3gPhilTpujzqV+/fqLtRH9nVFZRTUdVJKVuxcYk8yiKxIlFbsc6roLxODo/jq+//rq2SOA9Ep9Zjz/+eIoHHMa4MUQBD5lUF24eS/vHEq25aHVEf39P81qYxAelqwNq4jcmPFw767sKOwhNySndMfaaplIKH7x4s0ZQsb5gVGvXrl3jb2fbTIB9hlDtDnxI4AM3JYNkEEQQYrANaC5O6T6A+fPnJ9gHaHJGQHQFPiC/+uorvb29Jm58yOIcwPPGB+fGjRvjm9qN7gSYLeDIkSPaxG4ENKM5GU3DCGBoJscXGTSrOupYjq4A+MDFwAJPsHfsjTfBpF4H2LcIhrbnF77o4E3fE+eX7esC+wz7Fl1MEErweBUrVvTY6FxbnnxtGCIj07g0oCbh44ZLRKT9L1WALzzYtqTOCzRpo8kYQc644LXgaCAOmvUREtH1xNEXKeN98/7779dR+ehqgCZxPBbOa4zCtT4/bL8gOILXPmbaQKDHgAt8YcPrEKyPN0Kr0S0HwRfdFWzf9/GawwAONIuiS5AnpI2ITOZRxIddmKSJcNxdgcfR+XFE16BSpUppcQBfzhcsWKDnZ0pEutFKjs1Kqjccj+VEu8cSXVXQ7QpFIryfGN2m8L7Qs2dPCcgwiT5v+JBPDtwef5cc6NP122+/JRr5aG97XJ3LEpUX9HG0hn+jCgCoMKG/EfoeGBBirCGk/PPPP9qXEQfM+pI5c2bxNFQkfvzxR+3LiQ8Xe88JFUf08TSgyoDwYTwvfEigPyP6kyJc4YPCUSUIzwFhxvr+cP/40DHgfnHSonJluw+s++Y5g+CN/oIVKlSI305r+ADH88B58MADD2iFxd42IwjixYJvapi6xvpDDUEUz/n777/XKhE+PO31zcN+RT8xhFZ702Ig4GEfuLKvk4JKEKqKjqZiwvmFaS+MNwTri9Ef1BXJeV3gNYBKLvoXI0SiMm/7hcOV+0vq9eVNEeGppGC+2sn6m4J5a+vfOYIWB7x3IWzhy40tjKzGOYw+tMuXL08Q7vBvvHfZC6K4X4RBVCbtfZFyxNiP2BacR9bnBr6k4DVi+1rFuWk9Ahy/Q3BHv+hatWppiLB3zuP9Al/U0LcSwdj2AwkVSUw/hS/W+GCz997kbp/JWrmTNxK1Vu68+neO8Dg6Po62jC91mF4mJcIjwiRfkf9a5lyRt0iE/p0zPJZH7B5LXIdWLeP9B18IAJ97H330kaRE0qNd3IQ3KwzeQMd0V+H2+DtXBuEY8KGGb/DYSc7ggxnf1LEDMUgAb7KOmnBR2UGFqmrVqjp/IMIqvvGj2QfwzQzNVThII0aM0LLxO++8o78zvgFgmzBFCKZGwoAEPCbedHE/aGrFv92F6hWCBH7iAwAfRqgWIeDZm5vR+KaGbUETE6bqwPPHAAs0YeF6wCAiNF9jX6JJDCcaPsQwcMMeDKLA4+G+8QE1cuTIBB9IeAxUs1ARxJtPvXr19P4RHBDgXPkmhHk00ZzuqKM3mrYRYFC+f/bZZ7XJz3Zuzffee08/zNAkhzc/PB9jHj9sM0IxjjU+6NC8j5DkaJJtvOAQANCEjf/HNzpsGyp1GGyELxWu7GtXoCKF54QvJKiu4jzDvsNchjgvMXgGXx5wDhof9qgCI+y5WoHC6wKhF6HQ6IrhCJ4Xzl80o+I8x8Am20oh7g+DiRC68fqyF2yTen15E1a2qVDq0f+fW9I1uD3+ztkgHARJNNWj6Revd1T08F6GadEwkAphE7+z1wSMqiIqiY7mncTgGEetDaii43FR9cN5i/c4tNTgfMBr0h58GUaTMwY+YdvwfouqpnU1HMETg8XwusLxxnmHQXT2Xp8dOnTQY9qkSZME72tGkEQzG7rPWA8Ssu4i5A6sbNO5eCmdS9JVuH1sXJzTQTg8jomPI94f8L6G928cb7Re4bWPz0C8B6UEVrYpVTUy0dySzuD2+LukBuHwWL6e6FjaTi2G93zAsUxJJgGvjubGByCejCtwO7zBJSdIGvDmnVTzV8eOHfX+0dyCKhX6LzmCD2iMdMUbIAIIAgG+VeONEdBfBCNkUYnCBwEqeMZobsyBaTTz40MVBw9vtggvmMAXfSYRpFI6