<!DOCTYPE html>
<html lang="en">
<head><meta charset="utf-8"/>
<meta content="width=device-width, initial-scale=1.0" name="viewport"/>
<title>STAR_Protocols_Code_PAPER_Lung</title><script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script>
<style type="text/css">
pre { line-height: 125%; }
td.linenos .normal { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
span.linenos { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
td.linenos .special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
span.linenos.special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
.highlight .hll { background-color: var(--jp-cell-editor-active-background) }
.highlight { background: var(--jp-cell-editor-background); color: var(--jp-mirror-editor-variable-color) }
.highlight .c { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment */
.highlight .err { color: var(--jp-mirror-editor-error-color) } /* Error */
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.highlight .o { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator */
.highlight .p { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation */
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.highlight .kd { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Declaration */
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.highlight .m { color: var(--jp-mirror-editor-number-color) } /* Literal.Number */
.highlight .s { color: var(--jp-mirror-editor-string-color) } /* Literal.String */
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.highlight .w { color: var(--jp-mirror-editor-variable-color) } /* Text.Whitespace */
.highlight .mb { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Bin */
.highlight .mf { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Float */
.highlight .mh { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Hex */
.highlight .mi { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer */
.highlight .mo { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Oct */
.highlight .sa { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Affix */
.highlight .sb { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Backtick */
.highlight .sc { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Char */
.highlight .dl { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Delimiter */
.highlight .sd { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Doc */
.highlight .s2 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Double */
.highlight .se { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Escape */
.highlight .sh { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Heredoc */
.highlight .si { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Interpol */
.highlight .sx { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Other */
.highlight .sr { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Regex */
.highlight .s1 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Single */
.highlight .ss { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Symbol */
.highlight .il { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer.Long */
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<style type="text/css">
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*
* Mozilla scrollbar styling
*/
/* use standard opaque scrollbars for most nodes */
[data-jp-theme-scrollbars='true'] {
scrollbar-color: rgb(var(--jp-scrollbar-thumb-color))
var(--jp-scrollbar-background-color);
}
/* for code nodes, use a transparent style of scrollbar. These selectors
* will match lower in the tree, and so will override the above */
[data-jp-theme-scrollbars='true'] .CodeMirror-hscrollbar,
[data-jp-theme-scrollbars='true'] .CodeMirror-vscrollbar {
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
}
/* tiny scrollbar */
.jp-scrollbar-tiny {
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scrollbar-width: thin;
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/* tiny scrollbar */
.jp-scrollbar-tiny::-webkit-scrollbar,
.jp-scrollbar-tiny::-webkit-scrollbar-corner {
background-color: transparent;
height: 4px;
width: 4px;
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.jp-scrollbar-tiny::-webkit-scrollbar-thumb {
background: rgba(var(--jp-scrollbar-thumb-color), 0.5);
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.jp-scrollbar-tiny::-webkit-scrollbar-track:horizontal {
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.jp-scrollbar-tiny::-webkit-scrollbar-track:vertical {
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/*
* Lumino
*/
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border-top: 1px solid #a0a0a0;
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.lm-ScrollBar[data-orientation='vertical'] {
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max-width: 16px;
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border-left: 1px solid #a0a0a0;
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.lm-ScrollBar-button {
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.lm-ScrollBar-button:hover {
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.lm-ScrollBar-button.lm-mod-active {
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.lm-ScrollBar-track {
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border-left: 1px solid #a0a0a0;
border-right: 1px solid #a0a0a0;
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.lm-ScrollBar[data-orientation='vertical'] .lm-ScrollBar-thumb {
width: 100%;
min-height: 15px;
border-top: 1px solid #a0a0a0;
border-bottom: 1px solid #a0a0a0;
}
.lm-ScrollBar[data-orientation='horizontal']
.lm-ScrollBar-button[data-action='decrement'] {
background-image: var(--jp-icon-caret-left);
background-size: 17px;
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.lm-ScrollBar[data-orientation='horizontal']
.lm-ScrollBar-button[data-action='increment'] {
background-image: var(--jp-icon-caret-right);
background-size: 17px;
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.lm-ScrollBar[data-orientation='vertical']
.lm-ScrollBar-button[data-action='decrement'] {
background-image: var(--jp-icon-caret-up);
background-size: 17px;
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.lm-ScrollBar[data-orientation='vertical']
.lm-ScrollBar-button[data-action='increment'] {
background-image: var(--jp-icon-caret-down);
background-size: 17px;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-Widget {
box-sizing: border-box;
position: relative;
overflow: hidden;
}
.lm-Widget.lm-mod-hidden {
display: none !important;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.lm-AccordionPanel[data-orientation='horizontal'] > .lm-AccordionPanel-title {
/* Title is rotated for horizontal accordion panel using CSS */
display: block;
transform-origin: top left;
transform: rotate(-90deg) translate(-100%);
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-CommandPalette {
display: flex;
flex-direction: column;
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.lm-CommandPalette-search {
flex: 0 0 auto;
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.lm-CommandPalette-content {
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margin: 0;
padding: 0;
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list-style-type: none;
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.lm-CommandPalette-header {
overflow: hidden;
white-space: nowrap;
text-overflow: ellipsis;
}
.lm-CommandPalette-item {
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flex-direction: row;
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.lm-CommandPalette-itemIcon {
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.lm-CommandPalette-itemContent {
flex: 1 1 auto;
overflow: hidden;
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.lm-CommandPalette-itemShortcut {
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.lm-CommandPalette-itemLabel {
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.lm-close-icon {
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vertical-align: middle;
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cursor: pointer;
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.lm-close-icon:after {
content: 'X';
display: block;
width: 15px;
height: 15px;
text-align: center;
color: #000;
font-weight: normal;
font-size: 12px;
cursor: pointer;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-DockPanel {
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z-index: 2;
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.lm-DockPanel-handle:after {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
content: '';
}
.lm-DockPanel-handle[data-orientation='horizontal'] {
cursor: ew-resize;
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cursor: ns-resize;
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left: 50%;
min-width: 8px;
transform: translateX(-50%);
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.lm-DockPanel-handle[data-orientation='vertical']:after {
top: 50%;
min-height: 8px;
transform: translateY(-50%);
}
.lm-DockPanel-overlay {
z-index: 3;
box-sizing: border-box;
pointer-events: none;
}
.lm-DockPanel-overlay.lm-mod-hidden {
display: none !important;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-Menu {
z-index: 10000;
position: absolute;
white-space: nowrap;
overflow-x: hidden;
overflow-y: auto;
outline: none;
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-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.lm-Menu-content {
margin: 0;
padding: 0;
display: table;
list-style-type: none;
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.lm-Menu-item {
display: table-row;
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.lm-Menu-item.lm-mod-hidden,
.lm-Menu-item.lm-mod-collapsed {
display: none !important;
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.lm-Menu-itemIcon,
.lm-Menu-itemSubmenuIcon {
display: table-cell;
text-align: center;
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.lm-Menu-itemLabel {
display: table-cell;
text-align: left;
}
.lm-Menu-itemShortcut {
display: table-cell;
text-align: right;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-MenuBar {
outline: none;
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.lm-MenuBar-content {
margin: 0;
padding: 0;
display: flex;
flex-direction: row;
list-style-type: none;
}
.lm-MenuBar-item {
box-sizing: border-box;
}
.lm-MenuBar-itemIcon,
.lm-MenuBar-itemLabel {
display: inline-block;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-ScrollBar {
display: flex;
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.lm-ScrollBar[data-orientation='horizontal'] {
flex-direction: row;
}
.lm-ScrollBar[data-orientation='vertical'] {
flex-direction: column;
}
.lm-ScrollBar-button {
box-sizing: border-box;
flex: 0 0 auto;
}
.lm-ScrollBar-track {
box-sizing: border-box;
position: relative;
overflow: hidden;
flex: 1 1 auto;
}
.lm-ScrollBar-thumb {
box-sizing: border-box;
position: absolute;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-SplitPanel-child {
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z-index: 1;
}
.lm-SplitPanel-handle.lm-mod-hidden {
display: none !important;
}
.lm-SplitPanel-handle:after {
position: absolute;
top: 0;
left: 0;
width: 100%;
height: 100%;
content: '';
}
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle {
cursor: ew-resize;
}
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle {
cursor: ns-resize;
}
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle:after {
left: 50%;
min-width: 8px;
transform: translateX(-50%);
}
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle:after {
top: 50%;
min-height: 8px;
transform: translateY(-50%);
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-TabBar {
display: flex;
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.lm-TabBar[data-orientation='horizontal'] {
flex-direction: row;
align-items: flex-end;
}
.lm-TabBar[data-orientation='vertical'] {
flex-direction: column;
align-items: flex-end;
}
.lm-TabBar-content {
margin: 0;
padding: 0;
display: flex;
flex: 1 1 auto;
list-style-type: none;
}
.lm-TabBar[data-orientation='horizontal'] > .lm-TabBar-content {
flex-direction: row;
}
.lm-TabBar[data-orientation='vertical'] > .lm-TabBar-content {
flex-direction: column;
}
.lm-TabBar-tab {
display: flex;
flex-direction: row;
box-sizing: border-box;
overflow: hidden;
touch-action: none; /* Disable native Drag/Drop */
}
.lm-TabBar-tabIcon,
.lm-TabBar-tabCloseIcon {
flex: 0 0 auto;
}
.lm-TabBar-tabLabel {
flex: 1 1 auto;
overflow: hidden;
white-space: nowrap;
}
.lm-TabBar-tabInput {
user-select: all;
width: 100%;
box-sizing: border-box;
}
.lm-TabBar-tab.lm-mod-hidden {
display: none !important;
}
.lm-TabBar-addButton.lm-mod-hidden {
display: none !important;
}
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab {
position: relative;
}
.lm-TabBar.lm-mod-dragging[data-orientation='horizontal'] .lm-TabBar-tab {
left: 0;
transition: left 150ms ease;
}
.lm-TabBar.lm-mod-dragging[data-orientation='vertical'] .lm-TabBar-tab {
top: 0;
transition: top 150ms ease;
}
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab.lm-mod-dragging {
transition: none;
}
.lm-TabBar-tabLabel .lm-TabBar-tabInput {
user-select: all;
width: 100%;
box-sizing: border-box;
background: inherit;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-TabPanel-tabBar {
z-index: 1;
}
.lm-TabPanel-stackedPanel {
z-index: 0;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-Collapse {
display: flex;
flex-direction: column;
align-items: stretch;
}
.jp-Collapse-header {
padding: 1px 12px;
background-color: var(--jp-layout-color1);
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
color: var(--jp-ui-font-color1);
cursor: pointer;
display: flex;
align-items: center;
font-size: var(--jp-ui-font-size0);
font-weight: 600;
text-transform: uppercase;
user-select: none;
}
.jp-Collapser-icon {
height: 16px;
}
.jp-Collapse-header-collapsed .jp-Collapser-icon {
transform: rotate(-90deg);
margin: auto 0;
}
.jp-Collapser-title {
line-height: 25px;
}
.jp-Collapse-contents {
padding: 0 12px;
background-color: var(--jp-layout-color1);
color: var(--jp-ui-font-color1);
overflow: auto;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/* This file was auto-generated by ensureUiComponents() in @jupyterlab/buildutils */
/**
* (DEPRECATED) Support for consuming icons as CSS background images
*/
/* Icons urls */
:root {
--jp-icon-add-above: url(data:image/svg+xml;base64,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);
--jp-icon-add-below: url(data:image/svg+xml;base64,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);
--jp-icon-add: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDEzaC02djZoLTJ2LTZINXYtMmg2VjVoMnY2aDZ2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
--jp-icon-bell: url(data:image/svg+xml;base64,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);
--jp-icon-bug-dot: url(data:image/svg+xml;base64,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);
--jp-icon-bug: url(data:image/svg+xml;base64,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);
--jp-icon-build: url(data:image/svg+xml;base64,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);
--jp-icon-caret-down-empty-thin: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIwIDIwIj4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSIgc2hhcGUtcmVuZGVyaW5nPSJnZW9tZXRyaWNQcmVjaXNpb24iPgoJCTxwb2x5Z29uIGNsYXNzPSJzdDEiIHBvaW50cz0iOS45LDEzLjYgMy42LDcuNCA0LjQsNi42IDkuOSwxMi4yIDE1LjQsNi43IDE2LjEsNy40ICIvPgoJPC9nPgo8L3N2Zz4K);
--jp-icon-caret-down-empty: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiIHNoYXBlLXJlbmRlcmluZz0iZ2VvbWV0cmljUHJlY2lzaW9uIj4KICAgIDxwYXRoIGQ9Ik01LjIsNS45TDksOS43bDMuOC0zLjhsMS4yLDEuMmwtNC45LDVsLTQuOS01TDUuMiw1Ljl6Ii8+CiAgPC9nPgo8L3N2Zz4K);
--jp-icon-caret-down: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiIHNoYXBlLXJlbmRlcmluZz0iZ2VvbWV0cmljUHJlY2lzaW9uIj4KICAgIDxwYXRoIGQ9Ik01LjIsNy41TDksMTEuMmwzLjgtMy44SDUuMnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
--jp-icon-caret-left: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSIgc2hhcGUtcmVuZGVyaW5nPSJnZW9tZXRyaWNQcmVjaXNpb24iPgoJCTxwYXRoIGQ9Ik0xMC44LDEyLjhMNy4xLDlsMy44LTMuOGwwLDcuNkgxMC44eiIvPgogIDwvZz4KPC9zdmc+Cg==);
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--jp-icon-redo: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjQiIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjE2Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgICA8cGF0aCBkPSJNMCAwaDI0djI0SDB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE4LjQgMTAuNkMxNi41NSA4Ljk5IDE0LjE1IDggMTEuNSA4Yy00LjY1IDAtOC41OCAzLjAzLTkuOTYgNy4yMkwzLjkgMTZjMS4wNS0zLjE5IDQuMDUtNS41IDcuNi01LjUgMS45NSAwIDMuNzMuNzIgNS4xMiAxLjg4TDEzIDE2aDlWN2wtMy42IDMuNnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
--jp-icon-refresh: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTkgMTMuNWMtMi40OSAwLTQuNS0yLjAxLTQuNS00LjVTNi41MSA0LjUgOSA0LjVjMS4yNCAwIDIuMzYuNTIgMy4xNyAxLjMzTDEwIDhoNVYzbC0xLjc2IDEuNzZDMTIuMTUgMy42OCAxMC42NiAzIDkgMyA1LjY5IDMgMy4wMSA1LjY5IDMuMDEgOVM1LjY5IDE1IDkgMTVjMi45NyAwIDUuNDMtMi4xNiA1LjktNWgtMS41MmMtLjQ2IDItMi4yNCAzLjUtNC4zOCAzLjV6Ii8+CiAgICA8L2c+Cjwvc3ZnPgo=);
--jp-icon-regex: url(data:image/svg+xml;base64,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);
--jp-icon-run: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTggNXYxNGwxMS03eiIvPgogICAgPC9nPgo8L3N2Zz4K);
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--jp-icon-save: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTE3IDNINWMtMS4xMSAwLTIgLjktMiAydjE0YzAgMS4xLjg5IDIgMiAyaDE0YzEuMSAwIDItLjkgMi0yVjdsLTQtNHptLTUgMTZjLTEuNjYgMC0zLTEuMzQtMy0zczEuMzQtMyAzLTMgMyAxLjM0IDMgMy0xLjM0IDMtMyAzem0zLTEwSDVWNWgxMHY0eiIvPgogICAgPC9nPgo8L3N2Zz4K);
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--jp-icon-toc: url(data:image/svg+xml;base64,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);
--jp-icon-tree-view: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPgogICAgICAgIDxwYXRoIGQ9Ik0yMiAxMVYzaC03djNIOVYzSDJ2OGg3VjhoMnYxMGg0djNoN3YtOGgtN3YzaC0yVjhoMnYzeiIvPgogICAgPC9nPgo8L3N2Zz4K);
--jp-icon-trusted: url(data:image/svg+xml;base64,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);
--jp-icon-undo: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyLjUgOGMtMi42NSAwLTUuMDUuOTktNi45IDIuNkwyIDd2OWg5bC0zLjYyLTMuNjJjMS4zOS0xLjE2IDMuMTYtMS44OCA1LjEyLTEuODggMy41NCAwIDYuNTUgMi4zMSA3LjYgNS41bDIuMzctLjc4QzIxLjA4IDExLjAzIDE3LjE1IDggMTIuNSA4eiIvPgogIDwvZz4KPC9zdmc+Cg==);
--jp-icon-user: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMTYiIHZpZXdCb3g9IjAgMCAyNCAyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE2IDdhNCA0IDAgMTEtOCAwIDQgNCAwIDAxOCAwek0xMiAxNGE3IDcgMCAwMC03IDdoMTRhNyA3IDAgMDAtNy03eiIvPgogIDwvZz4KPC9zdmc+Cg==);
--jp-icon-users: url(data:image/svg+xml;base64,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);
--jp-icon-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);
--jp-icon-word: url(data:image/svg+xml;base64,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);
--jp-icon-yaml: url(data:image/svg+xml;base64,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);
}
/* Icon CSS class declarations */
.jp-AddAboveIcon {
background-image: var(--jp-icon-add-above);
}
.jp-AddBelowIcon {
background-image: var(--jp-icon-add-below);
}
.jp-AddIcon {
background-image: var(--jp-icon-add);
}
.jp-BellIcon {
background-image: var(--jp-icon-bell);
}
.jp-BugDotIcon {
background-image: var(--jp-icon-bug-dot);
}
.jp-BugIcon {
background-image: var(--jp-icon-bug);
}
.jp-BuildIcon {
background-image: var(--jp-icon-build);
}
.jp-CaretDownEmptyIcon {
background-image: var(--jp-icon-caret-down-empty);
}
.jp-CaretDownEmptyThinIcon {
background-image: var(--jp-icon-caret-down-empty-thin);
}
.jp-CaretDownIcon {
background-image: var(--jp-icon-caret-down);
}
.jp-CaretLeftIcon {
background-image: var(--jp-icon-caret-left);
}
.jp-CaretRightIcon {
background-image: var(--jp-icon-caret-right);
}
.jp-CaretUpEmptyThinIcon {
background-image: var(--jp-icon-caret-up-empty-thin);
}
.jp-CaretUpIcon {
background-image: var(--jp-icon-caret-up);
}
.jp-CaseSensitiveIcon {
background-image: var(--jp-icon-case-sensitive);
}
.jp-CheckIcon {
background-image: var(--jp-icon-check);
}
.jp-CircleEmptyIcon {
background-image: var(--jp-icon-circle-empty);
}
.jp-CircleIcon {
background-image: var(--jp-icon-circle);
}
.jp-ClearIcon {
background-image: var(--jp-icon-clear);
}
.jp-CloseIcon {
background-image: var(--jp-icon-close);
}
.jp-CodeCheckIcon {
background-image: var(--jp-icon-code-check);
}
.jp-CodeIcon {
background-image: var(--jp-icon-code);
}
.jp-CollapseAllIcon {
background-image: var(--jp-icon-collapse-all);
}
.jp-ConsoleIcon {
background-image: var(--jp-icon-console);
}
.jp-CopyIcon {
background-image: var(--jp-icon-copy);
}
.jp-CopyrightIcon {
background-image: var(--jp-icon-copyright);
}
.jp-CutIcon {
background-image: var(--jp-icon-cut);
}
.jp-DeleteIcon {
background-image: var(--jp-icon-delete);
}
.jp-DownloadIcon {
background-image: var(--jp-icon-download);
}
.jp-DuplicateIcon {
background-image: var(--jp-icon-duplicate);
}
.jp-EditIcon {
background-image: var(--jp-icon-edit);
}
.jp-EllipsesIcon {
background-image: var(--jp-icon-ellipses);
}
.jp-ErrorIcon {
background-image: var(--jp-icon-error);
}
.jp-ExpandAllIcon {
background-image: var(--jp-icon-expand-all);
}
.jp-ExtensionIcon {
background-image: var(--jp-icon-extension);
}
.jp-FastForwardIcon {
background-image: var(--jp-icon-fast-forward);
}
.jp-FileIcon {
background-image: var(--jp-icon-file);
}
.jp-FileUploadIcon {
background-image: var(--jp-icon-file-upload);
}
.jp-FilterDotIcon {
background-image: var(--jp-icon-filter-dot);
}
.jp-FilterIcon {
background-image: var(--jp-icon-filter);
}
.jp-FilterListIcon {
background-image: var(--jp-icon-filter-list);
}
.jp-FolderFavoriteIcon {
background-image: var(--jp-icon-folder-favorite);
}
.jp-FolderIcon {
background-image: var(--jp-icon-folder);
}
.jp-HomeIcon {
background-image: var(--jp-icon-home);
}
.jp-Html5Icon {
background-image: var(--jp-icon-html5);
}
.jp-ImageIcon {
background-image: var(--jp-icon-image);
}
.jp-InfoIcon {
background-image: var(--jp-icon-info);
}
.jp-InspectorIcon {
background-image: var(--jp-icon-inspector);
}
.jp-JsonIcon {
background-image: var(--jp-icon-json);
}
.jp-JuliaIcon {
background-image: var(--jp-icon-julia);
}
.jp-JupyterFaviconIcon {
background-image: var(--jp-icon-jupyter-favicon);
}
.jp-JupyterIcon {
background-image: var(--jp-icon-jupyter);
}
.jp-JupyterlabWordmarkIcon {
background-image: var(--jp-icon-jupyterlab-wordmark);
}
.jp-KernelIcon {
background-image: var(--jp-icon-kernel);
}
.jp-KeyboardIcon {
background-image: var(--jp-icon-keyboard);
}
.jp-LaunchIcon {
background-image: var(--jp-icon-launch);
}
.jp-LauncherIcon {
background-image: var(--jp-icon-launcher);
}
.jp-LineFormIcon {
background-image: var(--jp-icon-line-form);
}
.jp-LinkIcon {
background-image: var(--jp-icon-link);
}
.jp-ListIcon {
background-image: var(--jp-icon-list);
}
.jp-MarkdownIcon {
background-image: var(--jp-icon-markdown);
}
.jp-MoveDownIcon {
background-image: var(--jp-icon-move-down);
}
.jp-MoveUpIcon {
background-image: var(--jp-icon-move-up);
}
.jp-NewFolderIcon {
background-image: var(--jp-icon-new-folder);
}
.jp-NotTrustedIcon {
background-image: var(--jp-icon-not-trusted);
}
.jp-NotebookIcon {
background-image: var(--jp-icon-notebook);
}
.jp-NumberingIcon {
background-image: var(--jp-icon-numbering);
}
.jp-OfflineBoltIcon {
background-image: var(--jp-icon-offline-bolt);
}
.jp-PaletteIcon {
background-image: var(--jp-icon-palette);
}
.jp-PasteIcon {
background-image: var(--jp-icon-paste);
}
.jp-PdfIcon {
background-image: var(--jp-icon-pdf);
}
.jp-PythonIcon {
background-image: var(--jp-icon-python);
}
.jp-RKernelIcon {
background-image: var(--jp-icon-r-kernel);
}
.jp-ReactIcon {
background-image: var(--jp-icon-react);
}
.jp-RedoIcon {
background-image: var(--jp-icon-redo);
}
.jp-RefreshIcon {
background-image: var(--jp-icon-refresh);
}
.jp-RegexIcon {
background-image: var(--jp-icon-regex);
}
.jp-RunIcon {
background-image: var(--jp-icon-run);
}
.jp-RunningIcon {
background-image: var(--jp-icon-running);
}
.jp-SaveIcon {
background-image: var(--jp-icon-save);
}
.jp-SearchIcon {
background-image: var(--jp-icon-search);
}
.jp-SettingsIcon {
background-image: var(--jp-icon-settings);
}
.jp-ShareIcon {
background-image: var(--jp-icon-share);
}
.jp-SpreadsheetIcon {
background-image: var(--jp-icon-spreadsheet);
}
.jp-StopIcon {
background-image: var(--jp-icon-stop);
}
.jp-TabIcon {
background-image: var(--jp-icon-tab);
}
.jp-TableRowsIcon {
background-image: var(--jp-icon-table-rows);
}
.jp-TagIcon {
background-image: var(--jp-icon-tag);
}
.jp-TerminalIcon {
background-image: var(--jp-icon-terminal);
}
.jp-TextEditorIcon {
background-image: var(--jp-icon-text-editor);
}
.jp-TocIcon {
background-image: var(--jp-icon-toc);
}
.jp-TreeViewIcon {
background-image: var(--jp-icon-tree-view);
}
.jp-TrustedIcon {
background-image: var(--jp-icon-trusted);
}
.jp-UndoIcon {
background-image: var(--jp-icon-undo);
}
.jp-UserIcon {
background-image: var(--jp-icon-user);
}
.jp-UsersIcon {
background-image: var(--jp-icon-users);
}
.jp-VegaIcon {
background-image: var(--jp-icon-vega);
}
.jp-WordIcon {
background-image: var(--jp-icon-word);
}
.jp-YamlIcon {
background-image: var(--jp-icon-yaml);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/**
* (DEPRECATED) Support for consuming icons as CSS background images
*/
.jp-Icon,
.jp-MaterialIcon {
background-position: center;
background-repeat: no-repeat;
background-size: 16px;
min-width: 16px;
min-height: 16px;
}
.jp-Icon-cover {
background-position: center;
background-repeat: no-repeat;
background-size: cover;
}
/**
* (DEPRECATED) Support for specific CSS icon sizes
*/
.jp-Icon-16 {
background-size: 16px;
min-width: 16px;
min-height: 16px;
}
.jp-Icon-18 {
background-size: 18px;
min-width: 18px;
min-height: 18px;
}
.jp-Icon-20 {
background-size: 20px;
min-width: 20px;
min-height: 20px;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.lm-TabBar .lm-TabBar-addButton {
align-items: center;
display: flex;
padding: 4px;
padding-bottom: 5px;
margin-right: 1px;
background-color: var(--jp-layout-color2);
}
.lm-TabBar .lm-TabBar-addButton:hover {
background-color: var(--jp-layout-color1);
}
.lm-DockPanel-tabBar .lm-TabBar-tab {
width: var(--jp-private-horizontal-tab-width);
}
.lm-DockPanel-tabBar .lm-TabBar-content {
flex: unset;
}
.lm-DockPanel-tabBar[data-orientation='horizontal'] {
flex: 1 1 auto;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/**
* Support for icons as inline SVG HTMLElements
*/
/* recolor the primary elements of an icon */
.jp-icon0[fill] {
fill: var(--jp-inverse-layout-color0);
}
.jp-icon1[fill] {
fill: var(--jp-inverse-layout-color1);
}
.jp-icon2[fill] {
fill: var(--jp-inverse-layout-color2);
}
.jp-icon3[fill] {
fill: var(--jp-inverse-layout-color3);
}
.jp-icon4[fill] {
fill: var(--jp-inverse-layout-color4);
}
.jp-icon0[stroke] {
stroke: var(--jp-inverse-layout-color0);
}
.jp-icon1[stroke] {
stroke: var(--jp-inverse-layout-color1);
}
.jp-icon2[stroke] {
stroke: var(--jp-inverse-layout-color2);
}
.jp-icon3[stroke] {
stroke: var(--jp-inverse-layout-color3);
}
.jp-icon4[stroke] {
stroke: var(--jp-inverse-layout-color4);
}
/* recolor the accent elements of an icon */
.jp-icon-accent0[fill] {
fill: var(--jp-layout-color0);
}
.jp-icon-accent1[fill] {
fill: var(--jp-layout-color1);
}
.jp-icon-accent2[fill] {
fill: var(--jp-layout-color2);
}
.jp-icon-accent3[fill] {
fill: var(--jp-layout-color3);
}
.jp-icon-accent4[fill] {
fill: var(--jp-layout-color4);
}
.jp-icon-accent0[stroke] {
stroke: var(--jp-layout-color0);
}
.jp-icon-accent1[stroke] {
stroke: var(--jp-layout-color1);
}
.jp-icon-accent2[stroke] {
stroke: var(--jp-layout-color2);
}
.jp-icon-accent3[stroke] {
stroke: var(--jp-layout-color3);
}
.jp-icon-accent4[stroke] {
stroke: var(--jp-layout-color4);
}
/* set the color of an icon to transparent */
.jp-icon-none[fill] {
fill: none;
}
.jp-icon-none[stroke] {
stroke: none;
}
/* brand icon colors. Same for light and dark */
.jp-icon-brand0[fill] {
fill: var(--jp-brand-color0);
}
.jp-icon-brand1[fill] {
fill: var(--jp-brand-color1);
}
.jp-icon-brand2[fill] {
fill: var(--jp-brand-color2);
}
.jp-icon-brand3[fill] {
fill: var(--jp-brand-color3);
}
.jp-icon-brand4[fill] {
fill: var(--jp-brand-color4);
}
.jp-icon-brand0[stroke] {
stroke: var(--jp-brand-color0);
}
.jp-icon-brand1[stroke] {
stroke: var(--jp-brand-color1);
}
.jp-icon-brand2[stroke] {
stroke: var(--jp-brand-color2);
}
.jp-icon-brand3[stroke] {
stroke: var(--jp-brand-color3);
}
.jp-icon-brand4[stroke] {
stroke: var(--jp-brand-color4);
}
/* warn icon colors. Same for light and dark */
.jp-icon-warn0[fill] {
fill: var(--jp-warn-color0);
}
.jp-icon-warn1[fill] {
fill: var(--jp-warn-color1);
}
.jp-icon-warn2[fill] {
fill: var(--jp-warn-color2);
}
.jp-icon-warn3[fill] {
fill: var(--jp-warn-color3);
}
.jp-icon-warn0[stroke] {
stroke: var(--jp-warn-color0);
}
.jp-icon-warn1[stroke] {
stroke: var(--jp-warn-color1);
}
.jp-icon-warn2[stroke] {
stroke: var(--jp-warn-color2);
}
.jp-icon-warn3[stroke] {
stroke: var(--jp-warn-color3);
}
/* icon colors that contrast well with each other and most backgrounds */
.jp-icon-contrast0[fill] {
fill: var(--jp-icon-contrast-color0);
}
.jp-icon-contrast1[fill] {
fill: var(--jp-icon-contrast-color1);
}
.jp-icon-contrast2[fill] {
fill: var(--jp-icon-contrast-color2);
}
.jp-icon-contrast3[fill] {
fill: var(--jp-icon-contrast-color3);
}
.jp-icon-contrast0[stroke] {
stroke: var(--jp-icon-contrast-color0);
}
.jp-icon-contrast1[stroke] {
stroke: var(--jp-icon-contrast-color1);
}
.jp-icon-contrast2[stroke] {
stroke: var(--jp-icon-contrast-color2);
}
.jp-icon-contrast3[stroke] {
stroke: var(--jp-icon-contrast-color3);
}
.jp-icon-dot[fill] {
fill: var(--jp-warn-color0);
}
.jp-jupyter-icon-color[fill] {
fill: var(--jp-jupyter-icon-color, var(--jp-warn-color0));
}
.jp-notebook-icon-color[fill] {
fill: var(--jp-notebook-icon-color, var(--jp-warn-color0));
}
.jp-json-icon-color[fill] {
fill: var(--jp-json-icon-color, var(--jp-warn-color1));
}
.jp-console-icon-color[fill] {
fill: var(--jp-console-icon-color, white);
}
.jp-console-icon-background-color[fill] {
fill: var(--jp-console-icon-background-color, var(--jp-brand-color1));
}
.jp-terminal-icon-color[fill] {
fill: var(--jp-terminal-icon-color, var(--jp-layout-color2));
}
.jp-terminal-icon-background-color[fill] {
fill: var(
--jp-terminal-icon-background-color,
var(--jp-inverse-layout-color2)
);
}
.jp-text-editor-icon-color[fill] {
fill: var(--jp-text-editor-icon-color, var(--jp-inverse-layout-color3));
}
.jp-inspector-icon-color[fill] {
fill: var(--jp-inspector-icon-color, var(--jp-inverse-layout-color3));
}
/* CSS for icons in selected filebrowser listing items */
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable[fill] {
fill: #fff;
}
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable-inverse[fill] {
fill: var(--jp-brand-color1);
}
/* stylelint-disable selector-max-class, selector-max-compound-selectors */
/**
* TODO: come up with non css-hack solution for showing the busy icon on top
* of the close icon
* CSS for complex behavior of close icon of tabs in the main area tabbar
*/
.lm-DockPanel-tabBar
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
> .lm-TabBar-tabCloseIcon
> :not(:hover)
> .jp-icon3[fill] {
fill: none;
}
.lm-DockPanel-tabBar
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
> .lm-TabBar-tabCloseIcon
> :not(:hover)
> .jp-icon-busy[fill] {
fill: var(--jp-inverse-layout-color3);
}
/* stylelint-enable selector-max-class, selector-max-compound-selectors */
/* CSS for icons in status bar */
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable[fill] {
fill: #fff;
}
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable-inverse[fill] {
fill: var(--jp-brand-color1);
}
/* special handling for splash icon CSS. While the theme CSS reloads during
splash, the splash icon can loose theming. To prevent that, we set a
default for its color variable */
:root {
--jp-warn-color0: var(--md-orange-700);
}
/* not sure what to do with this one, used in filebrowser listing */
.jp-DragIcon {
margin-right: 4px;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/**
* Support for alt colors for icons as inline SVG HTMLElements
*/
/* alt recolor the primary elements of an icon */
.jp-icon-alt .jp-icon0[fill] {
fill: var(--jp-layout-color0);
}
.jp-icon-alt .jp-icon1[fill] {
fill: var(--jp-layout-color1);
}
.jp-icon-alt .jp-icon2[fill] {
fill: var(--jp-layout-color2);
}
.jp-icon-alt .jp-icon3[fill] {
fill: var(--jp-layout-color3);
}
.jp-icon-alt .jp-icon4[fill] {
fill: var(--jp-layout-color4);
}
.jp-icon-alt .jp-icon0[stroke] {
stroke: var(--jp-layout-color0);
}
.jp-icon-alt .jp-icon1[stroke] {
stroke: var(--jp-layout-color1);
}
.jp-icon-alt .jp-icon2[stroke] {
stroke: var(--jp-layout-color2);
}
.jp-icon-alt .jp-icon3[stroke] {
stroke: var(--jp-layout-color3);
}
.jp-icon-alt .jp-icon4[stroke] {
stroke: var(--jp-layout-color4);
}
/* alt recolor the accent elements of an icon */
.jp-icon-alt .jp-icon-accent0[fill] {
fill: var(--jp-inverse-layout-color0);
}
.jp-icon-alt .jp-icon-accent1[fill] {
fill: var(--jp-inverse-layout-color1);
}
.jp-icon-alt .jp-icon-accent2[fill] {
fill: var(--jp-inverse-layout-color2);
}
.jp-icon-alt .jp-icon-accent3[fill] {
fill: var(--jp-inverse-layout-color3);
}
.jp-icon-alt .jp-icon-accent4[fill] {
fill: var(--jp-inverse-layout-color4);
}
.jp-icon-alt .jp-icon-accent0[stroke] {
stroke: var(--jp-inverse-layout-color0);
}
.jp-icon-alt .jp-icon-accent1[stroke] {
stroke: var(--jp-inverse-layout-color1);
}
.jp-icon-alt .jp-icon-accent2[stroke] {
stroke: var(--jp-inverse-layout-color2);
}
.jp-icon-alt .jp-icon-accent3[stroke] {
stroke: var(--jp-inverse-layout-color3);
}
.jp-icon-alt .jp-icon-accent4[stroke] {
stroke: var(--jp-inverse-layout-color4);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-icon-hoverShow:not(:hover) .jp-icon-hoverShow-content {
display: none !important;
}
/**
* Support for hover colors for icons as inline SVG HTMLElements
*/
/**
* regular colors
*/
/* recolor the primary elements of an icon */
.jp-icon-hover :hover .jp-icon0-hover[fill] {
fill: var(--jp-inverse-layout-color0);
}
.jp-icon-hover :hover .jp-icon1-hover[fill] {
fill: var(--jp-inverse-layout-color1);
}
.jp-icon-hover :hover .jp-icon2-hover[fill] {
fill: var(--jp-inverse-layout-color2);
}
.jp-icon-hover :hover .jp-icon3-hover[fill] {
fill: var(--jp-inverse-layout-color3);
}
.jp-icon-hover :hover .jp-icon4-hover[fill] {
fill: var(--jp-inverse-layout-color4);
}
.jp-icon-hover :hover .jp-icon0-hover[stroke] {
stroke: var(--jp-inverse-layout-color0);
}
.jp-icon-hover :hover .jp-icon1-hover[stroke] {
stroke: var(--jp-inverse-layout-color1);
}
.jp-icon-hover :hover .jp-icon2-hover[stroke] {
stroke: var(--jp-inverse-layout-color2);
}
.jp-icon-hover :hover .jp-icon3-hover[stroke] {
stroke: var(--jp-inverse-layout-color3);
}
.jp-icon-hover :hover .jp-icon4-hover[stroke] {
stroke: var(--jp-inverse-layout-color4);
}
/* recolor the accent elements of an icon */
.jp-icon-hover :hover .jp-icon-accent0-hover[fill] {
fill: var(--jp-layout-color0);
}
.jp-icon-hover :hover .jp-icon-accent1-hover[fill] {
fill: var(--jp-layout-color1);
}
.jp-icon-hover :hover .jp-icon-accent2-hover[fill] {
fill: var(--jp-layout-color2);
}
.jp-icon-hover :hover .jp-icon-accent3-hover[fill] {
fill: var(--jp-layout-color3);
}
.jp-icon-hover :hover .jp-icon-accent4-hover[fill] {
fill: var(--jp-layout-color4);
}
.jp-icon-hover :hover .jp-icon-accent0-hover[stroke] {
stroke: var(--jp-layout-color0);
}
.jp-icon-hover :hover .jp-icon-accent1-hover[stroke] {
stroke: var(--jp-layout-color1);
}
.jp-icon-hover :hover .jp-icon-accent2-hover[stroke] {
stroke: var(--jp-layout-color2);
}
.jp-icon-hover :hover .jp-icon-accent3-hover[stroke] {
stroke: var(--jp-layout-color3);
}
.jp-icon-hover :hover .jp-icon-accent4-hover[stroke] {
stroke: var(--jp-layout-color4);
}
/* set the color of an icon to transparent */
.jp-icon-hover :hover .jp-icon-none-hover[fill] {
fill: none;
}
.jp-icon-hover :hover .jp-icon-none-hover[stroke] {
stroke: none;
}
/**
* inverse colors
*/
/* inverse recolor the primary elements of an icon */
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[fill] {
fill: var(--jp-layout-color0);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[fill] {
fill: var(--jp-layout-color1);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[fill] {
fill: var(--jp-layout-color2);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[fill] {
fill: var(--jp-layout-color3);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[fill] {
fill: var(--jp-layout-color4);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[stroke] {
stroke: var(--jp-layout-color0);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[stroke] {
stroke: var(--jp-layout-color1);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[stroke] {
stroke: var(--jp-layout-color2);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[stroke] {
stroke: var(--jp-layout-color3);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[stroke] {
stroke: var(--jp-layout-color4);
}
/* inverse recolor the accent elements of an icon */
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[fill] {
fill: var(--jp-inverse-layout-color0);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[fill] {
fill: var(--jp-inverse-layout-color1);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[fill] {
fill: var(--jp-inverse-layout-color2);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[fill] {
fill: var(--jp-inverse-layout-color3);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[fill] {
fill: var(--jp-inverse-layout-color4);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[stroke] {
stroke: var(--jp-inverse-layout-color0);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[stroke] {
stroke: var(--jp-inverse-layout-color1);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[stroke] {
stroke: var(--jp-inverse-layout-color2);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[stroke] {
stroke: var(--jp-inverse-layout-color3);
}
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[stroke] {
stroke: var(--jp-inverse-layout-color4);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-IFrame {
width: 100%;
height: 100%;
}
.jp-IFrame > iframe {
border: none;
}
/*
When drag events occur, `lm-mod-override-cursor` is added to the body.
Because iframes steal all cursor events, the following two rules are necessary
to suppress pointer events while resize drags are occurring. There may be a
better solution to this problem.
*/
body.lm-mod-override-cursor .jp-IFrame {
position: relative;
}
body.lm-mod-override-cursor .jp-IFrame::before {
content: '';
position: absolute;
top: 0;
left: 0;
right: 0;
bottom: 0;
background: transparent;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2016, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-HoverBox {
position: fixed;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-FormGroup-content fieldset {
border: none;
padding: 0;
min-width: 0;
width: 100%;
}
/* stylelint-disable selector-max-type */
.jp-FormGroup-content fieldset .jp-inputFieldWrapper input,
.jp-FormGroup-content fieldset .jp-inputFieldWrapper select,
.jp-FormGroup-content fieldset .jp-inputFieldWrapper textarea {
font-size: var(--jp-content-font-size2);
border-color: var(--jp-input-border-color);
border-style: solid;
border-radius: var(--jp-border-radius);
border-width: 1px;
padding: 6px 8px;
background: none;
color: var(--jp-ui-font-color0);
height: inherit;
}
.jp-FormGroup-content fieldset input[type='checkbox'] {
position: relative;
top: 2px;
margin-left: 0;
}
.jp-FormGroup-content button.jp-mod-styled {
cursor: pointer;
}
.jp-FormGroup-content .checkbox label {
cursor: pointer;
font-size: var(--jp-content-font-size1);
}
.jp-FormGroup-content .jp-root > fieldset > legend {
display: none;
}
.jp-FormGroup-content .jp-root > fieldset > p {
display: none;
}
/** copy of `input.jp-mod-styled:focus` style */
.jp-FormGroup-content fieldset input:focus,
.jp-FormGroup-content fieldset select:focus {
-moz-outline-radius: unset;
outline: var(--jp-border-width) solid var(--md-blue-500);
outline-offset: -1px;
box-shadow: inset 0 0 4px var(--md-blue-300);
}
.jp-FormGroup-content fieldset input:hover:not(:focus),
.jp-FormGroup-content fieldset select:hover:not(:focus) {
background-color: var(--jp-border-color2);
}
/* stylelint-enable selector-max-type */
.jp-FormGroup-content .checkbox .field-description {
/* Disable default description field for checkbox:
because other widgets do not have description fields,
we add descriptions to each widget on the field level.
*/
display: none;
}
.jp-FormGroup-content #root__description {
display: none;
}
.jp-FormGroup-content .jp-modifiedIndicator {
width: 5px;
background-color: var(--jp-brand-color2);
margin-top: 0;
margin-left: calc(var(--jp-private-settingeditor-modifier-indent) * -1);
flex-shrink: 0;
}
.jp-FormGroup-content .jp-modifiedIndicator.jp-errorIndicator {
background-color: var(--jp-error-color0);
margin-right: 0.5em;
}
/* RJSF ARRAY style */
.jp-arrayFieldWrapper legend {
font-size: var(--jp-content-font-size2);
color: var(--jp-ui-font-color0);
flex-basis: 100%;
padding: 4px 0;
font-weight: var(--jp-content-heading-font-weight);
border-bottom: 1px solid var(--jp-border-color2);
}
.jp-arrayFieldWrapper .field-description {
padding: 4px 0;
white-space: pre-wrap;
}
.jp-arrayFieldWrapper .array-item {
width: 100%;
border: 1px solid var(--jp-border-color2);
border-radius: 4px;
margin: 4px;
}
.jp-ArrayOperations {
display: flex;
margin-left: 8px;
}
.jp-ArrayOperationsButton {
margin: 2px;
}
.jp-ArrayOperationsButton .jp-icon3[fill] {
fill: var(--jp-ui-font-color0);
}
button.jp-ArrayOperationsButton.jp-mod-styled:disabled {
cursor: not-allowed;
opacity: 0.5;
}
/* RJSF form validation error */
.jp-FormGroup-content .validationErrors {
color: var(--jp-error-color0);
}
/* Hide panel level error as duplicated the field level error */
.jp-FormGroup-content .panel.errors {
display: none;
}
/* RJSF normal content (settings-editor) */
.jp-FormGroup-contentNormal {
display: flex;
align-items: center;
flex-wrap: wrap;
}
.jp-FormGroup-contentNormal .jp-FormGroup-contentItem {
margin-left: 7px;
color: var(--jp-ui-font-color0);
}
.jp-FormGroup-contentNormal .jp-FormGroup-description {
flex-basis: 100%;
padding: 4px 7px;
}
.jp-FormGroup-contentNormal .jp-FormGroup-default {
flex-basis: 100%;
padding: 4px 7px;
}
.jp-FormGroup-contentNormal .jp-FormGroup-fieldLabel {
font-size: var(--jp-content-font-size1);
font-weight: normal;
min-width: 120px;
}
.jp-FormGroup-contentNormal fieldset:not(:first-child) {
margin-left: 7px;
}
.jp-FormGroup-contentNormal .field-array-of-string .array-item {
/* Display `jp-ArrayOperations` buttons side-by-side with content except
for small screens where flex-wrap will place them one below the other.