aTYCEMIJXszYPgQz9GdxNgcjngNCFZqv8HcIowiMCEMISKjYYYQXtg/BCv+PkIQPHHswGhfNb3hs3B9CE4KMNQQ7vPEgaGEf4Bgg8GAiY1ch2DnqioBjiQ9chEBUZBBucdysIWziAxYf8Pgwx/FDMw1gmxHGEL5wLBGqsE8cVVAQttC0g4rMkCFDNBChIorzCWHAqDo729euwn7FMUGYwHmI+0K1GxDmcH94PmjGQHhAgMMXFtsRv84g7GN/YN9hXzrr/4jgjQ8TBBcEDAQkVEhtX4vYh3hzwv258/ryJgTCQvnqSoG8rn0I4nYF89VxGiQBE5VjzlG8v+B1gUo6vnSisoznioo43oPswfXoR2xvjlsEPGfdVnAMEMZxPHAO4JxBiES/NmfvpdjfmJEA/Yvx/oQZA6znAkW/Thxv9EvHc0E1Hq9he/C+hlYN2+opgjT6TWMf4IMK703GJaVQYayTO5/UzOXafeF2tXPncxokgccx8XHEZxm+7KF7EL6I4HjjvRQVc0cFGVchEOYrGiF5C7tWncTtUMlMKkgCj+WdZLVopFQYRuF4ewUcfHg4G9iAIIlwhg9968EoZoJv7vjmhjdP60EVRBRYjBVwMCE5JiZ3FiSb1f9UIiJSa79Jsg9fOo3+yMntpuSJFXAwITkmJncWJEfUri+pwyMkPJn9+EOJv46jsQIOJiTHxOTOgmT9tlGCiBDmQpgMZZP9cCy9GiaNQIkqCpq7MY+ksaQiKj/4Vo2mbVSrcJ2ZgiQGIqBEjKY/BEg0+aJqg/kWiSiw3VsiMUyOnVyj80ge/f8lFREa0UeyQqkuUjBf3fjrKDGM6kYXFPTrRMEgpX2u3A2UiBVo7sY8ksaSihhsgz6SaNpGRVKvY5AM2OOoSySGiZw8FKvzSOIn4JChj2SpKpFawcSBZJAMzGPp9TBpMPpColKJUbNovkFiTm4fyUCBZik0c6JZEP3C0PcLndV9tdwgEaWc0RcyNu6uTv+DUdsYbJNUH0m616cXH1boajFnzpz4/lf+gD6UaPrGT0z/g1Hbxr+dDbqhwDqORl/IuFgs4Xpv1DYG27jSR5LEr8fSZ2GSiIiIiIIPv7IRERERkdsYJomIiIjIbQyTREREROQ2hkkiIiIichvDJBEREREFfpi0xN5bocYSGyuWW7f1p/X1RERERGQ+Xp9IzYJlDsPCJG7fIYldvVl/6gyyYSLhpYtKRL1qEl62GGYRlrAQmg8MaxhjPVxciIiIiMwq3OtBMjZW7n43U+6OnS1xe/8/SOovRf+N6++Omam309u76PTp09K/f39dfxPrgxYsWFDXp8U6sNawnixW1sG6ybawpjNW58Ga0baw1jN+h9BnvZoP1n7G2reYdB3rNNesWVPGjh0rgQCTlWLdZKylivWsiYiIiLzNu6XAsDC5O+4Xidt/2OnN4vYdlrvjf7m3dpILDh8+LNWrV5elS5dqSNyxY4cu09ioUSPp27dvgtuOHz9eBgwYoD/tSZ8+vZw9e1bWrUu4Ru+4ceOkUKFCCa4bPHiwfPbZZ/Lhhx/K7t27ZdmyZfL000/L5cuXJRBgdaHOnTvLc8895+9NISIiohDhtTCJvpBxew4mGSStA2Xc3oMu9aF8/vnntWr4119/SceOHaVUqVJSvnx5eeWVV2T9+vXxt1uxYoUu3fjBBx/I1atXZe1arL+bEJZy7Nq1a4Kwefz4cVm+fLleb23u3Ln62AhsRYsWlcqVK8uTTz4pr732mtPtRVhF1RTVTPzd1KlTE91m5MiRUrFiRQ23qLLica5fv66/u3HjhmTKlElmzZqV4G9+/fVXvf21a9fiwy4Wd8f9EBEREZk6TIZFhGsfyeSIXb1F/86ZixcvahUSFUgEKVvWzbuoLj722GOSKlUq/Yl/29O7d2+ZMWOGLpJuNH83a9ZMcufOneB2efLk0WrouXPnkvW8nnjiCTl27JhWMhEIv/76aw2Y1sLDw+WLL76QXbt2yQ8//KCPg4oq4Hk++uijMmHChAR/g3936tRJMmbMmKztISIiIjJBZTL23mCbZEAfSmOUtyP//vuvYDlx9Ft0BpVIBLfu3bvrv/ETgdGo9lmrWrWq9r3E7XHfCJMImPaqhwiSCJWVKlWSZ599VhYuXOh0O/bv36+3+f7776VWrVraPI9Qi4qpNQzEQTM9+mg++OCDMmTIEN1eQ58+fWTRokVy6tQp/TfC6IIFC+xuJxEREZH5+0zeufvfYBtXWSwid2KSuIlrdzpt2jQpXry4NkVDlSpVpHDhwjJ9+nS7t0coQ6UPTeNoVm7RokWi25QrV0527typTem4vdF8jaAHaL7OkCFD/GXVqlWyZ88ebUpHiDQgCNsOkPnjjz/koYcekvz582ulsUePHnLhwoX4ammNGjW0KR9VS5gyZYo+n/r167u0P4iIiIjMFSZTp9Lpf5IFA3BSO5+tqGTJktpfcu/evU5vh+ofmowR5IwLBs04GojTrVs3DYnvv/++Bjnc3h40R99///1aSfz555+1ionHOnTokLRp00a2bt0af7nvvvtcHlDUqlUrrXbOnj1bNm3aJF999VX8oBoDQiseDxB8e/XqpfuCiIiIKAj7TEboPJLJ2pgyRfXvnMF0PE2bNtWwhQqiLYysxujuv//+WwfRWIc7/Bujtu0FUdwvwiAqk8lpOka1ErAtqCiWKFEi/oIBN6hCxsTEaEA07Nu3L8EIcPwuLi5OPv30U20Kx4CikydPJnosNNUfOXJE+1YiGPfs2dPl7SQiIiIy1aTlGJWNCcl1bkkX4fb4u6QG4SBI1q1bV5t+MVIbFT0EtiVLlsg333yjYRO/s9cEjKoiKomO5p3E4Jjs2bPbfVwMdsHjYi5H9JtENfLNN9/U8OeoD2fp0qV1MM8zzzyj24aKJ6qaCJoGBM+7d+/Kl19+qc3ma9askW+//TbRfWXNmlU6dOggr7/+ujRp0kQKFCiQ4PdHjx7VAUr4iTkxEaCN+0ezOxEREZGpRnNjZZvw0kVc25DSRf6/Mpn0JmGwzObNm3XAyquvvioVKlSQhx9+WCcsHzVqlPYnxJRB9uD6SZMmaXizhYDnKEgCQupvv/2mgQ8BEpVBhMjFixc7bBY3mqTz5csnDRo00DCIuSlz5coV/3v068TgnuHDh+tzQd9LTLZuD6YiQtO3verpe++9p4OJBg0apAON8P+4oEpLRERE5A1hFldHtKRkBZzxv+g8ks6CZKre7UUiIkJqSUV3TJ48WeeSRDN46tSp/b05REREFOK8GiYTrM2996DOI4mf99bmDtNKZES9qhJeJvTW5k4ujOrGtEDo19muXTtdOpGIiIgo6MOkwegLqfNIYvqf1JE62MaVPpIkOsocARL9QOfMmcM+kERERBRaYZKIiIiIgg9LgkRERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiInIbwyQRERERuY1hkoiIiIjcxjBJRERERG5jmCQiIiIitzFMEhEREZHbGCaJiIiIyG0Mk0RERETkNoZJIiIiIhJ3/R+6m+cc9FNPqAAAAABJRU5ErkJggg==\"/>\n</div>\n</div>\n</div>\n</div>\n</div><div class=\"jp-Cell jp-CodeCell jp-Notebook-cell\" id=\"cell-id=dd54c538-6a48-4ad7-b3ce-a21ac0b62552\">\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[29]:</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\">provi</span><span class=\"o\">.</span><span class=\"n\">plot</span><span class=\"p\">(</span><span class=\"s1\">'fairmode-statsummary'</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>Warning: Width and/or height have not been passed. The default values will be set.\n</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</main>\n</div>\n</div>\n"}