*/
display: flex;
align-items: center;
flex-wrap: wrap;
}
.jp-FormGroup-contentNormal .jp-objectFieldWrapper .form-group {
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
margin-top: 2px;
}
/* RJSF compact content (metadata-form) */
.jp-FormGroup-content.jp-FormGroup-contentCompact {
width: 100%;
}
.jp-FormGroup-contentCompact .form-group {
display: flex;
padding: 0.5em 0.2em 0.5em 0;
}
.jp-FormGroup-contentCompact
.jp-FormGroup-compactTitle
.jp-FormGroup-description {
font-size: var(--jp-ui-font-size1);
color: var(--jp-ui-font-color2);
}
.jp-FormGroup-contentCompact .jp-FormGroup-fieldLabel {
padding-bottom: 0.3em;
}
.jp-FormGroup-contentCompact .jp-inputFieldWrapper .form-control {
width: 100%;
box-sizing: border-box;
}
.jp-FormGroup-contentCompact .jp-arrayFieldWrapper .jp-FormGroup-compactTitle {
padding-bottom: 7px;
}
.jp-FormGroup-contentCompact
.jp-objectFieldWrapper
.jp-objectFieldWrapper
.form-group {
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
margin-top: 2px;
}
.jp-FormGroup-contentCompact ul.error-detail {
margin-block-start: 0.5em;
margin-block-end: 0.5em;
padding-inline-start: 1em;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.jp-SidePanel {
display: flex;
flex-direction: column;
min-width: var(--jp-sidebar-min-width);
overflow-y: auto;
color: var(--jp-ui-font-color1);
background: var(--jp-layout-color1);
font-size: var(--jp-ui-font-size1);
}
.jp-SidePanel-header {
flex: 0 0 auto;
display: flex;
border-bottom: var(--jp-border-width) solid var(--jp-border-color2);
font-size: var(--jp-ui-font-size0);
font-weight: 600;
letter-spacing: 1px;
margin: 0;
padding: 2px;
text-transform: uppercase;
}
.jp-SidePanel-toolbar {
flex: 0 0 auto;
}
.jp-SidePanel-content {
flex: 1 1 auto;
}
.jp-SidePanel-toolbar,
.jp-AccordionPanel-toolbar {
height: var(--jp-private-toolbar-height);
}
.jp-SidePanel-toolbar.jp-Toolbar-micro {
display: none;
}
.lm-AccordionPanel .jp-AccordionPanel-title {
box-sizing: border-box;
line-height: 25px;
margin: 0;
display: flex;
align-items: center;
background: var(--jp-layout-color1);
color: var(--jp-ui-font-color1);
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
box-shadow: var(--jp-toolbar-box-shadow);
font-size: var(--jp-ui-font-size0);
}
.jp-AccordionPanel-title {
cursor: pointer;
user-select: none;
-moz-user-select: none;
-webkit-user-select: none;
text-transform: uppercase;
}
.lm-AccordionPanel[data-orientation='horizontal'] > .jp-AccordionPanel-title {
/* Title is rotated for horizontal accordion panel using CSS */
display: block;
transform-origin: top left;
transform: rotate(-90deg) translate(-100%);
}
.jp-AccordionPanel-title .lm-AccordionPanel-titleLabel {
user-select: none;
text-overflow: ellipsis;
white-space: nowrap;
overflow: hidden;
}
.jp-AccordionPanel-title .lm-AccordionPanel-titleCollapser {
transform: rotate(-90deg);
margin: auto 0;
height: 16px;
}
.jp-AccordionPanel-title.lm-mod-expanded .lm-AccordionPanel-titleCollapser {
transform: rotate(0deg);
}
.lm-AccordionPanel .jp-AccordionPanel-toolbar {
background: none;
box-shadow: none;
border: none;
margin-left: auto;
}
.lm-AccordionPanel .lm-SplitPanel-handle:hover {
background: var(--jp-layout-color3);
}
.jp-text-truncated {
overflow: hidden;
text-overflow: ellipsis;
white-space: nowrap;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2017, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-Spinner {
position: absolute;
display: flex;
justify-content: center;
align-items: center;
z-index: 10;
left: 0;
top: 0;
width: 100%;
height: 100%;
background: var(--jp-layout-color0);
outline: none;
}
.jp-SpinnerContent {
font-size: 10px;
margin: 50px auto;
text-indent: -9999em;
width: 3em;
height: 3em;
border-radius: 50%;
background: var(--jp-brand-color3);
background: linear-gradient(
to right,
#f37626 10%,
rgba(255, 255, 255, 0) 42%
);
position: relative;
animation: load3 1s infinite linear, fadeIn 1s;
}
.jp-SpinnerContent::before {
width: 50%;
height: 50%;
background: #f37626;
border-radius: 100% 0 0;
position: absolute;
top: 0;
left: 0;
content: '';
}
.jp-SpinnerContent::after {
background: var(--jp-layout-color0);
width: 75%;
height: 75%;
border-radius: 50%;
content: '';
margin: auto;
position: absolute;
top: 0;
left: 0;
bottom: 0;
right: 0;
}
@keyframes fadeIn {
0% {
opacity: 0;
}
100% {
opacity: 1;
}
}
@keyframes load3 {
0% {
transform: rotate(0deg);
}
100% {
transform: rotate(360deg);
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2017, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
button.jp-mod-styled {
font-size: var(--jp-ui-font-size1);
color: var(--jp-ui-font-color0);
border: none;
box-sizing: border-box;
text-align: center;
line-height: 32px;
height: 32px;
padding: 0 12px;
letter-spacing: 0.8px;
outline: none;
appearance: none;
-webkit-appearance: none;
-moz-appearance: none;
}
input.jp-mod-styled {
background: var(--jp-input-background);
height: 28px;
box-sizing: border-box;
border: var(--jp-border-width) solid var(--jp-border-color1);
padding-left: 7px;
padding-right: 7px;
font-size: var(--jp-ui-font-size2);
color: var(--jp-ui-font-color0);
outline: none;
appearance: none;
-webkit-appearance: none;
-moz-appearance: none;
}
input[type='checkbox'].jp-mod-styled {
appearance: checkbox;
-webkit-appearance: checkbox;
-moz-appearance: checkbox;
height: auto;
}
input.jp-mod-styled:focus {
border: var(--jp-border-width) solid var(--md-blue-500);
box-shadow: inset 0 0 4px var(--md-blue-300);
}
.jp-select-wrapper {
display: flex;
position: relative;
flex-direction: column;
padding: 1px;
background-color: var(--jp-layout-color1);
box-sizing: border-box;
margin-bottom: 12px;
}
.jp-select-wrapper:not(.multiple) {
height: 28px;
}
.jp-select-wrapper.jp-mod-focused select.jp-mod-styled {
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
box-shadow: var(--jp-input-box-shadow);
background-color: var(--jp-input-active-background);
}
select.jp-mod-styled:hover {
cursor: pointer;
color: var(--jp-ui-font-color0);
background-color: var(--jp-input-hover-background);
box-shadow: inset 0 0 1px rgba(0, 0, 0, 0.5);
}
select.jp-mod-styled {
flex: 1 1 auto;
width: 100%;
font-size: var(--jp-ui-font-size2);
background: var(--jp-input-background);
color: var(--jp-ui-font-color0);
padding: 0 25px 0 8px;
border: var(--jp-border-width) solid var(--jp-input-border-color);
border-radius: 0;
outline: none;
appearance: none;
-webkit-appearance: none;
-moz-appearance: none;
}
select.jp-mod-styled:not([multiple]) {
height: 32px;
}
select.jp-mod-styled[multiple] {
max-height: 200px;
overflow-y: auto;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-switch {
display: flex;
align-items: center;
padding-left: 4px;
padding-right: 4px;
font-size: var(--jp-ui-font-size1);
background-color: transparent;
color: var(--jp-ui-font-color1);
border: none;
height: 20px;
}
.jp-switch:hover {
background-color: var(--jp-layout-color2);
}
.jp-switch-label {
margin-right: 5px;
font-family: var(--jp-ui-font-family);
}
.jp-switch-track {
cursor: pointer;
background-color: var(--jp-switch-color, var(--jp-border-color1));
-webkit-transition: 0.4s;
transition: 0.4s;
border-radius: 34px;
height: 16px;
width: 35px;
position: relative;
}
.jp-switch-track::before {
content: '';
position: absolute;
height: 10px;
width: 10px;
margin: 3px;
left: 0;
background-color: var(--jp-ui-inverse-font-color1);
-webkit-transition: 0.4s;
transition: 0.4s;
border-radius: 50%;
}
.jp-switch[aria-checked='true'] .jp-switch-track {
background-color: var(--jp-switch-true-position-color, var(--jp-warn-color0));
}
.jp-switch[aria-checked='true'] .jp-switch-track::before {
/* track width (35) - margins (3 + 3) - thumb width (10) */
left: 19px;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2016, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
:root {
--jp-private-toolbar-height: calc(
28px + var(--jp-border-width)
); /* leave 28px for content */
}
.jp-Toolbar {
color: var(--jp-ui-font-color1);
flex: 0 0 auto;
display: flex;
flex-direction: row;
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
box-shadow: var(--jp-toolbar-box-shadow);
background: var(--jp-toolbar-background);
min-height: var(--jp-toolbar-micro-height);
padding: 2px;
z-index: 8;
overflow-x: hidden;
}
/* Toolbar items */
.jp-Toolbar > .jp-Toolbar-item.jp-Toolbar-spacer {
flex-grow: 1;
flex-shrink: 1;
}
.jp-Toolbar-item.jp-Toolbar-kernelStatus {
display: inline-block;
width: 32px;
background-repeat: no-repeat;
background-position: center;
background-size: 16px;
}
.jp-Toolbar > .jp-Toolbar-item {
flex: 0 0 auto;
display: flex;
padding-left: 1px;
padding-right: 1px;
font-size: var(--jp-ui-font-size1);
line-height: var(--jp-private-toolbar-height);
height: 100%;
}
/* Toolbar buttons */
/* This is the div we use to wrap the react component into a Widget */
div.jp-ToolbarButton {
color: transparent;
border: none;
box-sizing: border-box;
outline: none;
appearance: none;
-webkit-appearance: none;
-moz-appearance: none;
padding: 0;
margin: 0;
}
button.jp-ToolbarButtonComponent {
background: var(--jp-layout-color1);
border: none;
box-sizing: border-box;
outline: none;
appearance: none;
-webkit-appearance: none;
-moz-appearance: none;
padding: 0 6px;
margin: 0;
height: 24px;
border-radius: var(--jp-border-radius);
display: flex;
align-items: center;
text-align: center;
font-size: 14px;
min-width: unset;
min-height: unset;
}
button.jp-ToolbarButtonComponent:disabled {
opacity: 0.4;
}
button.jp-ToolbarButtonComponent > span {
padding: 0;
flex: 0 0 auto;
}
button.jp-ToolbarButtonComponent .jp-ToolbarButtonComponent-label {
font-size: var(--jp-ui-font-size1);
line-height: 100%;
padding-left: 2px;
color: var(--jp-ui-font-color1);
font-family: var(--jp-ui-font-family);
}
#jp-main-dock-panel[data-mode='single-document']
.jp-MainAreaWidget
> .jp-Toolbar.jp-Toolbar-micro {
padding: 0;
min-height: 0;
}
#jp-main-dock-panel[data-mode='single-document']
.jp-MainAreaWidget
> .jp-Toolbar {
border: none;
box-shadow: none;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.jp-WindowedPanel-outer {
position: relative;
overflow-y: auto;
}
.jp-WindowedPanel-inner {
position: relative;
}
.jp-WindowedPanel-window {
position: absolute;
left: 0;
right: 0;
overflow: visible;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/* Sibling imports */
body {
color: var(--jp-ui-font-color1);
font-size: var(--jp-ui-font-size1);
}
/* Disable native link decoration styles everywhere outside of dialog boxes */
a {
text-decoration: unset;
color: unset;
}
a:hover {
text-decoration: unset;
color: unset;
}
/* Accessibility for links inside dialog box text */
.jp-Dialog-content a {
text-decoration: revert;
color: var(--jp-content-link-color);
}
.jp-Dialog-content a:hover {
text-decoration: revert;
}
/* Styles for ui-components */
.jp-Button {
color: var(--jp-ui-font-color2);
border-radius: var(--jp-border-radius);
padding: 0 12px;
font-size: var(--jp-ui-font-size1);
/* Copy from blueprint 3 */
display: inline-flex;
flex-direction: row;
border: none;
cursor: pointer;
align-items: center;
justify-content: center;
text-align: left;
vertical-align: middle;
min-height: 30px;
min-width: 30px;
}
.jp-Button:disabled {
cursor: not-allowed;
}
.jp-Button:empty {
padding: 0 !important;
}
.jp-Button.jp-mod-small {
min-height: 24px;
min-width: 24px;
font-size: 12px;
padding: 0 7px;
}
/* Use our own theme for hover styles */
.jp-Button.jp-mod-minimal:hover {
background-color: var(--jp-layout-color2);
}
.jp-Button.jp-mod-minimal {
background: none;
}
.jp-InputGroup {
display: block;
position: relative;
}
.jp-InputGroup input {
box-sizing: border-box;
border: none;
border-radius: 0;
background-color: transparent;
color: var(--jp-ui-font-color0);
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
padding-bottom: 0;
padding-top: 0;
padding-left: 10px;
padding-right: 28px;
position: relative;
width: 100%;
-webkit-appearance: none;
-moz-appearance: none;
appearance: none;
font-size: 14px;
font-weight: 400;
height: 30px;
line-height: 30px;
outline: none;
vertical-align: middle;
}
.jp-InputGroup input:focus {
box-shadow: inset 0 0 0 var(--jp-border-width)
var(--jp-input-active-box-shadow-color),
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
}
.jp-InputGroup input:disabled {
cursor: not-allowed;
resize: block;
background-color: var(--jp-layout-color2);
color: var(--jp-ui-font-color2);
}
.jp-InputGroup input:disabled ~ span {
cursor: not-allowed;
color: var(--jp-ui-font-color2);
}
.jp-InputGroup input::placeholder,
input::placeholder {
color: var(--jp-ui-font-color2);
}
.jp-InputGroupAction {
position: absolute;
bottom: 1px;
right: 0;
padding: 6px;
}
.jp-HTMLSelect.jp-DefaultStyle select {
background-color: initial;
border: none;
border-radius: 0;
box-shadow: none;
color: var(--jp-ui-font-color0);
display: block;
font-size: var(--jp-ui-font-size1);
font-family: var(--jp-ui-font-family);
height: 24px;
line-height: 14px;
padding: 0 25px 0 10px;
text-align: left;
-moz-appearance: none;
-webkit-appearance: none;
}
.jp-HTMLSelect.jp-DefaultStyle select:disabled {
background-color: var(--jp-layout-color2);
color: var(--jp-ui-font-color2);
cursor: not-allowed;
resize: block;
}
.jp-HTMLSelect.jp-DefaultStyle select:disabled ~ span {
cursor: not-allowed;
}
/* Use our own theme for hover and option styles */
/* stylelint-disable-next-line selector-max-type */
.jp-HTMLSelect.jp-DefaultStyle select:hover,
.jp-HTMLSelect.jp-DefaultStyle select > option {
background-color: var(--jp-layout-color2);
color: var(--jp-ui-font-color0);
}
select {
box-sizing: border-box;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Styles
|----------------------------------------------------------------------------*/
.jp-StatusBar-Widget {
display: flex;
align-items: center;
background: var(--jp-layout-color2);
min-height: var(--jp-statusbar-height);
justify-content: space-between;
padding: 0 10px;
}
.jp-StatusBar-Left {
display: flex;
align-items: center;
flex-direction: row;
}
.jp-StatusBar-Middle {
display: flex;
align-items: center;
}
.jp-StatusBar-Right {
display: flex;
align-items: center;
flex-direction: row-reverse;
}
.jp-StatusBar-Item {
max-height: var(--jp-statusbar-height);
margin: 0 2px;
height: var(--jp-statusbar-height);
white-space: nowrap;
text-overflow: ellipsis;
color: var(--jp-ui-font-color1);
padding: 0 6px;
}
.jp-mod-highlighted:hover {
background-color: var(--jp-layout-color3);
}
.jp-mod-clicked {
background-color: var(--jp-brand-color1);
}
.jp-mod-clicked:hover {
background-color: var(--jp-brand-color0);
}
.jp-mod-clicked .jp-StatusBar-TextItem {
color: var(--jp-ui-inverse-font-color1);
}
.jp-StatusBar-HoverItem {
box-shadow: '0px 4px 4px rgba(0, 0, 0, 0.25)';
}
.jp-StatusBar-TextItem {
font-size: var(--jp-ui-font-size1);
font-family: var(--jp-ui-font-family);
line-height: 24px;
color: var(--jp-ui-font-color1);
}
.jp-StatusBar-GroupItem {
display: flex;
align-items: center;
flex-direction: row;
}
.jp-Statusbar-ProgressCircle svg {
display: block;
margin: 0 auto;
width: 16px;
height: 24px;
align-self: normal;
}
.jp-Statusbar-ProgressCircle path {
fill: var(--jp-inverse-layout-color3);
}
.jp-Statusbar-ProgressBar-progress-bar {
height: 10px;
width: 100px;
border: solid 0.25px var(--jp-brand-color2);
border-radius: 3px;
overflow: hidden;
align-self: center;
}
.jp-Statusbar-ProgressBar-progress-bar > div {
background-color: var(--jp-brand-color2);
background-image: linear-gradient(
-45deg,
rgba(255, 255, 255, 0.2) 25%,
transparent 25%,
transparent 50%,
rgba(255, 255, 255, 0.2) 50%,
rgba(255, 255, 255, 0.2) 75%,
transparent 75%,
transparent
);
background-size: 40px 40px;
float: left;
width: 0%;
height: 100%;
font-size: 12px;
line-height: 14px;
color: #fff;
text-align: center;
animation: jp-Statusbar-ExecutionTime-progress-bar 2s linear infinite;
}
.jp-Statusbar-ProgressBar-progress-bar p {
color: var(--jp-ui-font-color1);
font-family: var(--jp-ui-font-family);
font-size: var(--jp-ui-font-size1);
line-height: 10px;
width: 100px;
}
@keyframes jp-Statusbar-ExecutionTime-progress-bar {
0% {
background-position: 0 0;
}
100% {
background-position: 40px 40px;
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Variables
|----------------------------------------------------------------------------*/
:root {
--jp-private-commandpalette-search-height: 28px;
}
/*-----------------------------------------------------------------------------
| Overall styles
|----------------------------------------------------------------------------*/
.lm-CommandPalette {
padding-bottom: 0;
color: var(--jp-ui-font-color1);
background: var(--jp-layout-color1);
/* This is needed so that all font sizing of children done in ems is
* relative to this base size */
font-size: var(--jp-ui-font-size1);
}
/*-----------------------------------------------------------------------------
| Modal variant
|----------------------------------------------------------------------------*/
.jp-ModalCommandPalette {
position: absolute;
z-index: 10000;
top: 38px;
left: 30%;
margin: 0;
padding: 4px;
width: 40%;
box-shadow: var(--jp-elevation-z4);
border-radius: 4px;
background: var(--jp-layout-color0);
}
.jp-ModalCommandPalette .lm-CommandPalette {
max-height: 40vh;
}
.jp-ModalCommandPalette .lm-CommandPalette .lm-close-icon::after {
display: none;
}
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-header {
display: none;
}
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-item {
margin-left: 4px;
margin-right: 4px;
}
.jp-ModalCommandPalette
.lm-CommandPalette
.lm-CommandPalette-item.lm-mod-disabled {
display: none;
}
/*-----------------------------------------------------------------------------
| Search
|----------------------------------------------------------------------------*/
.lm-CommandPalette-search {
padding: 4px;
background-color: var(--jp-layout-color1);
z-index: 2;
}
.lm-CommandPalette-wrapper {
overflow: overlay;
padding: 0 9px;
background-color: var(--jp-input-active-background);
height: 30px;
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
}
.lm-CommandPalette.lm-mod-focused .lm-CommandPalette-wrapper {
box-shadow: inset 0 0 0 1px var(--jp-input-active-box-shadow-color),
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
}
.jp-SearchIconGroup {
color: white;
background-color: var(--jp-brand-color1);
position: absolute;
top: 4px;
right: 4px;
padding: 5px 5px 1px;
}
.jp-SearchIconGroup svg {
height: 20px;
width: 20px;
}
.jp-SearchIconGroup .jp-icon3[fill] {
fill: var(--jp-layout-color0);
}
.lm-CommandPalette-input {
background: transparent;
width: calc(100% - 18px);
float: left;
border: none;
outline: none;
font-size: var(--jp-ui-font-size1);
color: var(--jp-ui-font-color0);
line-height: var(--jp-private-commandpalette-search-height);
}
.lm-CommandPalette-input::-webkit-input-placeholder,
.lm-CommandPalette-input::-moz-placeholder,
.lm-CommandPalette-input:-ms-input-placeholder {
color: var(--jp-ui-font-color2);
font-size: var(--jp-ui-font-size1);
}
/*-----------------------------------------------------------------------------
| Results
|----------------------------------------------------------------------------*/
.lm-CommandPalette-header:first-child {
margin-top: 0;
}
.lm-CommandPalette-header {
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
color: var(--jp-ui-font-color1);
cursor: pointer;
display: flex;
font-size: var(--jp-ui-font-size0);
font-weight: 600;
letter-spacing: 1px;
margin-top: 8px;
padding: 8px 0 8px 12px;
text-transform: uppercase;
}
.lm-CommandPalette-header.lm-mod-active {
background: var(--jp-layout-color2);
}
.lm-CommandPalette-header > mark {
background-color: transparent;
font-weight: bold;
color: var(--jp-ui-font-color1);
}
.lm-CommandPalette-item {
padding: 4px 12px 4px 4px;
color: var(--jp-ui-font-color1);
font-size: var(--jp-ui-font-size1);
font-weight: 400;
display: flex;
}
.lm-CommandPalette-item.lm-mod-disabled {
color: var(--jp-ui-font-color2);
}
.lm-CommandPalette-item.lm-mod-active {
color: var(--jp-ui-inverse-font-color1);
background: var(--jp-brand-color1);
}
.lm-CommandPalette-item.lm-mod-active .lm-CommandPalette-itemLabel > mark {
color: var(--jp-ui-inverse-font-color0);
}
.lm-CommandPalette-item.lm-mod-active .jp-icon-selectable[fill] {
fill: var(--jp-layout-color0);
}
.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {
color: var(--jp-ui-inverse-font-color1);
background: var(--jp-brand-color1);
}
.lm-CommandPalette-item:hover:not(.lm-mod-active):not(.lm-mod-disabled) {
background: var(--jp-layout-color2);
}
.lm-CommandPalette-itemContent {
overflow: hidden;
}
.lm-CommandPalette-itemLabel > mark {
color: var(--jp-ui-font-color0);
background-color: transparent;
font-weight: bold;
}
.lm-CommandPalette-item.lm-mod-disabled mark {
color: var(--jp-ui-font-color2);
}
.lm-CommandPalette-item .lm-CommandPalette-itemIcon {
margin: 0 4px 0 0;
position: relative;
width: 16px;
top: 2px;
flex: 0 0 auto;
}
.lm-CommandPalette-item.lm-mod-disabled .lm-CommandPalette-itemIcon {
opacity: 0.6;
}
.lm-CommandPalette-item .lm-CommandPalette-itemShortcut {
flex: 0 0 auto;
}
.lm-CommandPalette-itemCaption {
display: none;
}
.lm-CommandPalette-content {
background-color: var(--jp-layout-color1);
}
.lm-CommandPalette-content:empty::after {
content: 'No results';
margin: auto;
margin-top: 20px;
width: 100px;
display: block;
font-size: var(--jp-ui-font-size2);
font-family: var(--jp-ui-font-family);
font-weight: lighter;
}
.lm-CommandPalette-emptyMessage {
text-align: center;
margin-top: 24px;
line-height: 1.32;
padding: 0 8px;
color: var(--jp-content-font-color3);
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2017, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-Dialog {
position: absolute;
z-index: 10000;
display: flex;
flex-direction: column;
align-items: center;
justify-content: center;
top: 0;
left: 0;
margin: 0;
padding: 0;
width: 100%;
height: 100%;
background: var(--jp-dialog-background);
}
.jp-Dialog-content {
display: flex;
flex-direction: column;
margin-left: auto;
margin-right: auto;
background: var(--jp-layout-color1);
padding: 24px 24px 12px;
min-width: 300px;
min-height: 150px;
max-width: 1000px;
max-height: 500px;
box-sizing: border-box;
box-shadow: var(--jp-elevation-z20);
word-wrap: break-word;
border-radius: var(--jp-border-radius);
/* This is needed so that all font sizing of children done in ems is
* relative to this base size */
font-size: var(--jp-ui-font-size1);
color: var(--jp-ui-font-color1);
resize: both;
}
.jp-Dialog-content.jp-Dialog-content-small {
max-width: 500px;
}
.jp-Dialog-button {
overflow: visible;
}
button.jp-Dialog-button:focus {
outline: 1px solid var(--jp-brand-color1);
outline-offset: 4px;
-moz-outline-radius: 0;
}
button.jp-Dialog-button:focus::-moz-focus-inner {
border: 0;
}
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus,
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus,
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
outline-offset: 4px;
-moz-outline-radius: 0;
}
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus {
outline: 1px solid var(--jp-accept-color-normal, var(--jp-brand-color1));
}
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus {
outline: 1px solid var(--jp-warn-color-normal, var(--jp-error-color1));
}
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
outline: 1px solid var(--jp-reject-color-normal, var(--md-grey-600));
}
button.jp-Dialog-close-button {
padding: 0;
height: 100%;
min-width: unset;
min-height: unset;
}
.jp-Dialog-header {
display: flex;
justify-content: space-between;
flex: 0 0 auto;
padding-bottom: 12px;
font-size: var(--jp-ui-font-size3);
font-weight: 400;
color: var(--jp-ui-font-color1);
}
.jp-Dialog-body {
display: flex;
flex-direction: column;
flex: 1 1 auto;
font-size: var(--jp-ui-font-size1);
background: var(--jp-layout-color1);
color: var(--jp-ui-font-color1);
overflow: auto;
}
.jp-Dialog-footer {
display: flex;
flex-direction: row;
justify-content: flex-end;
align-items: center;
flex: 0 0 auto;
margin-left: -12px;
margin-right: -12px;
padding: 12px;
}
.jp-Dialog-checkbox {
padding-right: 5px;
}
.jp-Dialog-checkbox > input:focus-visible {
outline: 1px solid var(--jp-input-active-border-color);
outline-offset: 1px;
}
.jp-Dialog-spacer {
flex: 1 1 auto;
}
.jp-Dialog-title {
overflow: hidden;
white-space: nowrap;
text-overflow: ellipsis;
}
.jp-Dialog-body > .jp-select-wrapper {
width: 100%;
}
.jp-Dialog-body > button {
padding: 0 16px;
}
.jp-Dialog-body > label {
line-height: 1.4;
color: var(--jp-ui-font-color0);
}
.jp-Dialog-button.jp-mod-styled:not(:last-child) {
margin-right: 12px;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.jp-Input-Boolean-Dialog {
flex-direction: row-reverse;
align-items: end;
width: 100%;
}
.jp-Input-Boolean-Dialog > label {
flex: 1 1 auto;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2016, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-MainAreaWidget > :focus {
outline: none;
}
.jp-MainAreaWidget .jp-MainAreaWidget-error {
padding: 6px;
}
.jp-MainAreaWidget .jp-MainAreaWidget-error > pre {
width: auto;
padding: 10px;
background: var(--jp-error-color3);
border: var(--jp-border-width) solid var(--jp-error-color1);
border-radius: var(--jp-border-radius);
color: var(--jp-ui-font-color1);
font-size: var(--jp-ui-font-size1);
white-space: pre-wrap;
word-wrap: break-word;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/**
* google-material-color v1.2.6
* https://github.com/danlevan/google-material-color
*/
:root {
--md-red-50: #ffebee;
--md-red-100: #ffcdd2;
--md-red-200: #ef9a9a;
--md-red-300: #e57373;
--md-red-400: #ef5350;
--md-red-500: #f44336;
--md-red-600: #e53935;
--md-red-700: #d32f2f;
--md-red-800: #c62828;
--md-red-900: #b71c1c;
--md-red-A100: #ff8a80;
--md-red-A200: #ff5252;
--md-red-A400: #ff1744;
--md-red-A700: #d50000;
--md-pink-50: #fce4ec;
--md-pink-100: #f8bbd0;
--md-pink-200: #f48fb1;
--md-pink-300: #f06292;
--md-pink-400: #ec407a;
--md-pink-500: #e91e63;
--md-pink-600: #d81b60;
--md-pink-700: #c2185b;
--md-pink-800: #ad1457;
--md-pink-900: #880e4f;
--md-pink-A100: #ff80ab;
--md-pink-A200: #ff4081;
--md-pink-A400: #f50057;
--md-pink-A700: #c51162;
--md-purple-50: #f3e5f5;
--md-purple-100: #e1bee7;
--md-purple-200: #ce93d8;
--md-purple-300: #ba68c8;
--md-purple-400: #ab47bc;
--md-purple-500: #9c27b0;
--md-purple-600: #8e24aa;
--md-purple-700: #7b1fa2;
--md-purple-800: #6a1b9a;
--md-purple-900: #4a148c;
--md-purple-A100: #ea80fc;
--md-purple-A200: #e040fb;
--md-purple-A400: #d500f9;
--md-purple-A700: #a0f;
--md-deep-purple-50: #ede7f6;
--md-deep-purple-100: #d1c4e9;
--md-deep-purple-200: #b39ddb;
--md-deep-purple-300: #9575cd;
--md-deep-purple-400: #7e57c2;
--md-deep-purple-500: #673ab7;
--md-deep-purple-600: #5e35b1;
--md-deep-purple-700: #512da8;
--md-deep-purple-800: #4527a0;
--md-deep-purple-900: #311b92;
--md-deep-purple-A100: #b388ff;
--md-deep-purple-A200: #7c4dff;
--md-deep-purple-A400: #651fff;
--md-deep-purple-A700: #6200ea;
--md-indigo-50: #e8eaf6;
--md-indigo-100: #c5cae9;
--md-indigo-200: #9fa8da;
--md-indigo-300: #7986cb;
--md-indigo-400: #5c6bc0;
--md-indigo-500: #3f51b5;
--md-indigo-600: #3949ab;
--md-indigo-700: #303f9f;
--md-indigo-800: #283593;
--md-indigo-900: #1a237e;
--md-indigo-A100: #8c9eff;
--md-indigo-A200: #536dfe;
--md-indigo-A400: #3d5afe;
--md-indigo-A700: #304ffe;
--md-blue-50: #e3f2fd;
--md-blue-100: #bbdefb;
--md-blue-200: #90caf9;
--md-blue-300: #64b5f6;
--md-blue-400: #42a5f5;
--md-blue-500: #2196f3;
--md-blue-600: #1e88e5;
--md-blue-700: #1976d2;
--md-blue-800: #1565c0;
--md-blue-900: #0d47a1;
--md-blue-A100: #82b1ff;
--md-blue-A200: #448aff;
--md-blue-A400: #2979ff;
--md-blue-A700: #2962ff;
--md-light-blue-50: #e1f5fe;
--md-light-blue-100: #b3e5fc;
--md-light-blue-200: #81d4fa;
--md-light-blue-300: #4fc3f7;
--md-light-blue-400: #29b6f6;
--md-light-blue-500: #03a9f4;
--md-light-blue-600: #039be5;
--md-light-blue-700: #0288d1;
--md-light-blue-800: #0277bd;
--md-light-blue-900: #01579b;
--md-light-blue-A100: #80d8ff;
--md-light-blue-A200: #40c4ff;
--md-light-blue-A400: #00b0ff;
--md-light-blue-A700: #0091ea;
--md-cyan-50: #e0f7fa;
--md-cyan-100: #b2ebf2;
--md-cyan-200: #80deea;
--md-cyan-300: #4dd0e1;
--md-cyan-400: #26c6da;
--md-cyan-500: #00bcd4;
--md-cyan-600: #00acc1;
--md-cyan-700: #0097a7;
--md-cyan-800: #00838f;
--md-cyan-900: #006064;
--md-cyan-A100: #84ffff;
--md-cyan-A200: #18ffff;
--md-cyan-A400: #00e5ff;
--md-cyan-A700: #00b8d4;
--md-teal-50: #e0f2f1;
--md-teal-100: #b2dfdb;
--md-teal-200: #80cbc4;
--md-teal-300: #4db6ac;
--md-teal-400: #26a69a;
--md-teal-500: #009688;
--md-teal-600: #00897b;
--md-teal-700: #00796b;
--md-teal-800: #00695c;
--md-teal-900: #004d40;
--md-teal-A100: #a7ffeb;
--md-teal-A200: #64ffda;
--md-teal-A400: #1de9b6;
--md-teal-A700: #00bfa5;
--md-green-50: #e8f5e9;
--md-green-100: #c8e6c9;
--md-green-200: #a5d6a7;
--md-green-300: #81c784;
--md-green-400: #66bb6a;
--md-green-500: #4caf50;
--md-green-600: #43a047;
--md-green-700: #388e3c;
--md-green-800: #2e7d32;
--md-green-900: #1b5e20;
--md-green-A100: #b9f6ca;
--md-green-A200: #69f0ae;
--md-green-A400: #00e676;
--md-green-A700: #00c853;
--md-light-green-50: #f1f8e9;
--md-light-green-100: #dcedc8;
--md-light-green-200: #c5e1a5;
--md-light-green-300: #aed581;
--md-light-green-400: #9ccc65;
--md-light-green-500: #8bc34a;
--md-light-green-600: #7cb342;
--md-light-green-700: #689f38;
--md-light-green-800: #558b2f;
--md-light-green-900: #33691e;
--md-light-green-A100: #ccff90;
--md-light-green-A200: #b2ff59;
--md-light-green-A400: #76ff03;
--md-light-green-A700: #64dd17;
--md-lime-50: #f9fbe7;
--md-lime-100: #f0f4c3;
--md-lime-200: #e6ee9c;
--md-lime-300: #dce775;
--md-lime-400: #d4e157;
--md-lime-500: #cddc39;
--md-lime-600: #c0ca33;
--md-lime-700: #afb42b;
--md-lime-800: #9e9d24;
--md-lime-900: #827717;
--md-lime-A100: #f4ff81;
--md-lime-A200: #eeff41;
--md-lime-A400: #c6ff00;
--md-lime-A700: #aeea00;
--md-yellow-50: #fffde7;
--md-yellow-100: #fff9c4;
--md-yellow-200: #fff59d;
--md-yellow-300: #fff176;
--md-yellow-400: #ffee58;
--md-yellow-500: #ffeb3b;
--md-yellow-600: #fdd835;
--md-yellow-700: #fbc02d;
--md-yellow-800: #f9a825;
--md-yellow-900: #f57f17;
--md-yellow-A100: #ffff8d;
--md-yellow-A200: #ff0;
--md-yellow-A400: #ffea00;
--md-yellow-A700: #ffd600;
--md-amber-50: #fff8e1;
--md-amber-100: #ffecb3;
--md-amber-200: #ffe082;
--md-amber-300: #ffd54f;
--md-amber-400: #ffca28;
--md-amber-500: #ffc107;
--md-amber-600: #ffb300;
--md-amber-700: #ffa000;
--md-amber-800: #ff8f00;
--md-amber-900: #ff6f00;
--md-amber-A100: #ffe57f;
--md-amber-A200: #ffd740;
--md-amber-A400: #ffc400;
--md-amber-A700: #ffab00;
--md-orange-50: #fff3e0;
--md-orange-100: #ffe0b2;
--md-orange-200: #ffcc80;
--md-orange-300: #ffb74d;
--md-orange-400: #ffa726;
--md-orange-500: #ff9800;
--md-orange-600: #fb8c00;
--md-orange-700: #f57c00;
--md-orange-800: #ef6c00;
--md-orange-900: #e65100;
--md-orange-A100: #ffd180;
--md-orange-A200: #ffab40;
--md-orange-A400: #ff9100;
--md-orange-A700: #ff6d00;
--md-deep-orange-50: #fbe9e7;
--md-deep-orange-100: #ffccbc;
--md-deep-orange-200: #ffab91;
--md-deep-orange-300: #ff8a65;
--md-deep-orange-400: #ff7043;
--md-deep-orange-500: #ff5722;
--md-deep-orange-600: #f4511e;
--md-deep-orange-700: #e64a19;
--md-deep-orange-800: #d84315;
--md-deep-orange-900: #bf360c;
--md-deep-orange-A100: #ff9e80;
--md-deep-orange-A200: #ff6e40;
--md-deep-orange-A400: #ff3d00;
--md-deep-orange-A700: #dd2c00;
--md-brown-50: #efebe9;
--md-brown-100: #d7ccc8;
--md-brown-200: #bcaaa4;
--md-brown-300: #a1887f;
--md-brown-400: #8d6e63;
--md-brown-500: #795548;
--md-brown-600: #6d4c41;
--md-brown-700: #5d4037;
--md-brown-800: #4e342e;
--md-brown-900: #3e2723;
--md-grey-50: #fafafa;
--md-grey-100: #f5f5f5;
--md-grey-200: #eee;
--md-grey-300: #e0e0e0;
--md-grey-400: #bdbdbd;
--md-grey-500: #9e9e9e;
--md-grey-600: #757575;
--md-grey-700: #616161;
--md-grey-800: #424242;
--md-grey-900: #212121;
--md-blue-grey-50: #eceff1;
--md-blue-grey-100: #cfd8dc;
--md-blue-grey-200: #b0bec5;
--md-blue-grey-300: #90a4ae;
--md-blue-grey-400: #78909c;
--md-blue-grey-500: #607d8b;
--md-blue-grey-600: #546e7a;
--md-blue-grey-700: #455a64;
--md-blue-grey-800: #37474f;
--md-blue-grey-900: #263238;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2017, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| RenderedText
|----------------------------------------------------------------------------*/
:root {
/* This is the padding value to fill the gaps between lines containing spans with background color. */
--jp-private-code-span-padding: calc(
(var(--jp-code-line-height) - 1) * var(--jp-code-font-size) / 2
);
}
.jp-RenderedText {
text-align: left;
padding-left: var(--jp-code-padding);
line-height: var(--jp-code-line-height);
font-family: var(--jp-code-font-family);
}
.jp-RenderedText pre,
.jp-RenderedJavaScript pre,
.jp-RenderedHTMLCommon pre {
color: var(--jp-content-font-color1);
font-size: var(--jp-code-font-size);
border: none;
margin: 0;
padding: 0;
}
.jp-RenderedText pre a:link {
text-decoration: none;
color: var(--jp-content-link-color);
}
.jp-RenderedText pre a:hover {
text-decoration: underline;
color: var(--jp-content-link-color);
}
.jp-RenderedText pre a:visited {
text-decoration: none;
color: var(--jp-content-link-color);
}
/* console foregrounds and backgrounds */
.jp-RenderedText pre .ansi-black-fg {
color: #3e424d;
}
.jp-RenderedText pre .ansi-red-fg {
color: #e75c58;
}
.jp-RenderedText pre .ansi-green-fg {
color: #00a250;
}
.jp-RenderedText pre .ansi-yellow-fg {
color: #ddb62b;
}
.jp-RenderedText pre .ansi-blue-fg {
color: #208ffb;
}
.jp-RenderedText pre .ansi-magenta-fg {
color: #d160c4;
}
.jp-RenderedText pre .ansi-cyan-fg {
color: #60c6c8;
}
.jp-RenderedText pre .ansi-white-fg {
color: #c5c1b4;
}
.jp-RenderedText pre .ansi-black-bg {
background-color: #3e424d;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-red-bg {
background-color: #e75c58;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-green-bg {
background-color: #00a250;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-yellow-bg {
background-color: #ddb62b;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-blue-bg {
background-color: #208ffb;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-magenta-bg {
background-color: #d160c4;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-cyan-bg {
background-color: #60c6c8;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-white-bg {
background-color: #c5c1b4;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-black-intense-fg {
color: #282c36;
}
.jp-RenderedText pre .ansi-red-intense-fg {
color: #b22b31;
}
.jp-RenderedText pre .ansi-green-intense-fg {
color: #007427;
}
.jp-RenderedText pre .ansi-yellow-intense-fg {
color: #b27d12;
}
.jp-RenderedText pre .ansi-blue-intense-fg {
color: #0065ca;
}
.jp-RenderedText pre .ansi-magenta-intense-fg {
color: #a03196;
}
.jp-RenderedText pre .ansi-cyan-intense-fg {
color: #258f8f;
}
.jp-RenderedText pre .ansi-white-intense-fg {
color: #a1a6b2;
}
.jp-RenderedText pre .ansi-black-intense-bg {
background-color: #282c36;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-red-intense-bg {
background-color: #b22b31;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-green-intense-bg {
background-color: #007427;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-yellow-intense-bg {
background-color: #b27d12;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-blue-intense-bg {
background-color: #0065ca;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-magenta-intense-bg {
background-color: #a03196;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-cyan-intense-bg {
background-color: #258f8f;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-white-intense-bg {
background-color: #a1a6b2;
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-default-inverse-fg {
color: var(--jp-ui-inverse-font-color0);
}
.jp-RenderedText pre .ansi-default-inverse-bg {
background-color: var(--jp-inverse-layout-color0);
padding: var(--jp-private-code-span-padding) 0;
}
.jp-RenderedText pre .ansi-bold {
font-weight: bold;
}
.jp-RenderedText pre .ansi-underline {
text-decoration: underline;
}
.jp-RenderedText[data-mime-type='application/vnd.jupyter.stderr'] {
background: var(--jp-rendermime-error-background);
padding-top: var(--jp-code-padding);
}
/*-----------------------------------------------------------------------------
| RenderedLatex
|----------------------------------------------------------------------------*/
.jp-RenderedLatex {
color: var(--jp-content-font-color1);
font-size: var(--jp-content-font-size1);
line-height: var(--jp-content-line-height);
}
/* Left-justify outputs.*/
.jp-OutputArea-output.jp-RenderedLatex {
padding: var(--jp-code-padding);
text-align: left;
}
/*-----------------------------------------------------------------------------
| RenderedHTML
|----------------------------------------------------------------------------*/
.jp-RenderedHTMLCommon {
color: var(--jp-content-font-color1);
font-family: var(--jp-content-font-family);
font-size: var(--jp-content-font-size1);
line-height: var(--jp-content-line-height);
/* Give a bit more R padding on Markdown text to keep line lengths reasonable */
padding-right: 20px;
}
.jp-RenderedHTMLCommon em {
font-style: italic;
}
.jp-RenderedHTMLCommon strong {
font-weight: bold;
}
.jp-RenderedHTMLCommon u {
text-decoration: underline;
}
.jp-RenderedHTMLCommon a:link {
text-decoration: none;
color: var(--jp-content-link-color);
}
.jp-RenderedHTMLCommon a:hover {
text-decoration: underline;
color: var(--jp-content-link-color);
}
.jp-RenderedHTMLCommon a:visited {
text-decoration: none;
color: var(--jp-content-link-color);
}
/* Headings */
.jp-RenderedHTMLCommon h1,
.jp-RenderedHTMLCommon h2,
.jp-RenderedHTMLCommon h3,
.jp-RenderedHTMLCommon h4,
.jp-RenderedHTMLCommon h5,
.jp-RenderedHTMLCommon h6 {
line-height: var(--jp-content-heading-line-height);
font-weight: var(--jp-content-heading-font-weight);
font-style: normal;
margin: var(--jp-content-heading-margin-top) 0
var(--jp-content-heading-margin-bottom) 0;
}
.jp-RenderedHTMLCommon h1:first-child,
.jp-RenderedHTMLCommon h2:first-child,
.jp-RenderedHTMLCommon h3:first-child,
.jp-RenderedHTMLCommon h4:first-child,
.jp-RenderedHTMLCommon h5:first-child,
.jp-RenderedHTMLCommon h6:first-child {
margin-top: calc(0.5 * var(--jp-content-heading-margin-top));
}
.jp-RenderedHTMLCommon h1:last-child,
.jp-RenderedHTMLCommon h2:last-child,
.jp-RenderedHTMLCommon h3:last-child,
.jp-RenderedHTMLCommon h4:last-child,
.jp-RenderedHTMLCommon h5:last-child,
.jp-RenderedHTMLCommon h6:last-child {
margin-bottom: calc(0.5 * var(--jp-content-heading-margin-bottom));
}
.jp-RenderedHTMLCommon h1 {
font-size: var(--jp-content-font-size5);
}
.jp-RenderedHTMLCommon h2 {
font-size: var(--jp-content-font-size4);
}
.jp-RenderedHTMLCommon h3 {
font-size: var(--jp-content-font-size3);
}
.jp-RenderedHTMLCommon h4 {
font-size: var(--jp-content-font-size2);
}
.jp-RenderedHTMLCommon h5 {
font-size: var(--jp-content-font-size1);
}
.jp-RenderedHTMLCommon h6 {
font-size: var(--jp-content-font-size0);
}
/* Lists */
/* stylelint-disable selector-max-type, selector-max-compound-selectors */
.jp-RenderedHTMLCommon ul:not(.list-inline),
.jp-RenderedHTMLCommon ol:not(.list-inline) {
padding-left: 2em;
}
.jp-RenderedHTMLCommon ul {
list-style: disc;
}
.jp-RenderedHTMLCommon ul ul {
list-style: square;
}
.jp-RenderedHTMLCommon ul ul ul {
list-style: circle;
}
.jp-RenderedHTMLCommon ol {
list-style: decimal;
}
.jp-RenderedHTMLCommon ol ol {
list-style: upper-alpha;
}
.jp-RenderedHTMLCommon ol ol ol {
list-style: lower-alpha;
}
.jp-RenderedHTMLCommon ol ol ol ol {
list-style: lower-roman;
}
.jp-RenderedHTMLCommon ol ol ol ol ol {
list-style: decimal;
}
.jp-RenderedHTMLCommon ol,
.jp-RenderedHTMLCommon ul {
margin-bottom: 1em;
}
.jp-RenderedHTMLCommon ul ul,
.jp-RenderedHTMLCommon ul ol,
.jp-RenderedHTMLCommon ol ul,
.jp-RenderedHTMLCommon ol ol {
margin-bottom: 0;
}
/* stylelint-enable selector-max-type, selector-max-compound-selectors */
.jp-RenderedHTMLCommon hr {
color: var(--jp-border-color2);
background-color: var(--jp-border-color1);
margin-top: 1em;
margin-bottom: 1em;
}
.jp-RenderedHTMLCommon > pre {
margin: 1.5em 2em;
}
.jp-RenderedHTMLCommon pre,
.jp-RenderedHTMLCommon code {
border: 0;
background-color: var(--jp-layout-color0);
color: var(--jp-content-font-color1);
font-family: var(--jp-code-font-family);
font-size: inherit;
line-height: var(--jp-code-line-height);
padding: 0;
white-space: pre-wrap;
}
.jp-RenderedHTMLCommon :not(pre) > code {
background-color: var(--jp-layout-color2);
padding: 1px 5px;
}
/* Tables */
.jp-RenderedHTMLCommon table {
border-collapse: collapse;
border-spacing: 0;
border: none;
color: var(--jp-ui-font-color1);
font-size: var(--jp-ui-font-size1);
table-layout: fixed;
margin-left: auto;
margin-bottom: 1em;
margin-right: auto;
}
.jp-RenderedHTMLCommon thead {
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
vertical-align: bottom;
}
.jp-RenderedHTMLCommon td,
.jp-RenderedHTMLCommon th,
.jp-RenderedHTMLCommon tr {
vertical-align: middle;
padding: 0.5em;
line-height: normal;
white-space: normal;
max-width: none;
border: none;
}
.jp-RenderedMarkdown.jp-RenderedHTMLCommon td,
.jp-RenderedMarkdown.jp-RenderedHTMLCommon th {
max-width: none;
}
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon td,
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon th,
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon tr {
text-align: right;
}
.jp-RenderedHTMLCommon th {
font-weight: bold;
}
.jp-RenderedHTMLCommon tbody tr:nth-child(odd) {
background: var(--jp-layout-color0);
}
.jp-RenderedHTMLCommon tbody tr:nth-child(even) {
background: var(--jp-rendermime-table-row-background);
}
.jp-RenderedHTMLCommon tbody tr:hover {
background: var(--jp-rendermime-table-row-hover-background);
}
.jp-RenderedHTMLCommon p {
text-align: left;
margin: 0;
margin-bottom: 1em;
}
.jp-RenderedHTMLCommon img {
-moz-force-broken-image-icon: 1;
}
/* Restrict to direct children as other images could be nested in other content. */
.jp-RenderedHTMLCommon > img {
display: block;
margin-left: 0;
margin-right: 0;
margin-bottom: 1em;
}
/* Change color behind transparent images if they need it... */
[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-light-background {
background-color: var(--jp-inverse-layout-color1);
}
[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-dark-background {
background-color: var(--jp-inverse-layout-color1);
}
.jp-RenderedHTMLCommon img,
.jp-RenderedImage img,
.jp-RenderedHTMLCommon svg,
.jp-RenderedSVG svg {
max-width: 100%;
height: auto;
}
.jp-RenderedHTMLCommon img.jp-mod-unconfined,
.jp-RenderedImage img.jp-mod-unconfined,
.jp-RenderedHTMLCommon svg.jp-mod-unconfined,
.jp-RenderedSVG svg.jp-mod-unconfined {
max-width: none;
}
.jp-RenderedHTMLCommon .alert {
padding: var(--jp-notebook-padding);
border: var(--jp-border-width) solid transparent;
border-radius: var(--jp-border-radius);
margin-bottom: 1em;
}
.jp-RenderedHTMLCommon .alert-info {
color: var(--jp-info-color0);
background-color: var(--jp-info-color3);
border-color: var(--jp-info-color2);
}
.jp-RenderedHTMLCommon .alert-info hr {
border-color: var(--jp-info-color3);
}
.jp-RenderedHTMLCommon .alert-info > p:last-child,
.jp-RenderedHTMLCommon .alert-info > ul:last-child {
margin-bottom: 0;
}
.jp-RenderedHTMLCommon .alert-warning {
color: var(--jp-warn-color0);
background-color: var(--jp-warn-color3);
border-color: var(--jp-warn-color2);
}
.jp-RenderedHTMLCommon .alert-warning hr {
border-color: var(--jp-warn-color3);
}
.jp-RenderedHTMLCommon .alert-warning > p:last-child,
.jp-RenderedHTMLCommon .alert-warning > ul:last-child {
margin-bottom: 0;
}
.jp-RenderedHTMLCommon .alert-success {
color: var(--jp-success-color0);
background-color: var(--jp-success-color3);
border-color: var(--jp-success-color2);
}
.jp-RenderedHTMLCommon .alert-success hr {
border-color: var(--jp-success-color3);
}
.jp-RenderedHTMLCommon .alert-success > p:last-child,
.jp-RenderedHTMLCommon .alert-success > ul:last-child {
margin-bottom: 0;
}
.jp-RenderedHTMLCommon .alert-danger {
color: var(--jp-error-color0);
background-color: var(--jp-error-color3);
border-color: var(--jp-error-color2);
}
.jp-RenderedHTMLCommon .alert-danger hr {
border-color: var(--jp-error-color3);
}
.jp-RenderedHTMLCommon .alert-danger > p:last-child,
.jp-RenderedHTMLCommon .alert-danger > ul:last-child {
margin-bottom: 0;
}
.jp-RenderedHTMLCommon blockquote {
margin: 1em 2em;
padding: 0 1em;
border-left: 5px solid var(--jp-border-color2);
}
a.jp-InternalAnchorLink {
visibility: hidden;
margin-left: 8px;
color: var(--md-blue-800);
}
h1:hover .jp-InternalAnchorLink,
h2:hover .jp-InternalAnchorLink,
h3:hover .jp-InternalAnchorLink,
h4:hover .jp-InternalAnchorLink,
h5:hover .jp-InternalAnchorLink,
h6:hover .jp-InternalAnchorLink {
visibility: visible;
}
.jp-RenderedHTMLCommon kbd {
background-color: var(--jp-rendermime-table-row-background);
border: 1px solid var(--jp-border-color0);
border-bottom-color: var(--jp-border-color2);
border-radius: 3px;
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);
display: inline-block;
font-size: var(--jp-ui-font-size0);
line-height: 1em;
padding: 0.2em 0.5em;
}
/* Most direct children of .jp-RenderedHTMLCommon have a margin-bottom of 1.0.
* At the bottom of cells this is a bit too much as there is also spacing
* between cells. Going all the way to 0 gets too tight between markdown and
* code cells.
*/
.jp-RenderedHTMLCommon > *:last-child {
margin-bottom: 0.5em;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
| Distributed under the terms of the BSD 3-Clause License.
|
| The full license is in the file LICENSE, distributed with this software.
|----------------------------------------------------------------------------*/
.lm-cursor-backdrop {
position: fixed;
width: 200px;
height: 200px;
margin-top: -100px;
margin-left: -100px;
will-change: transform;
z-index: 100;
}
.lm-mod-drag-image {
will-change: transform;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.jp-lineFormSearch {
padding: 4px 12px;
background-color: var(--jp-layout-color2);
box-shadow: var(--jp-toolbar-box-shadow);
z-index: 2;
font-size: var(--jp-ui-font-size1);
}
.jp-lineFormCaption {
font-size: var(--jp-ui-font-size0);
line-height: var(--jp-ui-font-size1);
margin-top: 4px;
color: var(--jp-ui-font-color0);
}
.jp-baseLineForm {
border: none;
border-radius: 0;
position: absolute;
background-size: 16px;
background-repeat: no-repeat;
background-position: center;
outline: none;
}
.jp-lineFormButtonContainer {
top: 4px;
right: 8px;
height: 24px;
padding: 0 12px;
width: 12px;
}
.jp-lineFormButtonIcon {
top: 0;
right: 0;
background-color: var(--jp-brand-color1);
height: 100%;
width: 100%;
box-sizing: border-box;
padding: 4px 6px;
}
.jp-lineFormButton {
top: 0;
right: 0;
background-color: transparent;
height: 100%;
width: 100%;
box-sizing: border-box;
}
.jp-lineFormWrapper {
overflow: hidden;
padding: 0 8px;
border: 1px solid var(--jp-border-color0);
background-color: var(--jp-input-active-background);
height: 22px;
}
.jp-lineFormWrapperFocusWithin {
border: var(--jp-border-width) solid var(--md-blue-500);
box-shadow: inset 0 0 4px var(--md-blue-300);
}
.jp-lineFormInput {
background: transparent;
width: 200px;
height: 100%;
border: none;
outline: none;
color: var(--jp-ui-font-color0);
line-height: 28px;
}
/*-----------------------------------------------------------------------------
| Copyright (c) 2014-2016, Jupyter Development Team.
|
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-JSONEditor {
display: flex;
flex-direction: column;
width: 100%;
}
.jp-JSONEditor-host {
flex: 1 1 auto;
border: var(--jp-border-width) solid var(--jp-input-border-color);
border-radius: 0;
background: var(--jp-layout-color0);
min-height: 50px;
padding: 1px;
}
.jp-JSONEditor.jp-mod-error .jp-JSONEditor-host {
border-color: red;
outline-color: red;
}
.jp-JSONEditor-header {
display: flex;
flex: 1 0 auto;
padding: 0 0 0 12px;
}
.jp-JSONEditor-header label {
flex: 0 0 auto;
}
.jp-JSONEditor-commitButton {
height: 16px;
width: 16px;
background-size: 18px;
background-repeat: no-repeat;
background-position: center;
}
.jp-JSONEditor-host.jp-mod-focused {
background-color: var(--jp-input-active-background);
border: 1px solid var(--jp-input-active-border-color);
box-shadow: var(--jp-input-box-shadow);
}
.jp-Editor.jp-mod-dropTarget {
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
box-shadow: var(--jp-input-box-shadow);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-DocumentSearch-input {
border: none;
outline: none;
color: var(--jp-ui-font-color0);
font-size: var(--jp-ui-font-size1);
background-color: var(--jp-layout-color0);
font-family: var(--jp-ui-font-family);
padding: 2px 1px;
resize: none;
}
.jp-DocumentSearch-overlay {
position: absolute;
background-color: var(--jp-toolbar-background);
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
border-left: var(--jp-border-width) solid var(--jp-toolbar-border-color);
top: 0;
right: 0;
z-index: 7;
min-width: 405px;
padding: 2px;
font-size: var(--jp-ui-font-size1);
--jp-private-document-search-button-height: 20px;
}
.jp-DocumentSearch-overlay button {
background-color: var(--jp-toolbar-background);
outline: 0;
}
.jp-DocumentSearch-overlay button:hover {
background-color: var(--jp-layout-color2);
}
.jp-DocumentSearch-overlay button:active {
background-color: var(--jp-layout-color3);
}
.jp-DocumentSearch-overlay-row {
display: flex;
align-items: center;
margin-bottom: 2px;
}
.jp-DocumentSearch-button-content {
display: inline-block;
cursor: pointer;
box-sizing: border-box;
width: 100%;
height: 100%;
}
.jp-DocumentSearch-button-content svg {
width: 100%;
height: 100%;
}
.jp-DocumentSearch-input-wrapper {
border: var(--jp-border-width) solid var(--jp-border-color0);
display: flex;
background-color: var(--jp-layout-color0);
margin: 2px;
}
.jp-DocumentSearch-input-wrapper:focus-within {
border-color: var(--jp-cell-editor-active-border-color);
}
.jp-DocumentSearch-toggle-wrapper,
.jp-DocumentSearch-button-wrapper {
all: initial;
overflow: hidden;
display: inline-block;
border: none;
box-sizing: border-box;
}
.jp-DocumentSearch-toggle-wrapper {
width: 14px;
height: 14px;
}
.jp-DocumentSearch-button-wrapper {
width: var(--jp-private-document-search-button-height);
height: var(--jp-private-document-search-button-height);
}
.jp-DocumentSearch-toggle-wrapper:focus,
.jp-DocumentSearch-button-wrapper:focus {
outline: var(--jp-border-width) solid
var(--jp-cell-editor-active-border-color);
outline-offset: -1px;
}
.jp-DocumentSearch-toggle-wrapper,
.jp-DocumentSearch-button-wrapper,
.jp-DocumentSearch-button-content:focus {
outline: none;
}
.jp-DocumentSearch-toggle-placeholder {
width: 5px;
}
.jp-DocumentSearch-input-button::before {
display: block;
padding-top: 100%;
}
.jp-DocumentSearch-input-button-off {
opacity: var(--jp-search-toggle-off-opacity);
}
.jp-DocumentSearch-input-button-off:hover {
opacity: var(--jp-search-toggle-hover-opacity);
}
.jp-DocumentSearch-input-button-on {
opacity: var(--jp-search-toggle-on-opacity);
}
.jp-DocumentSearch-index-counter {
padding-left: 10px;
padding-right: 10px;
user-select: none;
min-width: 35px;
display: inline-block;
}
.jp-DocumentSearch-up-down-wrapper {
display: inline-block;
padding-right: 2px;
margin-left: auto;
white-space: nowrap;
}
.jp-DocumentSearch-spacer {
margin-left: auto;
}
.jp-DocumentSearch-up-down-wrapper button {
outline: 0;
border: none;
width: var(--jp-private-document-search-button-height);
height: var(--jp-private-document-search-button-height);
vertical-align: middle;
margin: 1px 5px 2px;
}
.jp-DocumentSearch-up-down-button:hover {
background-color: var(--jp-layout-color2);
}
.jp-DocumentSearch-up-down-button:active {
background-color: var(--jp-layout-color3);
}
.jp-DocumentSearch-filter-button {
border-radius: var(--jp-border-radius);
}
.jp-DocumentSearch-filter-button:hover {
background-color: var(--jp-layout-color2);
}
.jp-DocumentSearch-filter-button-enabled {
background-color: var(--jp-layout-color2);
}
.jp-DocumentSearch-filter-button-enabled:hover {
background-color: var(--jp-layout-color3);
}
.jp-DocumentSearch-search-options {
padding: 0 8px;
margin-left: 3px;
width: 100%;
display: grid;
justify-content: start;
grid-template-columns: 1fr 1fr;
align-items: center;
justify-items: stretch;
}
.jp-DocumentSearch-search-filter-disabled {
color: var(--jp-ui-font-color2);
}
.jp-DocumentSearch-search-filter {
display: flex;
align-items: center;
user-select: none;
}
.jp-DocumentSearch-regex-error {
color: var(--jp-error-color0);
}
.jp-DocumentSearch-replace-button-wrapper {
overflow: hidden;
display: inline-block;
box-sizing: border-box;
border: var(--jp-border-width) solid var(--jp-border-color0);
margin: auto 2px;
padding: 1px 4px;
height: calc(var(--jp-private-document-search-button-height) + 2px);
}
.jp-DocumentSearch-replace-button-wrapper:focus {
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
}
.jp-DocumentSearch-replace-button {
display: inline-block;
text-align: center;
cursor: pointer;
box-sizing: border-box;
color: var(--jp-ui-font-color1);
/* height - 2 * (padding of wrapper) */
line-height: calc(var(--jp-private-document-search-button-height) - 2px);
width: 100%;
height: 100%;
}
.jp-DocumentSearch-replace-button:focus {
outline: none;
}
.jp-DocumentSearch-replace-wrapper-class {
margin-left: 14px;
display: flex;
}
.jp-DocumentSearch-replace-toggle {
border: none;
background-color: var(--jp-toolbar-background);
border-radius: var(--jp-border-radius);
}
.jp-DocumentSearch-replace-toggle:hover {
background-color: var(--jp-layout-color2);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.cm-editor {
line-height: var(--jp-code-line-height);
font-size: var(--jp-code-font-size);
font-family: var(--jp-code-font-family);
border: 0;
border-radius: 0;
height: auto;
/* Changed to auto to autogrow */
}
.cm-editor pre {
padding: 0 var(--jp-code-padding);
}
.jp-CodeMirrorEditor[data-type='inline'] .cm-dialog {
background-color: var(--jp-layout-color0);
color: var(--jp-content-font-color1);
}
.jp-CodeMirrorEditor {
cursor: text;
}
/* When zoomed out 67% and 33% on a screen of 1440 width x 900 height */
@media screen and (min-width: 2138px) and (max-width: 4319px) {
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
border-left: var(--jp-code-cursor-width1) solid
var(--jp-editor-cursor-color);
}
}
/* When zoomed out less than 33% */
@media screen and (min-width: 4320px) {
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
border-left: var(--jp-code-cursor-width2) solid
var(--jp-editor-cursor-color);
}
}
.cm-editor.jp-mod-readOnly .cm-cursor {
display: none;
}
.jp-CollaboratorCursor {
border-left: 5px solid transparent;
border-right: 5px solid transparent;
border-top: none;
border-bottom: 3px solid;
background-clip: content-box;
margin-left: -5px;
margin-right: -5px;
}
.cm-searching,
.cm-searching span {
/* `.cm-searching span`: we need to override syntax highlighting */
background-color: var(--jp-search-unselected-match-background-color);
color: var(--jp-search-unselected-match-color);
}
.cm-searching::selection,
.cm-searching span::selection {
background-color: var(--jp-search-unselected-match-background-color);
color: var(--jp-search-unselected-match-color);
}
.jp-current-match > .cm-searching,
.jp-current-match > .cm-searching span,
.cm-searching > .jp-current-match,
.cm-searching > .jp-current-match span {
background-color: var(--jp-search-selected-match-background-color);
color: var(--jp-search-selected-match-color);
}
.jp-current-match > .cm-searching::selection,
.cm-searching > .jp-current-match::selection,
.jp-current-match > .cm-searching span::selection {
background-color: var(--jp-search-selected-match-background-color);
color: var(--jp-search-selected-match-color);
}
.cm-trailingspace {
background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAgAAAAFCAYAAAB4ka1VAAAAsElEQVQIHQGlAFr/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7+r3zKmT0/+pk9P/7+r3zAAAAAAAAAAABAAAAAAAAAAA6OPzM+/q9wAAAAAA6OPzMwAAAAAAAAAAAgAAAAAAAAAAGR8NiRQaCgAZIA0AGR8NiQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQyoYJ/SY80UAAAAASUVORK5CYII=);
background-position: center left;
background-repeat: repeat-x;
}
.jp-CollaboratorCursor-hover {
position: absolute;
z-index: 1;
transform: translateX(-50%);
color: white;
border-radius: 3px;
padding-left: 4px;
padding-right: 4px;
padding-top: 1px;
padding-bottom: 1px;
text-align: center;
font-size: var(--jp-ui-font-size1);
white-space: nowrap;
}
.jp-CodeMirror-ruler {
border-left: 1px dashed var(--jp-border-color2);
}
/* Styles for shared cursors (remote cursor locations and selected ranges) */
.jp-CodeMirrorEditor .cm-ySelectionCaret {
position: relative;
border-left: 1px solid black;
margin-left: -1px;
margin-right: -1px;
box-sizing: border-box;
}
.jp-CodeMirrorEditor .cm-ySelectionCaret > .cm-ySelectionInfo {
white-space: nowrap;
position: absolute;
top: -1.15em;
padding-bottom: 0.05em;
left: -1px;
font-size: 0.95em;
font-family: var(--jp-ui-font-family);
font-weight: bold;
line-height: normal;
user-select: none;
color: white;
padding-left: 2px;
padding-right: 2px;
z-index: 101;
transition: opacity 0.3s ease-in-out;
}
.jp-CodeMirrorEditor .cm-ySelectionInfo {
transition-delay: 0.7s;
opacity: 0;
}
.jp-CodeMirrorEditor .cm-ySelectionCaret:hover > .cm-ySelectionInfo {
opacity: 1;
transition-delay: 0s;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-MimeDocument {
outline: none;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Variables
|----------------------------------------------------------------------------*/
:root {
--jp-private-filebrowser-button-height: 28px;
--jp-private-filebrowser-button-width: 48px;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-FileBrowser .jp-SidePanel-content {
display: flex;
flex-direction: column;
}
.jp-FileBrowser-toolbar.jp-Toolbar {
flex-wrap: wrap;
row-gap: 12px;
border-bottom: none;
height: auto;
margin: 8px 12px 0;
box-shadow: none;
padding: 0;
justify-content: flex-start;
}
.jp-FileBrowser-Panel {
flex: 1 1 auto;
display: flex;
flex-direction: column;
}
.jp-BreadCrumbs {
flex: 0 0 auto;
margin: 8px 12px;
}
.jp-BreadCrumbs-item {
margin: 0 2px;
padding: 0 2px;
border-radius: var(--jp-border-radius);
cursor: pointer;
}
.jp-BreadCrumbs-item:hover {
background-color: var(--jp-layout-color2);
}
.jp-BreadCrumbs-item:first-child {
margin-left: 0;
}
.jp-BreadCrumbs-item.jp-mod-dropTarget {
background-color: var(--jp-brand-color2);
opacity: 0.7;
}
/*-----------------------------------------------------------------------------
| Buttons
|----------------------------------------------------------------------------*/
.jp-FileBrowser-toolbar > .jp-Toolbar-item {
flex: 0 0 auto;
padding-left: 0;
padding-right: 2px;
align-items: center;
height: unset;
}
.jp-FileBrowser-toolbar > .jp-Toolbar-item .jp-ToolbarButtonComponent {
width: 40px;
}
/*-----------------------------------------------------------------------------
| Other styles
|----------------------------------------------------------------------------*/
.jp-FileDialog.jp-mod-conflict input {
color: var(--jp-error-color1);
}
.jp-FileDialog .jp-new-name-title {
margin-top: 12px;
}
.jp-LastModified-hidden {
display: none;
}
.jp-FileSize-hidden {
display: none;
}
.jp-FileBrowser .lm-AccordionPanel > h3:first-child {
display: none;
}
/*-----------------------------------------------------------------------------
| DirListing
|----------------------------------------------------------------------------*/
.jp-DirListing {
flex: 1 1 auto;
display: flex;
flex-direction: column;
outline: 0;
}
.jp-DirListing-header {
flex: 0 0 auto;
display: flex;
flex-direction: row;
align-items: center;
overflow: hidden;
border-top: var(--jp-border-width) solid var(--jp-border-color2);
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
box-shadow: var(--jp-toolbar-box-shadow);
z-index: 2;
}
.jp-DirListing-headerItem {
padding: 4px 12px 2px;
font-weight: 500;
}
.jp-DirListing-headerItem:hover {
background: var(--jp-layout-color2);
}
.jp-DirListing-headerItem.jp-id-name {
flex: 1 0 84px;
}
.jp-DirListing-headerItem.jp-id-modified {
flex: 0 0 112px;
border-left: var(--jp-border-width) solid var(--jp-border-color2);
text-align: right;
}
.jp-DirListing-headerItem.jp-id-filesize {
flex: 0 0 75px;
border-left: var(--jp-border-width) solid var(--jp-border-color2);
text-align: right;
}
.jp-id-narrow {
display: none;
flex: 0 0 5px;
padding: 4px;
border-left: var(--jp-border-width) solid var(--jp-border-color2);
text-align: right;
color: var(--jp-border-color2);
}
.jp-DirListing-narrow .jp-id-narrow {
display: block;
}
.jp-DirListing-narrow .jp-id-modified,
.jp-DirListing-narrow .jp-DirListing-itemModified {
display: none;
}
.jp-DirListing-headerItem.jp-mod-selected {
font-weight: 600;
}
/* increase specificity to override bundled default */
.jp-DirListing-content {
flex: 1 1 auto;
margin: 0;
padding: 0;
list-style-type: none;
overflow: auto;
background-color: var(--jp-layout-color1);
}
.jp-DirListing-content mark {
color: var(--jp-ui-font-color0);
background-color: transparent;
font-weight: bold;
}
.jp-DirListing-content .jp-DirListing-item.jp-mod-selected mark {
color: var(--jp-ui-inverse-font-color0);
}
/* Style the directory listing content when a user drops a file to upload */
.jp-DirListing.jp-mod-native-drop .jp-DirListing-content {
outline: 5px dashed rgba(128, 128, 128, 0.5);
outline-offset: -10px;
cursor: copy;
}
.jp-DirListing-item {
display: flex;
flex-direction: row;
align-items: center;
padding: 4px 12px;
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.jp-DirListing-checkboxWrapper {
/* Increases hit area of checkbox. */
padding: 4px;
}
.jp-DirListing-header
.jp-DirListing-checkboxWrapper
+ .jp-DirListing-headerItem {
padding-left: 4px;
}
.jp-DirListing-content .jp-DirListing-checkboxWrapper {
position: relative;
left: -4px;
margin: -4px 0 -4px -8px;
}
.jp-DirListing-checkboxWrapper.jp-mod-visible {
visibility: visible;
}
/* For devices that support hovering, hide checkboxes until hovered, selected...
*/
@media (hover: hover) {
.jp-DirListing-checkboxWrapper {
visibility: hidden;
}
.jp-DirListing-item:hover .jp-DirListing-checkboxWrapper,
.jp-DirListing-item.jp-mod-selected .jp-DirListing-checkboxWrapper {
visibility: visible;
}
}
.jp-DirListing-item[data-is-dot] {
opacity: 75%;
}
.jp-DirListing-item.jp-mod-selected {
color: var(--jp-ui-inverse-font-color1);
background: var(--jp-brand-color1);
}
.jp-DirListing-item.jp-mod-dropTarget {
background: var(--jp-brand-color3);
}
.jp-DirListing-item:hover:not(.jp-mod-selected) {
background: var(--jp-layout-color2);
}
.jp-DirListing-itemIcon {
flex: 0 0 20px;
margin-right: 4px;
}
.jp-DirListing-itemText {
flex: 1 0 64px;
white-space: nowrap;
overflow: hidden;
text-overflow: ellipsis;
user-select: none;
}
.jp-DirListing-itemText:focus {
outline-width: 2px;
outline-color: var(--jp-inverse-layout-color1);
outline-style: solid;
outline-offset: 1px;
}
.jp-DirListing-item.jp-mod-selected .jp-DirListing-itemText:focus {
outline-color: var(--jp-layout-color1);
}
.jp-DirListing-itemModified {
flex: 0 0 125px;
text-align: right;
}
.jp-DirListing-itemFileSize {
flex: 0 0 90px;
text-align: right;
}
.jp-DirListing-editor {
flex: 1 0 64px;
outline: none;
border: none;
color: var(--jp-ui-font-color1);
background-color: var(--jp-layout-color1);
}
.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon::before {
color: var(--jp-success-color1);
content: '\25CF';
font-size: 8px;
position: absolute;
left: -8px;
}
.jp-DirListing-item.jp-mod-running.jp-mod-selected
.jp-DirListing-itemIcon::before {
color: var(--jp-ui-inverse-font-color1);
}
.jp-DirListing-item.lm-mod-drag-image,
.jp-DirListing-item.jp-mod-selected.lm-mod-drag-image {
font-size: var(--jp-ui-font-size1);
padding-left: 4px;
margin-left: 4px;
width: 160px;
background-color: var(--jp-ui-inverse-font-color2);
box-shadow: var(--jp-elevation-z2);
border-radius: 0;
color: var(--jp-ui-font-color1);
transform: translateX(-40%) translateY(-58%);
}
.jp-Document {
min-width: 120px;
min-height: 120px;
outline: none;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Main OutputArea
| OutputArea has a list of Outputs
|----------------------------------------------------------------------------*/
.jp-OutputArea {
overflow-y: auto;
}
.jp-OutputArea-child {
display: table;
table-layout: fixed;
width: 100%;
overflow: hidden;
}
.jp-OutputPrompt {
width: var(--jp-cell-prompt-width);
color: var(--jp-cell-outprompt-font-color);
font-family: var(--jp-cell-prompt-font-family);
padding: var(--jp-code-padding);
letter-spacing: var(--jp-cell-prompt-letter-spacing);
line-height: var(--jp-code-line-height);
font-size: var(--jp-code-font-size);
border: var(--jp-border-width) solid transparent;
opacity: var(--jp-cell-prompt-opacity);
/* Right align prompt text, don't wrap to handle large prompt numbers */
text-align: right;
white-space: nowrap;
overflow: hidden;
text-overflow: ellipsis;
/* Disable text selection */
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.jp-OutputArea-prompt {
display: table-cell;
vertical-align: top;
}
.jp-OutputArea-output {
display: table-cell;
width: 100%;
height: auto;
overflow: auto;
user-select: text;
-moz-user-select: text;
-webkit-user-select: text;
-ms-user-select: text;
}
.jp-OutputArea .jp-RenderedText {
padding-left: 1ch;
}
/**
* Prompt overlay.
*/
.jp-OutputArea-promptOverlay {
position: absolute;
top: 0;
width: var(--jp-cell-prompt-width);
height: 100%;
opacity: 0.5;
}
.jp-OutputArea-promptOverlay:hover {
background: var(--jp-layout-color2);
box-shadow: inset 0 0 1px var(--jp-inverse-layout-color0);
cursor: zoom-out;
}
.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay:hover {
cursor: zoom-in;
}
/**
* Isolated output.
*/
.jp-OutputArea-output.jp-mod-isolated {
width: 100%;
display: block;
}
/*
When drag events occur, `lm-mod-override-cursor` is added to the body.
Because iframes steal all cursor events, the following two rules are necessary
to suppress pointer events while resize drags are occurring. There may be a
better solution to this problem.
*/
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated {
position: relative;
}
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated::before {
content: '';
position: absolute;
top: 0;
left: 0;
right: 0;
bottom: 0;
background: transparent;
}
/* pre */
.jp-OutputArea-output pre {
border: none;
margin: 0;
padding: 0;
overflow-x: auto;
overflow-y: auto;
word-break: break-all;
word-wrap: break-word;
white-space: pre-wrap;
}
/* tables */
.jp-OutputArea-output.jp-RenderedHTMLCommon table {
margin-left: 0;
margin-right: 0;
}
/* description lists */
.jp-OutputArea-output dl,
.jp-OutputArea-output dt,
.jp-OutputArea-output dd {
display: block;
}
.jp-OutputArea-output dl {
width: 100%;
overflow: hidden;
padding: 0;
margin: 0;
}
.jp-OutputArea-output dt {
font-weight: bold;
float: left;
width: 20%;
padding: 0;
margin: 0;
}
.jp-OutputArea-output dd {
float: left;
width: 80%;
padding: 0;
margin: 0;
}
.jp-TrimmedOutputs pre {
background: var(--jp-layout-color3);
font-size: calc(var(--jp-code-font-size) * 1.4);
text-align: center;
text-transform: uppercase;
}
/* Hide the gutter in case of
* - nested output areas (e.g. in the case of output widgets)
* - mirrored output areas
*/
.jp-OutputArea .jp-OutputArea .jp-OutputArea-prompt {
display: none;
}
/* Hide empty lines in the output area, for instance due to cleared widgets */
.jp-OutputArea-prompt:empty {
padding: 0;
border: 0;
}
/*-----------------------------------------------------------------------------
| executeResult is added to any Output-result for the display of the object
| returned by a cell
|----------------------------------------------------------------------------*/
.jp-OutputArea-output.jp-OutputArea-executeResult {
margin-left: 0;
width: 100%;
}
/* Text output with the Out[] prompt needs a top padding to match the
* alignment of the Out[] prompt itself.
*/
.jp-OutputArea-executeResult .jp-RenderedText.jp-OutputArea-output {
padding-top: var(--jp-code-padding);
border-top: var(--jp-border-width) solid transparent;
}
/*-----------------------------------------------------------------------------
| The Stdin output
|----------------------------------------------------------------------------*/
.jp-Stdin-prompt {
color: var(--jp-content-font-color0);
padding-right: var(--jp-code-padding);
vertical-align: baseline;
flex: 0 0 auto;
}
.jp-Stdin-input {
font-family: var(--jp-code-font-family);
font-size: inherit;
color: inherit;
background-color: inherit;
width: 42%;
min-width: 200px;
/* make sure input baseline aligns with prompt */
vertical-align: baseline;
/* padding + margin = 0.5em between prompt and cursor */
padding: 0 0.25em;
margin: 0 0.25em;
flex: 0 0 70%;
}
.jp-Stdin-input::placeholder {
opacity: 0;
}
.jp-Stdin-input:focus {
box-shadow: none;
}
.jp-Stdin-input:focus::placeholder {
opacity: 1;
}
/*-----------------------------------------------------------------------------
| Output Area View
|----------------------------------------------------------------------------*/
.jp-LinkedOutputView .jp-OutputArea {
height: 100%;
display: block;
}
.jp-LinkedOutputView .jp-OutputArea-output:only-child {
height: 100%;
}
/*-----------------------------------------------------------------------------
| Printing
|----------------------------------------------------------------------------*/
@media print {
.jp-OutputArea-child {
break-inside: avoid-page;
}
}
/*-----------------------------------------------------------------------------
| Mobile
|----------------------------------------------------------------------------*/
@media only screen and (max-width: 760px) {
.jp-OutputPrompt {
display: table-row;
text-align: left;
}
.jp-OutputArea-child .jp-OutputArea-output {
display: table-row;
margin-left: var(--jp-notebook-padding);
}
}
/* Trimmed outputs warning */
.jp-TrimmedOutputs > a {
margin: 10px;
text-decoration: none;
cursor: pointer;
}
.jp-TrimmedOutputs > a:hover {
text-decoration: none;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Table of Contents
|----------------------------------------------------------------------------*/
:root {
--jp-private-toc-active-width: 4px;
}
.jp-TableOfContents {
display: flex;
flex-direction: column;
background: var(--jp-layout-color1);
color: var(--jp-ui-font-color1);
font-size: var(--jp-ui-font-size1);
height: 100%;
}
.jp-TableOfContents-placeholder {
text-align: center;
}
.jp-TableOfContents-placeholderContent {
color: var(--jp-content-font-color2);
padding: 8px;
}
.jp-TableOfContents-placeholderContent > h3 {
margin-bottom: var(--jp-content-heading-margin-bottom);
}
.jp-TableOfContents .jp-SidePanel-content {
overflow-y: auto;
}
.jp-TableOfContents-tree {
margin: 4px;
}
.jp-TableOfContents ol {
list-style-type: none;
}
/* stylelint-disable-next-line selector-max-type */
.jp-TableOfContents li > ol {
/* Align left border with triangle icon center */
padding-left: 11px;
}
.jp-TableOfContents-content {
/* left margin for the active heading indicator */
margin: 0 0 0 var(--jp-private-toc-active-width);
padding: 0;
background-color: var(--jp-layout-color1);
}
.jp-tocItem {
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
.jp-tocItem-heading {
display: flex;
cursor: pointer;
}
.jp-tocItem-heading:hover {
background-color: var(--jp-layout-color2);
}
.jp-tocItem-content {
display: block;
padding: 4px 0;
white-space: nowrap;
text-overflow: ellipsis;
overflow-x: hidden;
}
.jp-tocItem-collapser {
height: 20px;
margin: 2px 2px 0;
padding: 0;
background: none;
border: none;
cursor: pointer;
}
.jp-tocItem-collapser:hover {
background-color: var(--jp-layout-color3);
}
/* Active heading indicator */
.jp-tocItem-heading::before {
content: ' ';
background: transparent;
width: var(--jp-private-toc-active-width);
height: 24px;
position: absolute;
left: 0;
border-radius: var(--jp-border-radius);
}
.jp-tocItem-heading.jp-tocItem-active::before {
background-color: var(--jp-brand-color1);
}
.jp-tocItem-heading:hover.jp-tocItem-active::before {
background: var(--jp-brand-color0);
opacity: 1;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
.jp-Collapser {
flex: 0 0 var(--jp-cell-collapser-width);
padding: 0;
margin: 0;
border: none;
outline: none;
background: transparent;
border-radius: var(--jp-border-radius);
opacity: 1;
}
.jp-Collapser-child {
display: block;
width: 100%;
box-sizing: border-box;
/* height: 100% doesn't work because the height of its parent is computed from content */
position: absolute;
top: 0;
bottom: 0;
}
/*-----------------------------------------------------------------------------
| Printing
|----------------------------------------------------------------------------*/
/*
Hiding collapsers in print mode.
Note: input and output wrappers have "display: block" propery in print mode.
*/
@media print {
.jp-Collapser {
display: none;
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Header/Footer
|----------------------------------------------------------------------------*/
/* Hidden by zero height by default */
.jp-CellHeader,
.jp-CellFooter {
height: 0;
width: 100%;
padding: 0;
margin: 0;
border: none;
outline: none;
background: transparent;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Input
|----------------------------------------------------------------------------*/
/* All input areas */
.jp-InputArea {
display: table;
table-layout: fixed;
width: 100%;
overflow: hidden;
}
.jp-InputArea-editor {
display: table-cell;
overflow: hidden;
vertical-align: top;
/* This is the non-active, default styling */
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
border-radius: 0;
background: var(--jp-cell-editor-background);
}
.jp-InputPrompt {
display: table-cell;
vertical-align: top;
width: var(--jp-cell-prompt-width);
color: var(--jp-cell-inprompt-font-color);
font-family: var(--jp-cell-prompt-font-family);
padding: var(--jp-code-padding);
letter-spacing: var(--jp-cell-prompt-letter-spacing);
opacity: var(--jp-cell-prompt-opacity);
line-height: var(--jp-code-line-height);
font-size: var(--jp-code-font-size);
border: var(--jp-border-width) solid transparent;
/* Right align prompt text, don't wrap to handle large prompt numbers */
text-align: right;
white-space: nowrap;
overflow: hidden;
text-overflow: ellipsis;
/* Disable text selection */
-webkit-user-select: none;
-moz-user-select: none;
-ms-user-select: none;
user-select: none;
}
/*-----------------------------------------------------------------------------
| Mobile
|----------------------------------------------------------------------------*/
@media only screen and (max-width: 760px) {
.jp-InputArea-editor {
display: table-row;
margin-left: var(--jp-notebook-padding);
}
.jp-InputPrompt {
display: table-row;
text-align: left;
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Placeholder
|----------------------------------------------------------------------------*/
.jp-Placeholder {
display: table;
table-layout: fixed;
width: 100%;
}
.jp-Placeholder-prompt {
display: table-cell;
box-sizing: border-box;
}
.jp-Placeholder-content {
display: table-cell;
padding: 4px 6px;
border: 1px solid transparent;
border-radius: 0;
background: none;
box-sizing: border-box;
cursor: pointer;
}
.jp-Placeholder-contentContainer {
display: flex;
}
.jp-Placeholder-content:hover,
.jp-InputPlaceholder > .jp-Placeholder-content:hover {
border-color: var(--jp-layout-color3);
}
.jp-Placeholder-content .jp-MoreHorizIcon {
width: 32px;
height: 16px;
border: 1px solid transparent;
border-radius: var(--jp-border-radius);
}
.jp-Placeholder-content .jp-MoreHorizIcon:hover {
border: 1px solid var(--jp-border-color1);
box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.25);
background-color: var(--jp-layout-color0);
}
.jp-PlaceholderText {
white-space: nowrap;
overflow-x: hidden;
color: var(--jp-inverse-layout-color3);
font-family: var(--jp-code-font-family);
}
.jp-InputPlaceholder > .jp-Placeholder-content {
border-color: var(--jp-cell-editor-border-color);
background: var(--jp-cell-editor-background);
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Private CSS variables
|----------------------------------------------------------------------------*/
:root {
--jp-private-cell-scrolling-output-offset: 5px;
}
/*-----------------------------------------------------------------------------
| Cell
|----------------------------------------------------------------------------*/
.jp-Cell {
padding: var(--jp-cell-padding);
margin: 0;
border: none;
outline: none;
background: transparent;
}
/*-----------------------------------------------------------------------------
| Common input/output
|----------------------------------------------------------------------------*/
.jp-Cell-inputWrapper,
.jp-Cell-outputWrapper {
display: flex;
flex-direction: row;
padding: 0;
margin: 0;
/* Added to reveal the box-shadow on the input and output collapsers. */
overflow: visible;
}
/* Only input/output areas inside cells */
.jp-Cell-inputArea,
.jp-Cell-outputArea {
flex: 1 1 auto;
}
/*-----------------------------------------------------------------------------
| Collapser
|----------------------------------------------------------------------------*/
/* Make the output collapser disappear when there is not output, but do so
* in a manner that leaves it in the layout and preserves its width.
*/
.jp-Cell.jp-mod-noOutputs .jp-Cell-outputCollapser {
border: none !important;
background: transparent !important;
}
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputCollapser {
min-height: var(--jp-cell-collapser-min-height);
}
/*-----------------------------------------------------------------------------
| Output
|----------------------------------------------------------------------------*/
/* Put a space between input and output when there IS output */
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputWrapper {
margin-top: 5px;
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {
overflow-y: auto;
max-height: 24em;
margin-left: var(--jp-private-cell-scrolling-output-offset);
resize: vertical;
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea[style*='height'] {
max-height: unset;
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea::after {
content: ' ';
box-shadow: inset 0 0 6px 2px rgb(0 0 0 / 30%);
width: 100%;
height: 100%;
position: sticky;
bottom: 0;
top: 0;
margin-top: -50%;
float: left;
display: block;
pointer-events: none;
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-child {
padding-top: 6px;
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {
width: calc(
var(--jp-cell-prompt-width) - var(--jp-private-cell-scrolling-output-offset)
);
}
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay {
left: calc(-1 * var(--jp-private-cell-scrolling-output-offset));
}
/*-----------------------------------------------------------------------------
| CodeCell
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| MarkdownCell
|----------------------------------------------------------------------------*/
.jp-MarkdownOutput {
display: table-cell;
width: 100%;
margin-top: 0;
margin-bottom: 0;
padding-left: var(--jp-code-padding);
}
.jp-MarkdownOutput.jp-RenderedHTMLCommon {
overflow: auto;
}
/* collapseHeadingButton (show always if hiddenCellsButton is _not_ shown) */
.jp-collapseHeadingButton {
display: flex;
min-height: var(--jp-cell-collapser-min-height);
font-size: var(--jp-code-font-size);
position: absolute;
background-color: transparent;
background-size: 25px;
background-repeat: no-repeat;
background-position-x: center;
background-position-y: top;
background-image: var(--jp-icon-caret-down);
right: 0;
top: 0;
bottom: 0;
}
.jp-collapseHeadingButton.jp-mod-collapsed {
background-image: var(--jp-icon-caret-right);
}
/*
set the container font size to match that of content
so that the nested collapse buttons have the right size
*/
.jp-MarkdownCell .jp-InputPrompt {
font-size: var(--jp-content-font-size1);
}
/*
Align collapseHeadingButton with cell top header
The font sizes are identical to the ones in packages/rendermime/style/base.css
*/
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='1'] {
font-size: var(--jp-content-font-size5);
background-position-y: calc(0.3 * var(--jp-content-font-size5));
}
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='2'] {
font-size: var(--jp-content-font-size4);
background-position-y: calc(0.3 * var(--jp-content-font-size4));
}
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='3'] {
font-size: var(--jp-content-font-size3);
background-position-y: calc(0.3 * var(--jp-content-font-size3));
}
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='4'] {
font-size: var(--jp-content-font-size2);
background-position-y: calc(0.3 * var(--jp-content-font-size2));
}
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='5'] {
font-size: var(--jp-content-font-size1);
background-position-y: top;
}
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='6'] {
font-size: var(--jp-content-font-size0);
background-position-y: top;
}
/* collapseHeadingButton (show only on (hover,active) if hiddenCellsButton is shown) */
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-collapseHeadingButton {
display: none;
}
.jp-Notebook.jp-mod-showHiddenCellsButton
:is(.jp-MarkdownCell:hover, .jp-mod-active)
.jp-collapseHeadingButton {
display: flex;
}
/* showHiddenCellsButton (only show if jp-mod-showHiddenCellsButton is set, which
is a consequence of the showHiddenCellsButton option in Notebook Settings)*/
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton {
margin-left: calc(var(--jp-cell-prompt-width) + 2 * var(--jp-code-padding));
margin-top: var(--jp-code-padding);
border: 1px solid var(--jp-border-color2);
background-color: var(--jp-border-color3) !important;
color: var(--jp-content-font-color0) !important;
display: flex;
}
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton:hover {
background-color: var(--jp-border-color2) !important;
}
.jp-showHiddenCellsButton {
display: none;
}
/*-----------------------------------------------------------------------------
| Printing
|----------------------------------------------------------------------------*/
/*
Using block instead of flex to allow the use of the break-inside CSS property for
cell outputs.
*/
@media print {
.jp-Cell-inputWrapper,
.jp-Cell-outputWrapper {
display: block;
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Variables
|----------------------------------------------------------------------------*/
:root {
--jp-notebook-toolbar-padding: 2px 5px 2px 2px;
}
/*-----------------------------------------------------------------------------
/*-----------------------------------------------------------------------------
| Styles
|----------------------------------------------------------------------------*/
.jp-NotebookPanel-toolbar {
padding: var(--jp-notebook-toolbar-padding);
/* disable paint containment from lumino 2.0 default strict CSS containment */
contain: style size !important;
}
.jp-Toolbar-item.jp-Notebook-toolbarCellType .jp-select-wrapper.jp-mod-focused {
border: none;
box-shadow: none;
}
.jp-Notebook-toolbarCellTypeDropdown select {
height: 24px;
font-size: var(--jp-ui-font-size1);
line-height: 14px;
border-radius: 0;
display: block;
}
.jp-Notebook-toolbarCellTypeDropdown span {
top: 5px !important;
}
.jp-Toolbar-responsive-popup {
position: absolute;
height: fit-content;
display: flex;
flex-direction: row;
flex-wrap: wrap;
justify-content: flex-end;
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
box-shadow: var(--jp-toolbar-box-shadow);
background: var(--jp-toolbar-background);
min-height: var(--jp-toolbar-micro-height);
padding: var(--jp-notebook-toolbar-padding);
z-index: 1;
right: 0;
top: 0;
}
.jp-Toolbar > .jp-Toolbar-responsive-opener {
margin-left: auto;
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Variables
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
/*-----------------------------------------------------------------------------
| Styles
|----------------------------------------------------------------------------*/
.jp-Notebook-ExecutionIndicator {
position: relative;
display: inline-block;
height: 100%;
z-index: 9997;
}
.jp-Notebook-ExecutionIndicator-tooltip {
visibility: hidden;
height: auto;
width: max-content;
width: -moz-max-content;
background-color: var(--jp-layout-color2);
color: var(--jp-ui-font-color1);
text-align: justify;
border-radius: 6px;
padding: 0 5px;
position: fixed;
display: table;
}
.jp-Notebook-ExecutionIndicator-tooltip.up {
transform: translateX(-50%) translateY(-100%) translateY(-32px);
}
.jp-Notebook-ExecutionIndicator-tooltip.down {
transform: translateX(calc(-100% + 16px)) translateY(5px);
}
.jp-Notebook-ExecutionIndicator-tooltip.hidden {
display: none;
}
.jp-Notebook-ExecutionIndicator:hover .jp-Notebook-ExecutionIndicator-tooltip {
visibility: visible;
}
.jp-Notebook-ExecutionIndicator span {
font-size: var(--jp-ui-font-size1);
font-family: var(--jp-ui-font-family);
color: var(--jp-ui-font-color1);
line-height: 24px;
display: block;
}
.jp-Notebook-ExecutionIndicator-progress-bar {
display: flex;
justify-content: center;
height: 100%;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
/*
* Execution indicator
*/
.jp-tocItem-content::after {
content: '';
/* Must be identical to form a circle */
width: 12px;
height: 12px;
background: none;
border: none;
position: absolute;
right: 0;
}
.jp-tocItem-content[data-running='0']::after {
border-radius: 50%;
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
background: none;
}
.jp-tocItem-content[data-running='1']::after {
border-radius: 50%;
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
background-color: var(--jp-inverse-layout-color3);
}
.jp-tocItem-content[data-running='0'],
.jp-tocItem-content[data-running='1'] {
margin-right: 12px;
}
/*
* Copyright (c) Jupyter Development Team.
* Distributed under the terms of the Modified BSD License.
*/
.jp-Notebook-footer {
height: 27px;
margin-left: calc(
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
var(--jp-cell-padding)
);
width: calc(
100% -
(
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
var(--jp-cell-padding) + var(--jp-cell-padding)
)
);
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
color: var(--jp-ui-font-color3);
margin-top: 6px;
background: none;
cursor: pointer;
}
.jp-Notebook-footer:focus {
border-color: var(--jp-cell-editor-active-border-color);
}
/* For devices that support hovering, hide footer until hover */
@media (hover: hover) {
.jp-Notebook-footer {
opacity: 0;
}
.jp-Notebook-footer:focus,
.jp-Notebook-footer:hover {
opacity: 1;
}
}
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| Imports
|----------------------------------------------------------------------------*/
/*-----------------------------------------------------------------------------
| CSS variables
|----------------------------------------------------------------------------*/
:root {
--jp-side-by-side-output-size: 1fr;
--jp-side-by-side-resized-cell: var(--jp-side-by-side-output-size);
--jp-private-notebook-dragImage-width: 304px;
--jp-private-notebook-dragImage-height: 36px;
--jp-private-notebook-selected-color: var(--md-blue-400);
--jp-private-notebook-active-color: var(--md-green-400);
}
/*-----------------------------------------------------------------------------
| Notebook
|----------------------------------------------------------------------------*/
/* stylelint-disable selector-max-class */
.jp-NotebookPanel {
display: block;
height: 100%;
}
.jp-NotebookPanel.jp-Document {
min-width: 240px;
min-height: 120px;
}
.jp-Notebook {
padding: var(--jp-notebook-padding);
outline: none;
overflow: auto;
background: var(--jp-layout-color0);
}
.jp-Notebook.jp-mod-scrollPastEnd::after {
display: block;
content: '';
min-height: var(--jp-notebook-scroll-padding);
}
.jp-MainAreaWidget-ContainStrict .jp-Notebook * {
contain: strict;
}
.jp-Notebook .jp-Cell {
overflow: visible;
}
.jp-Notebook .jp-Cell .jp-InputPrompt {
cursor: move;
}
/*-----------------------------------------------------------------------------
| Notebook state related styling
|
| The notebook and cells each have states, here are the possibilities:
|
| - Notebook
| - Command
| - Edit
| - Cell
| - None
| - Active (only one can be active)
| - Selected (the cells actions are applied to)
| - Multiselected (when multiple selected, the cursor)
| - No outputs
|----------------------------------------------------------------------------*/
/* Command or edit modes */
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-InputPrompt {
opacity: var(--jp-cell-prompt-not-active-opacity);
color: var(--jp-cell-prompt-not-active-font-color);
}
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-OutputPrompt {
opacity: var(--jp-cell-prompt-not-active-opacity);
color: var(--jp-cell-prompt-not-active-font-color);
}
/* cell is active */
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser {
background: var(--jp-brand-color1);
}
/* cell is dirty */
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt {
color: var(--jp-warn-color1);
}
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt::before {
color: var(--jp-warn-color1);
content: '•';
}
.jp-Notebook .jp-Cell.jp-mod-active.jp-mod-dirty .jp-Collapser {
background: var(--jp-warn-color1);
}
/* collapser is hovered */
.jp-Notebook .jp-Cell .jp-Collapser:hover {
box-shadow: var(--jp-elevation-z2);
background: var(--jp-brand-color1);
opacity: var(--jp-cell-collapser-not-active-hover-opacity);
}
/* cell is active and collapser is hovered */
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser:hover {
background: var(--jp-brand-color0);
opacity: 1;
}
/* Command mode */
.jp-Notebook.jp-mod-commandMode .jp-Cell.jp-mod-selected {
background: var(--jp-notebook-multiselected-color);
}
.jp-Notebook.jp-mod-commandMode
.jp-Cell.jp-mod-active.jp-mod-selected:not(.jp-mod-multiSelected) {
background: transparent;
}
/* Edit mode */
.jp-Notebook.jp-mod-editMode .jp-Cell.jp-mod-active .jp-InputArea-editor {
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
box-shadow: var(--jp-input-box-shadow);
background-color: var(--jp-cell-editor-active-background);
}
/*-----------------------------------------------------------------------------
| Notebook drag and drop
|----------------------------------------------------------------------------*/
.jp-Notebook-cell.jp-mod-dropSource {
opacity: 0.5;
}
.jp-Notebook-cell.jp-mod-dropTarget,
.jp-Notebook.jp-mod-commandMode
.jp-Notebook-cell.jp-mod-active.jp-mod-selected.jp-mod-dropTarget {
border-top-color: var(--jp-private-notebook-selected-color);
border-top-style: solid;
border-top-width: 2px;
}
.jp-dragImage {
display: block;
flex-direction: row;
width: var(--jp-private-notebook-dragImage-width);
height: var(--jp-private-notebook-dragImage-height);
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
background: var(--jp-cell-editor-background);
overflow: visible;
}
.jp-dragImage-singlePrompt {
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
}
.jp-dragImage .jp-dragImage-content {
flex: 1 1 auto;
z-index: 2;
font-size: var(--jp-code-font-size);
font-family: var(--jp-code-font-family);
line-height: var(--jp-code-line-height);
padding: var(--jp-code-padding);
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
background: var(--jp-cell-editor-background-color);
color: var(--jp-content-font-color3);
text-align: left;
margin: 4px 4px 4px 0;
}
.jp-dragImage .jp-dragImage-prompt {
flex: 0 0 auto;
min-width: 36px;
color: var(--jp-cell-inprompt-font-color);
padding: var(--jp-code-padding);
padding-left: 12px;
font-family: var(--jp-cell-prompt-font-family);
letter-spacing: var(--jp-cell-prompt-letter-spacing);
line-height: 1.9;
font-size: var(--jp-code-font-size);
border: var(--jp-border-width) solid transparent;
}
.jp-dragImage-multipleBack {
z-index: -1;
position: absolute;
height: 32px;
width: 300px;
top: 8px;
left: 8px;
background: var(--jp-layout-color2);
border: var(--jp-border-width) solid var(--jp-input-border-color);
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
}
/*-----------------------------------------------------------------------------
| Cell toolbar
|----------------------------------------------------------------------------*/
.jp-NotebookTools {
display: block;
min-width: var(--jp-sidebar-min-width);
color: var(--jp-ui-font-color1);
background: var(--jp-layout-color1);
/* This is needed so that all font sizing of children done in ems is
* relative to this base size */
font-size: var(--jp-ui-font-size1);
overflow: auto;
}
.jp-ActiveCellTool {
padding: 12px 0;
display: flex;
}
.jp-ActiveCellTool-Content {
flex: 1 1 auto;
}
.jp-ActiveCellTool .jp-ActiveCellTool-CellContent {
background: var(--jp-cell-editor-background);
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
border-radius: 0;
min-height: 29px;
}
.jp-ActiveCellTool .jp-InputPrompt {
min-width: calc(var(--jp-cell-prompt-width) * 0.75);
}
.jp-ActiveCellTool-CellContent > pre {
padding: 5px 4px;
margin: 0;
white-space: normal;
}
.jp-MetadataEditorTool {
flex-direction: column;
padding: 12px 0;
}
.jp-RankedPanel > :not(:first-child) {
margin-top: 12px;
}
.jp-KeySelector select.jp-mod-styled {
font-size: var(--jp-ui-font-size1);
color: var(--jp-ui-font-color0);
border: var(--jp-border-width) solid var(--jp-border-color1);
}
.jp-KeySelector label,
.jp-MetadataEditorTool label,
.jp-NumberSetter label {
line-height: 1.4;
}
.jp-NotebookTools .jp-select-wrapper {
margin-top: 4px;
margin-bottom: 0;
}
.jp-NumberSetter input {
width: 100%;
margin-top: 4px;
}
.jp-NotebookTools .jp-Collapse {
margin-top: 16px;
}
/*-----------------------------------------------------------------------------
| Presentation Mode (.jp-mod-presentationMode)
|----------------------------------------------------------------------------*/
.jp-mod-presentationMode .jp-Notebook {
--jp-content-font-size1: var(--jp-content-presentation-font-size1);
--jp-code-font-size: var(--jp-code-presentation-font-size);
}
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-InputPrompt,
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-OutputPrompt {
flex: 0 0 110px;
}
/*-----------------------------------------------------------------------------
| Side-by-side Mode (.jp-mod-sideBySide)
|----------------------------------------------------------------------------*/
.jp-mod-sideBySide.jp-Notebook .jp-Notebook-cell {
margin-top: 3em;
margin-bottom: 3em;
margin-left: 5%;
margin-right: 5%;
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell {
display: grid;
grid-template-columns: minmax(0, 1fr) min-content minmax(
0,
var(--jp-side-by-side-output-size)
);
grid-template-rows: auto minmax(0, 1fr) auto;
grid-template-areas:
'header header header'
'input handle output'
'footer footer footer';
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell.jp-mod-resizedCell {
grid-template-columns: minmax(0, 1fr) min-content minmax(
0,
var(--jp-side-by-side-resized-cell)
);
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellHeader {
grid-area: header;
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-inputWrapper {
grid-area: input;
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-outputWrapper {
/* overwrite the default margin (no vertical separation needed in side by side move */
margin-top: 0;
grid-area: output;
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellFooter {
grid-area: footer;
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle {
grid-area: handle;
user-select: none;
display: block;
height: 100%;
cursor: ew-resize;
padding: 0 var(--jp-cell-padding);
}
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle::after {
content: '';
display: block;
background: var(--jp-border-color2);
height: 100%;
width: 5px;
}
.jp-mod-sideBySide.jp-Notebook
.jp-CodeCell.jp-mod-resizedCell
.jp-CellResizeHandle::after {
background: var(--jp-border-color0);
}
.jp-CellResizeHandle {
display: none;
}
/*-----------------------------------------------------------------------------
| Placeholder
|----------------------------------------------------------------------------*/
.jp-Cell-Placeholder {
padding-left: 55px;
}
.jp-Cell-Placeholder-wrapper {
background: #fff;
border: 1px solid;
border-color: #e5e6e9 #dfe0e4 #d0d1d5;
border-radius: 4px;
-webkit-border-radius: 4px;
margin: 10px 15px;
}
.jp-Cell-Placeholder-wrapper-inner {
padding: 15px;
position: relative;
}
.jp-Cell-Placeholder-wrapper-body {
background-repeat: repeat;
background-size: 50% auto;
}
.jp-Cell-Placeholder-wrapper-body div {
background: #f6f7f8;
background-image: -webkit-linear-gradient(
left,
#f6f7f8 0%,
#edeef1 20%,
#f6f7f8 40%,
#f6f7f8 100%
);
background-repeat: no-repeat;
background-size: 800px 104px;
height: 104px;
position: absolute;
right: 15px;
left: 15px;
top: 15px;
}
div.jp-Cell-Placeholder-h1 {
top: 20px;
height: 20px;
left: 15px;
width: 150px;
}
div.jp-Cell-Placeholder-h2 {
left: 15px;
top: 50px;
height: 10px;
width: 100px;
}
div.jp-Cell-Placeholder-content-1,
div.jp-Cell-Placeholder-content-2,
div.jp-Cell-Placeholder-content-3 {
left: 15px;
right: 15px;
height: 10px;
}
div.jp-Cell-Placeholder-content-1 {
top: 100px;
}
div.jp-Cell-Placeholder-content-2 {
top: 120px;
}
div.jp-Cell-Placeholder-content-3 {
top: 140px;
}
</style>
<style type="text/css">
/*-----------------------------------------------------------------------------
| Copyright (c) Jupyter Development Team.
| Distributed under the terms of the Modified BSD License.
|----------------------------------------------------------------------------*/
/*
The following CSS variables define the main, public API for styling JupyterLab.
These variables should be used by all plugins wherever possible. In other
words, plugins should not define custom colors, sizes, etc unless absolutely
necessary. This enables users to change the visual theme of JupyterLab
by changing these variables.
Many variables appear in an ordered sequence (0,1,2,3). These sequences
are designed to work well together, so for example, `--jp-border-color1` should
be used with `--jp-layout-color1`. The numbers have the following meanings:
* 0: super-primary, reserved for special emphasis
* 1: primary, most important under normal situations
* 2: secondary, next most important under normal situations
* 3: tertiary, next most important under normal situations
Throughout JupyterLab, we are mostly following principles from Google's
Material Design when selecting colors. We are not, however, following
all of MD as it is not optimized for dense, information rich UIs.
*/
:root {
/* Elevation
*
* We style box-shadows using Material Design's idea of elevation. These particular numbers are taken from here:
*
* https://github.com/material-components/material-components-web
* https://material-components-web.appspot.com/elevation.html
*/
--jp-shadow-base-lightness: 0;
--jp-shadow-umbra-color: rgba(
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
0.2
);
--jp-shadow-penumbra-color: rgba(
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
0.14
);
--jp-shadow-ambient-color: rgba(
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
var(--jp-shadow-base-lightness),
0.12
);
--jp-elevation-z0: none;
--jp-elevation-z1: 0 2px 1px -1px var(--jp-shadow-umbra-color),
0 1px 1px 0 var(--jp-shadow-penumbra-color),
0 1px 3px 0 var(--jp-shadow-ambient-color);
--jp-elevation-z2: 0 3px 1px -2px var(--jp-shadow-umbra-color),
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<body class="jp-Notebook" data-jp-theme-light="true" data-jp-theme-name="JupyterLab Light">
<main><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs" id="cell-id=982c1716-ae84-4de5-8808-c2782483c06d">
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<div class="jp-InputPrompt jp-InputArea-prompt">In [1]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Analysis of raw .h5ad files from SevenBridges</span>
<span class="c1">#Import needed modules and setup up the single-cell adata object.</span>
<span class="c1">#Import modules</span>
<span class="kn">import</span> <span class="nn">scanpy</span> <span class="k">as</span> <span class="nn">sc</span>
<span class="kn">import</span> <span class="nn">pandas</span> <span class="k">as</span> <span class="nn">pd</span>
<span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span>
<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span>
<span class="kn">import</span> <span class="nn">seaborn</span> <span class="k">as</span> <span class="nn">sns</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Read in the h5ad files, remove the placeholders with your file path</span>
<span class="n">file_path</span> <span class="o">=</span> <span class="s2">"/Users/manueltrebo/Documents/GitHub/STAR_scRNA_seq/raw_data/lung_raw.h5ad"</span>
<span class="n">adata</span> <span class="o">=</span> <span class="n">sc</span><span class="o">.</span><span class="n">read_h5ad</span><span class="p">(</span><span class="n">file_path</span><span class="p">)</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Perform quality control by removing undetermined cells and filter cells based on Sample Tags.</span>
<span class="c1">#(Optional) Setup up the adata object by removing unneeded information for the sake of this tutorial:</span>
<span class="n">adata</span><span class="o">.</span><span class="n">obs</span> <span class="o">=</span> <span class="n">adata</span><span class="o">.</span><span class="n">obs</span><span class="o">.</span><span class="n">iloc</span><span class="p">[:,[</span><span class="mi">1</span><span class="p">,</span><span class="mi">2</span><span class="p">]]</span>
<span class="c1">#(Optional) In case of multiplexed samples, only keep cells that were correctly assigned and remove the rest:</span>
<span class="n">adata</span> <span class="o">=</span> <span class="n">adata</span><span class="p">[(</span><span class="n">adata</span><span class="o">.</span><span class="n">obs</span><span class="p">[</span><span class="s2">"Sample_Name"</span><span class="p">]</span> <span class="o">==</span> <span class="s2">"GG"</span><span class="p">)</span><span class="o">|</span><span class="p">(</span><span class="n">adata</span><span class="o">.</span><span class="n">obs</span><span class="p">[</span><span class="s2">"Sample_Name"</span><span class="p">]</span> <span class="o">==</span> <span class="s2">"TU"</span><span class="p">)]</span><span class="o">.</span><span class="n">copy</span><span class="p">()</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Identify mitochondrial genes and calculate quality control metrics.x</span>
<span class="n">adata</span><span class="o">.</span><span class="n">var</span><span class="p">[</span><span class="s2">"mt"</span><span class="p">]</span> <span class="o">=</span> <span class="n">adata</span><span class="o">.</span><span class="n">var_names</span><span class="o">.</span><span class="n">str</span><span class="o">.</span><span class="n">startswith</span><span class="p">(</span><span class="s2">"MT-"</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">calculate_qc_metrics</span><span class="p">(</span>
<span class="n">adata</span><span class="p">,</span> <span class="n">qc_vars</span><span class="o">=</span><span class="p">[</span><span class="s2">"mt"</span><span class="p">],</span> <span class="n">log1p</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span> <span class="n">inplace</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">percent_top</span><span class="o">=</span><span class="kc">None</span>
<span class="p">)</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Plot the raw data using violin visualization to identify optimal thresholds.</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pl</span><span class="o">.</span><span class="n">violin</span><span class="p">(</span>
<span class="n">adata</span><span class="p">,</span>
<span class="p">[</span><span class="s2">"n_genes_by_counts"</span><span class="p">,</span> <span class="s2">"total_counts"</span><span class="p">,</span> <span class="s2">"pct_counts_mt"</span><span class="p">],</span>
<span class="n">groupby</span><span class="o">=</span><span class="s2">"Sample_Name"</span><span class="p">,</span>
<span class="n">size</span> <span class="o">=</span> <span class="mf">0.25</span><span class="p">,</span>
<span class="n">jitter</span><span class="o">=</span><span class="mf">0.2</span><span class="p">,</span>
<span class="n">multi_panel</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="p">)</span>
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dVZtpuSiwF/IiIiIqI0aGxsBACUl5dHLS8vLzfWNTY2oqysLGp9bm4uhg0bFrWN7hjyOcy2kdfbtUXnoYceQmlpqfFTWVlp86qJiIiIiIispSoQn67A+IEDB9B1+DBCRaUAgFBhKYLBQ2htbU3J+RJ5vzhYgI5XIutfBJ/F50T9rfsMJDoowCxzXm5La2sr6ur+hJOHF+Pyikh2/7amLmxrMs/0/9KJXRhSEMKfli5FW1ubaaa92WAHmQi+BwIB1NTUmL4+XfUEeZ3ZfmKf+vp6Y7nZeSg1GPAnIiLKch6PJ9NNICICANxzzz1oa2szfnbt2pXpJhERERER0XEu3iB1uspKf/rppwCAUOGQo79Lo5Zniu59Y6ltOl4EAgHU1dUZf+dysNoqe10eFKAODnBzbpnZ+eS2PP/88+jq6sb5gw/go/3HgvzV5YWm58nPAa49+TA6Dx/GH/7wh6gMffW86mP1dYnguzrwQS3PbzZVgtX7JGfy19TUcGBRhjDgT0RERESUBiNHjgQANDU1RS1vamoy1o0cORL79u2LWt/b24vm5uaobXTHkM9hto283q4tOgUFBSgpKYn6ISIiIiIiSqVsClLrAlkrV64EcCzQHyoaAgD45JNP0tUsogHH7/ejqqpKG+g2214O+quZ/2b76+artxtQIB8rEAigpaUF/9+zz2J4YQg3+XOigvwiy98s0//yii4MLQihru5PRtUQs8x5q8C92XrxXuhet7qd2fGqqqqilmfTNXsgYcCfiIiIiCgNxowZg5EjR+L11183lrW3t2PNmjWYOHEiAGDixIlobW3FunXrjG3eeOMNhEIhTJgwwdhm5cqVOHLkiLHNihUrcOaZZ2Lo0KHGNvJ5xDbiPE7aQkRERERElC5uM0KdluBOBrsgmiAC/SLTf+fOnQmfL5HlDLrRQGCWqS6vE4/9fj/mz59vuo1ubvv6+nrb4Dlg/nnz+/3405/+hLz8fIz3HUCuN7qUvy7DXw7+v769DdeN7sThw1144oknLDPy7T7zVtn76nIn1w+5koDu/af0YsCfiIiIiChJgsEgNmzYgA0bNgAAGhoasGHDBnz66afweDyYNWsW5s6di2XLlmHTpk24+eabUVFRgalTpwIAxo4di6uvvhq33nor1q5di1WrVuG2227DtGnTUFFRAQC46aabkJ+fjxkzZmDz5s144YUXsGDBAsyePdtox3e/+10sX74cjzzyCLZt24b7778f77//Pm677TYAcNQWIiIiIiKidJGDS04C22ZZp1bzcyejberxAoHA0Ux+z7EM/6O/5Qx/N22wChy6WR4PBuyoP7DKVFcz+VVXXnll1HNd2Xv5HHbz3Zu1S+ju7sZzz/1/GJwfxvknRBI3qssLjR/5OYCYTP8xwwtw2ahu+PLCWPf+++ju7o46l/xbLq2vtkn3W72Oqtc2me7Y8r66gRG8nqQXA/5EREREREny/vvvY/z48Rg/fjwAYPbs2Rg/fjzmzJkDALj77rtx++23Y+bMmbjooosQDAaxfPlyFBYeG9G9ePFiVFdX44orrsA111yDSy65BAsXLjTWl5aW4tVXX0VDQwMuuOAC3HnnnZgzZw5mzpxpbHPxxRdjyZIlWLhwIc4991wsXboUL730UtSXLydtISIiIiIiSjc3gW0nWbbJCIhbZdR+8slOhAoGA96cyMKcXIQKBuOTT3Zq98lm/aWdNLCpZfPN1lsNElKz2M2uJXV1dabZ6/KxdNnyfr8fP/7xjwF4cEXFYfgrokv5y0TWvwj+yxUAPj7Qheqig9i9Zw/Wrl2rnZKgvr4+ZnCC2har1+z3+1FfXx91THk7+dhq8F+sNxsUQOmRm+kGEBERkbVwOJzpJhCRQ5dffrnlZ9bj8eCBBx7AAw88YLrNsGHDsGTJEsvznHPOOXjnnXcst7nhhhtwww03JNQWIiIiIiKibBZvgNppyWq787S2tqKtrRV9Q06OWh4qHILm5l0IBoPw+XxxtTEddO+D2/eGKJPkwLyYS94quG/29222vqqqKmad03L+dXV12LdvH3K9QGVeC7Y1ISqrH0BUkF8mP68uL0T5EA/WH/Jh/fr12sB9TU1NVPvUagdm5H1EUF89jrq9eJ/V5SLoL7eF0ocZ/kRERFnO4/FkuglERERERERERCmVzvLPZoEoJ8Ex2aeffgogEuCXhYoiZf137twZtTze15iq9yZVFRGI0kkEoeXMd3md/Fs3HYjI4leXy8/r6upigunqMcR5xM/gwYOxYcMGFHbuxUWV+pL9aqBftw0ADC0IY2ROC+rr6zFs2LCY7Hy5ffJrF1n7Zq9VVy1BfY/Uqiby8dVji0EDvI6kHwP+RERERERERERERESUdmal8lNxfCfs2qCuNwL+RwP8Qt/RAQBivWiLm9eoK8cdDzf7cc5t6i/kMvpyOXp1GzU4r5bnF5npumkAZFVVVVGZ7/K55ax3+XxNTU3w+Xz4xvmDAcQG93WBfbGdvE48vuaMPADA22+/HRN4//vf/248l98LNWtfvFazwT7qe2M2VYH6Wxxb3ZbShwF/IiIiIiIiIiIiIiJKu1QH+VOdZbpr1y4AQKgwOuAfPvpcrI+nLWaZxm7ZBTKTcQ6iTBCZ7UB0YFv8rYvAt3pNkIP2apa+2cAA9bxq5r98TPGzcuVK5HqB8SccMfaVg/4NB7u1QX9R5l9dd/4JPTi4fx9WrlwZ07abb77ZaNvOnTtjXptVVRP1WGqmvzolQiAQiKpoYHUsSh8G/ImIiLIcS/oTERERERERETkTb9DaLOhlZffu3QBiA/6hwpKo9dnA7n1hoI76C7NqGXJGPwDT8vLqdmKZ2F7sowbMdccR89bL5/H7/ejq6sKHH+7A0HArinLDAGIz+qeMK0XDwW4AwCtb2ozlaiUAEfwflBfGv5w+FPX19TjjjDOMNohzisejR4+2nNpANyhKV1FE9z7V19fD7/fHVDxQ3yMxdQCvK+nDgD8REVGWC4fD2uW8YSIiIiIiIiKi/s6qfyMZfR9Oj6/LqLfbd9euXQjnFgK5Bcbyzv2RZeGc/KiS/m7alQinxzUL/BFlOzlIXVNTo83WVwPc8t+6XPJezWaX95HXA4jJahfXCBH0lwPghYWFaG8/hAsrC0xL929r6sKUcZHBQuK3vE4E+l/Z0mYMAji1pBdtbW1Yvnx5TOa93B5h/vz52vdOfR1uKoqoAwHkNoiKB1VVVaZTB1BqMOBPRETUT/GGiYiIiIiIiIj6O7NAm7ouGccXAbtkHH/cuHHYu3cvQgWDo5YXj6gEPB6ECkrw2WefmSZypKpfx+lxGYyj/k7NLhcCgYAR1FeD0gCMQQLqcnlf3WdDDqSLbeV18rm2b98OABgzuNcI1ovfYgCAyO4Xy8SPvC0AjBl+bNDAmMG98Pl8aGhoiHkv1PcEAK688sqY16F7T3Rl/HXk1ym2k/c1q6pAqceAPxERUZYz+2JIRERERERERHQ8SXUQWg3Y2bFqy8GDB9Hb2xsT8BdCBYPR3d2NVatWmR4jFRUM7I6pDqowe0yUjdS/UbPsdPFZN/ubNit5L2f/y9uZDURS57YXj/fs2QOfz4eKQX0AEBPMF9n96vLq8sKo8v6CGABQMagPwWAQeXl5RnDf7Dolr5PL9Ju9L7r3Vh0kpe4v3n9R4cDumJQ6DPgTERFlOY/Hk+kmEBERERERERGlVbICRWbHSfT4n332GQBYBvwBYMiQIabHMJuH3IxunZtS3GK9WcCSWbnU36gBaZUakFYD1rry/E4GBlnNX+/3+7Ft2zYAQGl+KGo/tby/CPLLGf1WSvLD8Pl8xvHVcvpqkN/uNcjsqhqIY8+fPz9mAIEo4a8el9eU9GHAn4iIKE7pHKHI0ZBEREREREREdLyyC2Qn0i9iFnCym6Pa7pyrV68GAIQLfOjcv8tYLh6HC3wIBoNoamrS7m8XqNRJZfCMgTnqD+QguzpfvaCrWiFK0avBcN3gF90xxLr58+cb89Sr+8g+/fRTeAD4ciOVW9WAvsjylzP8hSnjSqO2k/ctyYsMICgsLIxpp1xu3+yaalYVQPfazd4DMU2AOnhIXDfFsniucRQ/BvyJiIjilM4vQvzSRURERERERETHKydZ6UD6EiLkwJgZn88HAAjlD0LxiEpjuXgcyh8En8+H/fv3a4+jZs7K51aJ9akOoDHhhLKdVQa7HHBWM/etjqd7LD+Xz1NbW4uampqoQUG6z2VFRQUKcsPIkaKwavBePJbL+KvBf0Esz/UCBTlhBINB7XuhK8FvVcZfJY6pqwSiHksdGKUG/91OoUKJYcCfiIiIiIiIiIiIiIiykpvy0IkErJ2Uy5ft378fABDOHwQAUVn+keXFUdvpzqcLKOqI9XYBtETn0LYLjhJlmi7IL68T61esWGGst/p8mR3PbJCRLrhfVVUVcwyPxwOEowP4umC+CPqPGV4Q9Vy3ndj/s6b98Hq9UVUHxHnFNUIXrBfbOHk/dK9bNwhAPK+vr3c1nQAlHwP+RERERERERERERESUMVZBZjeBo0SCTG73FYH8UF4ksC9n+QORDH+xne7Y8bbV7Xvl9jwM1FF/IQeY1Yx7uey8bj/dY3l73WAcNaAuB7fVgQderxdhRJfuB8wz+M0C/fL2YpvDXV3weo+Fd2tra01fn9q2+vr6mNcq9lEHBcj7yYMadKX8xXqW8c8cBvyJiIiyXDgcznQTiIiIiIiIiIhSJhXB71Rrbm4GvDlATr5+g5wCwONFS0uLaTudZtQn+3Uyi5/6M7PKGHIlDPHZkgPQagn6QCBgBMB1UwGo57Nri3z8nJwc9IY8CIejS/mrgX15MIBMlPgX24vtwmHgpJNORk5OjulgBZFtL7dNrKuqqtK+D0CkKoJ4H0RGv/zemPH7/aivr4ff74+pdkDpw4A/ERERERERERERERFlhNvgczwl/lMR4G5ubkYotwjweGLK+QMAPB6E8ooiAwPi4OZ1usUsfjpeiM+JnLku+P1+IyNfBK1FYFo8FwFqMQWAGrhXjyefU10mB9b37t2LvjDQ3Xdsf122f3V5IRoOdhsBfrFOlPhXdfZ6cCgYxODBg03fEzHgQX6P5PaJH3VwQ21tbcz0IWoVBR218gEHFGUGA/5ERERERERERERERJRWTuevN9veSVAplfNJt7S0IJwXyb5Vy/kL4dxCNDe3uJpDPN7lQPzltBmgo/5KF6CWqdcNsZ28fyAQMKYAEMvUkv3qsUT1gPnz52u3ueiiiwAAwSORMKwI5MvZ/sKUcaWYMq7UWC//FsTzDXu74PP5UFJSoq1CoBuMoAb41fXqY5nZFADyec0qLbC8f3ox4E9ERJQC/KJERERERERERGQu0bnl4wniJ1JNQNbV1YWenh6Ec/Xzbgvh3AIcPtyJI0eOxN0GN9yU005lBQGiVFMD3Gpgv66uLiY7XTe3vRqwFvvJxxTL1QB5TU0Namtrte0LBoMAgENHPACiS/PLv2Vq9r+6TXV5IUYOGQQAKCkp0Z7XKsPe6WAp+fXL1xRd5QPdMcVjdXAFpRYD/kRERCmQzC9KHo8nacciIiIiIiIiIuoP4g2MW+3ntty0Wf9Oe3s7gEhA34pYL7a3OiYQHVCzKp/ttr26/e3aQZSNAoGAUZYfMP87rqqqivm86wYNyeX9gehy+FbBbPWxeo5zzz0XANDc7dUG+UWmv7pMJp6/sqXNGADQ3B0J644YMSLmvLr26AZGOO231m2nDqDQXU900ytQ6jHgT0REREREREREREREWSXeZAq7/dwc12wu70OHDgGIDfh37t+Fzv27jOeiAoDY3mmwUNdOp1MgWA0YUIN9dpnARNnG7/drK1msWLHCtqy9+vnTPVfL0IvPTE1NjW2wXD5eMBhEMBhEc3dOVJl+XVDfKuj/ypY2jBleYOx7UAn4mwXddZn4cpUC3dQH6pQF6jF1j3XvR01NDcv5ZwAD/kRERFkuHA5nuglERERERERERCmV6axyswC8LqDV0dEBAAjn5EctLx5RieIRlcbzcE5e1Pa6gJlZSXKz5XasAnHJmBaBKNN02ey1tbW2Wf/q50+d414MJhDH1pXxl88rMtnlz+j8+fMBAMOGDYPP50Pgs2PBfF0ZfztTxpVGPW/uioR1y8rKotquZvCrlQuA6BL7ZtUOxOs2oxtgoBsY5WZ6EUoOBvyJiIhSJFlfVFnSn4iIiIiIiIiOV1YB7WQOArA7lpvgd2dnJ4BIwF/N6o9ydECA2F6X4a8LUsqBukwG5TM9CIPIjBrk1gWd1Yx9J9NkqAFydX95vRgcIC8bPXo0AOALX/gCACC30Kc9pyjRD8Rm9csDA9RBAvsP5wAAmpubo163aEN9fb1pxr+T9ysQCBjTGsjrxfugGwSlqyzAwUTpx4A/ERFRivDGhoiIiIiIiIjImlX/STx9K+koUy8y9uHNjcnqjyrpn5OHYDCITZs2xbRBV7I/E8Eyq3m/2bdF2ciu9Lx4Lkrxy8vk/dXlclBbbGeVFa9bJkr/7969G0VFhUZgXw3c68r7q+u2NXXFbNd02AufbxAmTpyoDb7X1NQYQX91IIPZ9ccsmC+/L+J12V1fddUXKD0Y8CciogGHNx1ERERERERERMcnt0FqXZar3bY9PT0AgLA3N2abqJL+nhz4fD6cdNJJtu0wmz4glczmJGegn7KZ/PdZX18fE2y2GsQib6eSg/u6z4auQof6XOx39tln48QTT8KR/BKcWVZoGeDXEcF+WTgM7Ducg8LCIsvX8/e//93R9USsl8vv694XuZKBk2sDrx+ZwYA/ERENOLzpICIiIiIiIiI6/jlJ+nAzr71YJwL+8Oaal/M/uj5qewdts8qijZfbqgdMlqH+QM3AB/QDZ0SwWmSymw10kcv36+ant6rQoQ46qKurQ1tbG7p6PXh/d3R2v45aBUAO9ovl/9jdjZ6QB+Xl5ZaZ9PPmzbM8l3gvnLwueZk8qEFlNRiC0oMBfyIioizn8Xgy3QQiIiIiIiIioqRzGkASz50GknQlv82O65S8nwjgd7Tsj8roj+GNzLfd3d0dFUwUbdMRAct4Kg+YcZv8Ylb6nCgbmH2+1WuEGtAWgwPM5ravqqrSfk7dlqkXUwlcffXVCAaDGOzzAUBMWX+VrgKAnOk/aNAgBINBXHTRRTGvw+1nVpT+F+wC9lbZ/fJ7ZjaYglKPAX8iIiIiIiIiIiIiIko7OSvWbJ38XDfvNGA+J7f6WA1GuQ3iCb29vQCA4hNGWe4TPprE0dfXF5OJbEYEIK2CjFavN15mQT6ibKMLbquBeqefbfW6IuaqNzunfHz1eqTud/LJJ8Pn82FvZ2Tgj1lAX14nnj/93v6o7V7Z0obPOiNThJx88skxbZHbaTc4SKyXr0nye+p0KoD58+cDiAyU4LUi8xjwJyIiynLhcDilx+dobSIiIiIiIiLKJKv5sM3oglV21GBYvEGqnTt3Hn10rCqjvrR/ZP0nn3wStdSqooEcgDQLwjlpt9v+HrdZzESZJmff19TUaD87gtMKIbqAt9kAAHm5bkCPCMzv7YgE/EXZfl2mvxz439bUhf+6eITxHADGDC/A3o7IFCGHDx/Wtlt9ri6rq6szHTilVkOwyvgXz2tra2OW8TqSOQz4ExERDXAcgUlEREREREREmWQ1H7bMacBOzfY1O1e8gamKigoAQGdzk7FMV9q/s3kfAODEE080bYPVMifr7PYxC9xZZTEzYEfZSpfVr/t86AbJOM1cN5t+Q1dZw2xwUiAQQHt7OwBg095jAf6Gg91oONgdE/SXs//lbH95uz0dOejs7MCkSZO0bVeD9mq71UEJgUAAVVVVMa9dfu/Ux/K28rnV9VbXYEoNBvyJiIiIiIiIiIiIiCijnGSoOgl8i/mznUg0CaJ4uHVJ/+LhIy3Xu8k6jpdZZYBkDzAgShc5gG1WLUOen14ut2/3WRLXD/WzqWbC665N6ufroosuwqhRI/HRwR4AkUD+lHGlmDKuVFveX7atqSumzP+ezhyMGDECBQUFMefWvQ75sdMpO9Ty/FbTo8iP5WoLwLHBBRw8lD4M+BMREWW5VJf0JyIiIiIiIiLKNF3WaKoCz3ZBKLvgoNcrQit2fTZhZftoTl9jKt4HEdB0+l4QZQOz7HLg2N+0POhHZLHrqoboKl7optYAjgWw1eNYVSEJBAIYNMiH4qHl6DhybPoPXUl/lTogoKMHaO/x4rzzxsecR4h3qo/58+ebHsPJ9UE3KMCsGgClDgP+REREWc7j8dhvREREREREREQ0gCQr6113PLOS2ILoq+k88FnMcTr37zr25GgSRzb07ajBfRHQ1L0XcjluBuwo26gZ67rPrlzu32x6C6cVL8w4qRbwuc99DgDwzic9xnK1fL8YAPDKljYA0QMCqssLUV1eiCKfDwBw6qmnoq6uzvXUJPI1Tf1819bWxgx4MKucIH6LfwNeH7IHA/5ERETHMY7CJiIiIiIiIqLjUbIDTbqy14FAICa4BhzL2C8eXh5znOIRlTHLdu3aFbNMPY9T8fb1uKmY4HRKBKJMsZqzHjhW7l8u56+bl153XJXuuqBuK1cXkLcfM2YMACCvKBKw12X3iwEAU8aVGs/V7XYHcwFEAv7y59Mu6K67XsjVD8zabTZNgHw+N+8VpR4D/kRERFkukZL+qSr5RkREREREREQUr1T1LSRanl5XLlwX/M7JycG+ffuMDH6dzv274AmHAESCdPL5ddn2TplVHVCx/4aOZ3Lgua6uLiprXVZTU2M6DYDbKS3kQLe6n9mAGvHZ39WRayxzUtIfOJbxDwC7O3IQDAaNAQRy2+xeh1invke6Kh9m1yJ5YIB6XPm53ZQHlDoM+BMREWW5bCj7JuONGhERERERERElIpG+BbNS3uK4VsEvt+c1O05OTg7KysosA/7FIyqN9Tk5OTHBMDdtiWe+7mT033DQAGUr+e+7qqoqZmCOnLWuK1dvlqWvW68bZGM2TYD6uLKyEp2dndi4JxLkFyX6VbpBAFPGlWJbUxe2NXVh494uDB0yBCeddFLU6xM/9fX12nL8atUDHd17ob4fuvXy+ytf33jdyAwG/ImIiIiIiIiIiIiIKK0SKU2ve2y1zG4+aifnkuXk5ACAkcFv6uj6nJycuAPwyQ6kmR1DF6xk0gdlG6efAb/fj/nz50cF7OWS9LpBN3YDcqyWmZW6r6+vx8iRI9GZWxozPkgO8qtl/MWggOryQpxZVoiPD3aj8uSTkZubG3NNCAQCUcF8s8C8TL7+mV1f5PdJPYZuW7vjUWox4E9ERJTlEinpT0RERERERESUjVKZgW4WyNMti6cdubmR8tydzZ/FrOvcvwud+3dFnhwN+IvtrQJmZpyU25a5nbbA6jwM2FG2sQu6y3+zV155peX+6qAfs2kBVFal7NX1fr8fF1xwATp7PWjpjg7Jqpn+4rma7X+wy4shw8sxaNCgmHPJwXirz63V4AZ1mdP3QXdst9crSh4G/ImIiNKIX5SIiIiIiIiIiCLc9pOYZZWmm8jwLx4yImZd8YjKSDl/ICrDH0h9MEwNBjrZ3goDdpRtzKbskDP3Bav56OX1ImAuZ8lbVQCxG1CktmPMmDHYt28f9nTkWL42Qc32F/v9y7/8i+MBO1ZTmwhm63Wl/+UpEqyWUeYw4E9ERJQE8YzKdsrj8bjeJ1N4g0dERERERERETrntJ8mWALQI4MOmpL9HCvhb9Zkkqz/F6XQGVtsTZTOrcvt2QW6ruerV/XUZ8FbHtzrvySefjLKyMuztjA74b2vqMn7Ec0HO/hf7jR492nLAg9oOu7Zbff7V49XX10ftw0z+7MOAPxERDXiJfqlyO3ra6TH7I7dfLImIiIiIiIiSoa+vDz/60Y8wZswYFBUV4bTTTsODDz4YNU1eOBzGnDlzMGrUKBQVFWHSpEnYsWNHBltNiZDLTtsFwKyydeMhSvR7YDcNY2T9p59+atl3FG9/ipNtGIyj4434TJvNOe90qg/dervPqZMMe7Wtp5xyCgBgb0cOXtnSBiAS3K8uLzR+gOiS/vJAAJHhL46jK92vViswqzqgm1bEyaCgmpoa11UD2CecXgz4ExHRcSWeG4lEv/ik4ouT3+9HMBgEgKjOif6IXyyJiIiIiIgo1R5++GH8+te/xi9/+Uts3boVDz/8MObNm4cnnnjC2GbevHl4/PHH8eSTT2LNmjUYNGgQJk+ejK6uLosjU6okWs5fBKAA63m95SBdsvoonGb4i/VnnHGGo+OaZee63YboeCWX7tdl6gPmA2jMAtZmx7F6rDu2WVtaWlrg9XrwWWcOpowrBRBdtl/O7BfkgQCfdeYgNzcHI0eOjAramw1uUDP7zdbZXRfNBlTIz9VBA2r7KH0Y8CciouPK8XQj4fP5APSvkv5EREREREREmfDee+/h+uuvx5e//GWccsop+NrXvoarrroKa9euBRAZTP/YY4/h3nvvxfXXX49zzjkHzz77LPbu3YuXXnops40foJJRzj/RfiC5SoAbTgP+nc37AABerz4Uowuo2WXgWgXz4kmEYRYu9SdmnxHdOnU/XWa8fBxdoNpJ2Xvd4AP5+fjx41FeXo59h6NL+usy++Xnwr7DORg1apRRWUTXPqvXbTUgwcn7Je9j9t4dT33y/RUD/kRERANMOr7I8csiERERERERpdPFF1+M119/3Zhn+J///CfeffddTJkyBQDQ0NCAxsZGTJo0ydintLQUEyZMwOrVq7XH7O7uRnt7e9QPpU66gtXyPjU1NTHLnRzT6/VGKjPaVGUcNGQ4AGmAgMJsLnF1vdsy4m4wUEf9jVlAXnx+7ErUm33u5OC5Wea8bmCA1fnEuoqKE7Ft1wH09MEys18QJf27eoG2Hi8qKk60PIebqQjk7c1eg9nrT8XAK0qOrA74J2vepebmZkyfPh0lJSUYMmQIZsyYYZRJFjZu3IhLL70UhYWFqKysxLx589LyGomIiOwku6R/PDdhTr9As2QTERERERERZcL3v/99TJs2DdXV1cjLy8P48eMxa9YsTJ8+HQDQ2NgIACgvL4/ar7y83Fineuihh1BaWmr8VFZWpvZFDHDJ6kuwy9p3Gjy36gvJycmJVGa067M5ut4s4K8rh52IZLyHTOKg/sasbL1ZNrrVcdTgv7perJM/u3bBdgCoqKhAWVkZ9nflxGTwy4F/Ocu/urwQB7oi145Ro0aZvha7z71VWX+z7Z1eS8wGAPA6kn5ZHfBP1rxL06dPx+bNm7FixQq8/PLLWLlyJWbOnGmsb29vx1VXXYXRo0dj3bp1+PnPf477778fCxcuTOvrJSIi0smGkv6J3OQRERERERERpdof/vAHLF68GEuWLMEHH3yAZ555Br/4xS/wzDPPxH3Me+65B21tbcbPrl27kthiiodd4CoQCERl7cdDznw1y/oXJfo9sC7pD0QC/g0NDbbnks+TymAZA3F0vHLSL2lVVcOu7L+8zq76hmrEiBEAgJbu2LBsdXmhaTn/5qPbl5WVmbbbbmCDXSUCNwOP1GPIA6zEurq6OvYRZ0BWB/yTMe/S1q1bsXz5cjz99NOYMGECLrnkEjzxxBN4/vnnsXfvXgDA4sWL0dPTg0WLFuGss87CtGnTcMcdd+DRRx/N1EsnIiIiIiIiIiIiIofuuusuI8v/7LPPxr//+7+jtrYWDz30EABg5MiRAICmpqao/Zqamox1qoKCApSUlET9UHpYzSttJdlVDc0C8iLgr2b4d+7fhc790sCQo+urqqoctcFtEFF3DDtO5vx2e0yidNMFtFV2meZqJrubrH27z4YaRBcB/417jyUrV5cX4pUtbTH7yhn/YoDACSecYBzPbOoPtY3y+XXbydcdXdl/eV/dYAB1gJVYZ3e9o9TI6oB/MuZdWr16NYYMGYILL7zQ2GbSpEnwer1Ys2aNsc1ll12G/Px8Y5vJkydj+/btaGlp0baN8zcRERERERERERERZYfOzs5jQdijcnJyEApFMrDHjBmDkSNH4vXXXzfWt7e3Y82aNZg4cWJa20r2gWSnGanJOLebALfY1izgXzyiEsUjIlM/RAL/4ejtLY6rm4rAydzgatucMitZLv9mli5lKzXo7naQkFUGv1lA38kgA92xgGMBe5/PF7XdlHGlAGIz+0XQf3NjV9T+usC8XTvUbZxcV9Tz6AYD8PqQXbI64J+MeZcaGxtjSl3k5uZi2LBhUdvojiGfQ8X5m4iIKFs4/ZLLUdlERERERER0vLruuuvwk5/8BH/961/xySef4MUXX8Sjjz6Kr371qwAi0+XNmjULc+fOxbJly7Bp0ybcfPPNqKiowNSpUzPb+AEo0akDUxVocnrcnJzIvNodLftMtykeUQmEIwNOPvzww5j1aj+NbioCJ3ODJxMDeNSfyANl3M4bX19f7zqL30nFADNDhgwBAASPRE/dKmf4y0F/8bjENwjBYNDY30k77QYDmVUS0QXxzY7t5L1jX3R6ZXXAPxXzLiUL528iIqJ0CSujxVV2N2Jm2xEREREREREdL5544gl87Wtfw7e//W2MHTsW3/ve9/Ctb30LDz74oLHN3Xffjdtvvx0zZ87ERRddhGAwiOXLl6OwsNDiyJRq6QgK2ZW1dtuGjz76CAAwaMhw6w2P9umMHTs2ZpWTLOJ4OC01boV9SNRf6ErKm5H/9uX9zK4BaqUROSCuq8hhVU1g8ODBAICP9x82lm9r6jIy/OUy/nLgP3jEC5/PZ+yvowvoq9U6rMhBfCeDBaz6os0qBFDqZXXAPxnzLo0cORL79kWPsuvt7UVzc3PUNrpjyOdQcf4mIiJKF1F+0CneTBEREREREdFAM3jwYDz22GPYuXMnDh8+jI8++ghz586NmsbV4/HggQceQGNjI7q6uvDaa69xruEs4DSRQRdgM9veTbn7eAJTxzL8D1hu5zka8Bfb687tZJkVt6X97aZLIDremM0/L4hrgFUSlRrU1lXkmD9/vun+n376KQCgs+9Yhr8I7G9r6kJ1eaER9Be/X9nSho7eyPYlJSVR10Cn0484uZ7oSve7uT6Ylf6n9MrqgH8y5l2aOHEiWltbsW7dOmObN954A6FQCBMmTDC2WblyJY4cOWJss2LFCpx55pkYOnRoyl4fERGlVjJGNGcDuwx/IiIiIiIiIqLjhVnASBdgM9s+WUFtsyxZkbHvKx2m3a9zf6QicEfrfgCxAX+nVQVS2XfFwBwdj3SfWbNrhNVgGd06OYiu+2zW1tZq9w8EArjwwgsBAEeOBvzl4L4I/Ku/p4wrRVevBzk5OfjrX/8aNUAtVZ9fq5L9bq9H/aXv/XiR1QH/ZMy7NHbsWFx99dW49dZbsXbtWqxatQq33XYbpk2bhoqKCgDATTfdhPz8fMyYMQObN2/GCy+8gAULFmD27NmZeulERJQEdl/u4r0xSscXMnl/txn+ycAbMiIiIiIiIiLKJKd9E1bbJRoUM8uSPRbAj/TZiAC/UDyiEp37d2HQ0QEBamKj06oCTqofJDPwx/4g6g+sBsyon1mrCiBWAX7d9rrzON3W6/WioCAfPt8gAIjK6Jdta+qKGgzQHfKgp6cHNTU1xkADq3L96jp1G135fSevy26dfD6rKQIodbI64J+seZcWL16M6upqXHHFFbjmmmtwySWXYOHChcb60tJSvPrqq2hoaMAFF1yAO++8E3PmzMHMmTPT+nqJiCg1kj3iMZ4vZImcIxMBfzc3rUREREREREREyeakb0WeUzsZnPZ7GAH/o1UZi0dUxmxTPKISCEf6dHJzc12fQycVWb1qgI4o28kDZuyqZch/06IkvpOpNOINVpsNEgoEAigoKERPyBO1XGTzA8ey/cWyhoPd6OkDRow4Ier4VuX61XW61yU/TlbWvnw+lvjPjKwO+Cdr3qVhw4ZhyZIlOHToENra2rBo0SL4fL6obc455xy888476Orqwu7du/E///M/aXmNREREdvr6+jLdBANv0ogS09fXhx/96EcYM2YMioqKcNppp+HBBx+MmrojHA5jzpw5GDVqFIqKijBp0iTs2LEj6jjNzc2YPn06SkpKMGTIEMyYMQPBYDBqm40bN+LSSy9FYWEhKisrMW/evJj2/PGPf0R1dTUKCwtx9tln429/+1tqXjgREREREVEKJKufwm3A+1jAPzpJQ830F+vlkv7JmG4gniCdWWBUV22ACR+UzdRy/VaBa3m52bQgum3FsZNVxdXv9yM/Px9HpIC/HOwXz+Ws/ynjSvHJ3oPIy8uHjlX2vu65bn+7a57VtAd2+ziduoSSI6sD/kTHi5aWFrz33nuZbgbRgJCqm4hM3pxkIsOfiFLj4Ycfxq9//Wv88pe/xNatW/Hwww9j3rx5eOKJJ4xt5s2bh8cffxxPPvkk1qxZg0GDBmHy5Mno6jr2pW/69OnYvHkzVqxYgZdffhkrV66Mqk7V3t6Oq666CqNHj8a6devw85//HPfff39Ulav33nsPX//61zFjxgysX78eU6dOxdSpU/lljIiIiIiI0i7VwW+nZazdZ/hH99mIUv6CRxPwV8/phJu5xnVEUNTpOdXj83siZRMnGfrqcrtrgNW5dJ+3eKZ8zcnJQehovodazl88VwcBjBp5QlSFELVtTp7rBgI4ncLA7/cblRGsttPt4+aaQ4ljwJ9IkYqbl5/97Gf4wQ9+gK1btyb92EQULVU3EZmcc+jjjz92tB2/fBFlv/feew/XX389vvzlL+OUU07B1772NVx11VVYu3YtgEh2/2OPPYZ7770X119/Pc455xw8++yz2Lt3L1566SUAwNatW7F8+XI8/fTTmDBhAi655BI88cQTeP7557F3714AkSmtenp6sGjRIpx11lmYNm0a7rjjDjz66KNGWxYsWICrr74ad911F8aOHYsHH3wQ559/Pn75y1+m/X0hIiIiIqKBye1c2rr9nU696CSL32n2qgjAecKxSRpR5f01Jf3dkl+jLvCW6j4rBuwo28Rbaj8QCER9htTgve5v3WywjZPPnRrwzsnJwaefHQAQG9gXXtnSFvU8FPbA6z0WynUaqFcD8Fbt0rVbfp/MKiOI90C9DgcCAdtqCpR8DPgTKVJxA7NmzRoAwP79+5N+bCJKn0x9wTnppJOMx1ajSPkFjCj7XXzxxXj99ddRX18PAPjnP/+Jd999F1OmTAEANDQ0oLGxEZMmTTL2KS0txYQJE7B69WoAwOrVqzFkyBBceOGFxjaTJk2C1+s17jlWr16Nyy67LGoqrMmTJ2P79u1oaWkxtpHPI7YR59Hp7u5Ge3t71A8REREREVG8dEEzNyWj3fSFqAEps6xVJ8eRM/xjyvjLjk7fZhXwdxI0FKwCb6nEPifKJm6moFAD3zU1NcZ1xy54rway1WuG2edCbKce0+v1YlT5CO0+YgDAmOEFACIZ/9uautDS3hEzJYjTagV2Jf6tKps4DdjrplTg9SIzGPAnIiLKcn19fcbj/nLDxGoDRHrf//73MW3aNFRXVyMvLw/jx4/HrFmzMH36dABAY2MjAKC8vDxqv/LycmNdY2MjysrKotbn5uZi2LBhUdvojiGfw2wbsV7noYceQmlpqfFTWVlpui0REREREZETTgP8uoBSvP0PIvAnH189n5Xc3FwEg0EgHI7O6Fc5yPBPR1+P2/eJ/TrUH6gDf9wEv+3K4euYBcHV65PYTj2mx+OJeq4r6y8C/9XlhaguL0TJYF/Ma5CPm0jFEvl4ZgMe1Mdm10qr6QMoPRjwJ0qj8NERnUREbuhK+jspMZVJ/WVgAlG6/eEPf8DixYuxZMkSfPDBB3jmmWfwi1/8As8880ymm+bIPffcg7a2NuNn1y6LTBYiIiIiIqI4mFU1tJu3283c2lbH0T1X5ebmwufzGQF9ANpMf1HyX87QdSLZfTxu+2nYr0PZThdYtrpGxFMVQJS2t5vz3urYVvupZf3V52JAgKjUaPe5VAcCuKkeYnd9NTu3XXY/ryXpw4A/URqpI7iIaGBI9EvaiSee6Gi7VNxAZdMgAqLjwV133WVk+Z999tn493//d9TW1uKhhx4CAIwcORIA0NTUFLVfU1OTsW7kyJHYt29f1Pre3l40NzdHbaM7hnwOs23Eep2CggKUlJRE/RAREREREcXDLlPULbPAXjKJNooAvkcK+ItM/6jA/9EEMLcBfyfBOl27iAYSq4C02WfCyXVGzlavqalBfX29qwEDTgLlIpivZvnbcVvFwM32Ts6tex/cXq8oNRjwJ0ojZvgTZS+nIy/jkegXzd7e3iS1xD2OwiRKrs7OTni90bfgOTk5CIUinURjxozByJEj8frrrxvr29vbsWbNGkycOBEAMHHiRLS2tmLdunXGNm+88QZCoRAmTJhgbLNy5UocOXLE2GbFihU488wzMXToUGMb+TxiG3EeIiIiIiKiVIo3E9Su9HSqyMEuI4AvBfyF4hGVx4L+DjP8zaoa2G0XCARQV1fH/hsaUMyy+cU6wHlGuhPq9B/q+eXncjWAurq6mGO1HeoAEJvNL2xr6sIrW9qithH9OKL9ZnQVT3SvV/ceOSnFryvbL46f6DQrlDgG/InSiBn+RJnh5EbD6dxHmSAH7NzIxhusbGwTUTpdd911+MlPfoK//vWv+OSTT/Diiy/i0UcfxVe/+lUAkXuFWbNmYe7cuVi2bBk2bdqEm2++GRUVFZg6dSoAYOzYsbj66qtx6623Yu3atVi1ahVuu+02TJs2DRUVFQCAm266Cfn5+ZgxYwY2b96MF154AQsWLMDs2bONtnz3u9/F8uXL8cgjj2Dbtm24//778f777+O2225L+/tCRERERETklF3pabec9FWoAb6cnBwEg0F0tLVotxfZ/giH4PV6bfuFnWYPq0E1v99vOq+4W3Zly4myRTyf93in+tBlzdsNVhLPdZ/N0sGDLM9ZXV6IKeNKAbjL/heDC9SkNt3gCLfXUKdTGphVAKD0YMCfiIiOe9kWwHdCvhmKN8M/G193NraJKJ2eeOIJfO1rX8O3v/1tjB07Ft/73vfwrW99Cw8++KCxzd13343bb78dM2fOxEUXXYRgMIjly5ejsPDY6O/FixejuroaV1xxBa655hpccsklWLhwobG+tLQUr776KhoaGnDBBRfgzjvvxJw5czBz5kxjm4svvhhLlizBwoULce6552Lp0qV46aWX+DklIiIiIqJ+R5dJK7iZx9psf3Ubj8eDkpISDCoptdzXg7Drcv5O2uTke5vbQJsukEmUrewGxZjt46QEvdjOqpKA2X5uAt7bmrpMM/0B8yoAVuSpTdTPtPxYvmY6uUaqx9ENAkj2YCxyhwF/ojRiSX+izHFSliibyDdD8Wb4p0u2v5dE2WTw4MF47LHHsHPnThw+fBgfffQR5s6di/z8fGMbj8eDBx54AI2Njejq6sJrr72GqqqqqOMMGzYMS5YswaFDh9DW1oZFixbB5/NFbXPOOefgnXfeQVdXF3bv3o3/+Z//iWnPDTfcgO3bt6O7uxuBQADXXHNNal44ERFRhvGelYiof5CDSHZzcMusstwTDTiZ7e/1eqNK+htl/GVHM/yFeObMjhdLbNPxLJ7PtZtBLVbb6gYY6cr869oph4isyvob2yO6crTZ59lNpY9AIBC1vZN2q8T7Iw+OoMxiwJ8ojVjSnyh97EYYpqO8kN1IUStiPm8gkuFv92U3nnMkC0dqEhEREVG24z0rEVH/YDXlotNAlMppyX75cSAQsKwaAAAerxeesEmgXwhHthPMXlM82cpO6Y6RSJ8VUTYwS+5y+lly+tmyGmCkqwSgu06JZV6vF1YpodoS/uHouJLba4i8nZNrqNk63fHl4/FeO/MY8CdKI2b4E6WPm5sTsb3TLzROt4vn5kkQWf3BYBBHjhyJKseka4uuTbzRIiIiIiIiIqL+xiwzPd5+Dif7qQMN/H6/acasEbzzeACEUTyiEgCM39HC6AgGbc8b72uzCsJZSaTPiigbuR3Yoq6XH+sGHqnHqqur035+5T5mNcDu8XgQRmxS6LamLqO8v1rmPwygpaXFdiCDOsBAbC8GLtkF5e2y9HV90mbH5KChzGDAnyiNmOFPlHnJ+EKTyi8+4oZIBPx9Ph96enpMb7rsvhim+waLN3RERERERERElAyZCjxbTQspZ/JGMvftE7xKSkoSbo+bCgCJvm/s26H+oL6+Xrtc/P3LAXlA/zkyC9SL7a2IAUFmn0FxrZCD/21tbQiHYzP5q8sLjSC/+C22CYUjlQF0FQPkx+rrE9urA5fsgvrqtCp21566urqY7TloKDMY8CciIsoi4oZIBPzF43hLIyXjBsvNFz3e0BERERERERGRE4kElq2C8omyKv0dV7+HgyQwXfudZuY6wSA+HW9qamos/67VQLfbz5HdtnafKTVJy+/3Y8SIEeizGCMkgvzy774wUFZWFlOSX60eYFaJQG2z2euSj6N7bBb8l6c3cNoOSg0G/InSiCX9idKvP91cyG2VA/69vb1pOy+nBiAiIiIiIiKidEikvyHe+bjtuMnwDYdCzg4aDjsKwqllwHVTCsTbz5XMQCdRpumCz3afMSfrzKZSVdc5nUpDXZaTk4NQGFEl+wW5lL/I+K8uL0Qo7EFOTk7MgAWzygLqdlavT8dpWX8xIElcv+rr6xMfHEUJYcCfiIiOa9l+c2F20yUH/Ht6ehztH69sf4+IiIiIiIiI6PiTriSNVFUujOR22Wfvh8NhR8e1m7bRbh3RQGGVra8O2pGz2uVBNXIFDXU/+TxOptNwWsY+JycHrYc6tOt0gwAAoDcU2S8e6mAiJ+wqAOiWBwIBo+JCf0q+O94w4E9ERMeFVJZyc3r+eM5pNuJSLenvZP9kcHKzTERERERERESUqHQFr+M9j91+4XAItgF/jwdt7e2253Ha7+K2f0b0VznNSCbqD3Tl48XnSM0y12Wd+/1+bcl/HV3frZMKI2pbAoEAWltbUVjsQzgcyegXpftl8vK+EBAGkJeXp22bGLSQDG76tkWAXzCbAoDSiwF/ojTyOJiviYiSI94vc2Y3I07mZUpkbif1JtBpwN8NXVk6pzdfHEFOREREREREROmQSKDIbX+H2+PKj9vb2xE26e/t3L/r6CMvBhUPsj2+Vb+L25Lc6nHNgnDs66H+yizg7vRvOp7rhC5b3ioBTf7MiX0rKioAAL3hY2X7VfKy3qMzRJsF/OWgu+412U1DIBPXCV2FhHjw+pJ+DPgTEdFxIVk3EW7LFiXj2GKdfAMll/FPVsBfPod8I+xmfjrddvEOkiAiIiIiIiIiUplly7rZN56kDKtluizhoqIiQAn4i0B/8YhKAEDY40FfqM9R280kM2PWTf8W+3Uom+my2+W/WbPsd13mvZsgt9My/6IN8oAbEbjvDekHConMfhH0P3J0u/z8fNP2qOfWtU836Ef3utXXYJbgZnVNStWgK7LHgD8REQ0IySxxJEvmzYtZhr8c/HfDbO4pq2VOv/g52YcjOYmIiIiIiIgoGZLRx2CX3e7mHH19R4P4nugQiwj0GzwehPr64u4/koNn6e5nYWluymZqSX4gOtitW6/bXlf232mQW91ODaKLee2FgoICAEBPSN8eEegXgf+eowF/sZ96LrPnTgYl+P1+1NfXxyx3k9Vv9T6xXzj9GPAnIqLjknpj4uQmz8lx1GWpunlJRkl/t2WsnD4nIiIiIiIiIkqGdPY5xNOHY7bPP//5z8gDj1cq36/h8SIcDmPs2LGuzy2fPxPBM7P5yomymVkZe6u/Z6dZ6WLgjRxQV/uJddMNiG2MgH+f9dTPIvC/tfGwsV9dXZ3jPmmnfb1mgyacDvZhn3F2YcCfiIiOS26/jDgtxRTPsZ2eS7Zt2zbjcbJK+puxez3Jei+JiIiIiIiIiGTJCia77Yuwm4fb7njV1dUAgLDHG5vVLztaAaC3t9dV++JhN+Wi2/eIgX7qD+TPq66UvViuy8aXtzOromEWZLcbjCO3S2xzLMPfY2TxWzl5eDGASEn/mpoa29ege6xjt14MLjAbPKF7rnJTKYCSgwF/IiIacJyWuk8VJ+c6+eSTjcd2Af9k3zwl8l44LTHHGz4iIiIiIiIiSha3fRlWwTGzkt4ytaS/WZZ/+Oh6Y3sbdpUmrZgF55xWCWBfDfUXbgPdThK6/H6/dkpYu0EAZst015H8/HwAwJHQsSx+Kz0hD/bt24fNmzdrz2fVtnimcBX76wYXiOfiPbK7Tjq5jlJyMeBPRETHhXR9KXFzHruR1VbLe3p6tI91UnHzJI+MtRuRqbvJVrdXb5h5w0dERER0/GLAgIiInErGtIKJ/r8Tz/5Gxr4nUprbNMvfQYa/LhNYlsypCKxeq1mfDv9fp2yi+3usr693VMnC7m+5pqbGtk8TcP85FZ/xwsJIkH9bYyS7X87y12X8b288jLKyMkycONHx+ayqAKjLnCbFydvL0wCI94bXiOzAgD8RER0X3Hz5SSTYnIzzOFkuZ/UfOWId8Je5Kaeklq8zG/3ttAyU1TxSujmhiIiIiOj4xMGdRETklFkWaTzHcJt4kcg5jxw5gmAwiI72VusNPV4Eg8GogL+TTOBUBdCcZCtbzUFOlGni8yL/TcoZ6fLfr27e+0AgEBPEt+rTrKqqimmDfAwnU4KINouS/icdLdUvZ/mrGf/bmrpw4tHtmpqaYtpg1n6VrvKH/F5ZJXrp+ovV991ptVdKPQb8iYiINNL5RUY3b1x0hv8RhMNhR/s7Cc7rboCdlGGyw5s7IiIiIiIiIoqHrm8kWdT+Cl3GrtW5dcv6+vrg8/lQPOQE65N7vPD5fFEBfyfZ93bZwlZtM9vWbF+7ARN27SFKp7q6OtTV1Tn6mzQrTS8Sk+TPgNnfv1k2vziG0ylBAoGAEfD/cP9h27ZXlxfiSChSQeSMM86Iaq+TNortzSqIyMvka4DddCBmg7QSmY6EkoMBf6I0sgrYEVF2SecXGd1Nk1rG36qsv9tR4Oksj+eknBYRERERERERDWxy0Cje0vJO+3KsqhCq5zbLXu3r64s88HjRuX+X6fHCR0v66+bgtju33XZOqAE+J4E7omxWU1MTdyVRq6C0k+oX8Z5DHD8/Px8AUDG0WLuNWta/5+hlRuxnNTBh/vz5ppUFnFRnlbdXl+mofb7Jmo6E4seAPxERHRfimV8s1UHoROY8EwH+4txQ1HMnx3Bagt9Nm+K9QdONBCUiIiIiIiIikoms+2QEpN30v9hlzJqd08jY93hRPKLS/ASe6Axd3XntSuonK/Ne1x/EBA06XlhNYyqogW+zYLi6vRtW++Tn5yMYDOJIX2xwH4gu67+tqQtHQh4Eg0Ej4K8eX25zbW2tqz5hJ5z2Q8vTG8j/Bry+pBcD/kREdFyI50tgKm5y4m2Teuzu7m4AwKDccNRzJ1/63LTT7j1I9MaMN3ZEREREREREZMcqYzfRTH83wXUn5wfkDH+P5b4d7S0AEFXSXz1vsoN0TjBBg/ozNwN1dFnxumuELvAvHltNA+JGXl4eAKAn5EF1eWFU0F8dAFBdXojeUPR+Vq/D6jpnN8Annv5b+dw1NTXGeyj/G/D6kl5JCfj39fVhw4YNaGlpScbhiIiI0sJt6Xs3NylmoxidzrUkAvyD80NRz+32k5clY+6kRG/MnJajIyIiIiIiIqKByy6LXQ64ue1rcBNct9tfkEv6Wxk05AQAQCgUilqejCoEqcD+G+oP7MrM2y2zOp58vRHLzQYkuakwGwgEkJubC5/Ph50HOgFEZ/TLj4XesAc+nw+5ublR7dEF9+2qo4iAvF0lA7lP2+5aK7Y1m/qE0iuugP+sWbPw29/+FkDkP7YvfOELOP/881FZWYm33norme0jOq54bEZ8ElHirG60dAH8ZJVFU49vNorR6TG7uiKjOgfnhREMBrUBf7sR7mbzM6Xiy1sio+uJiIiIiIiIaGCz6y/RBdzc9nE4LWPvZLu+vj4Eg0GEbUMsXmN7Wbyl+FXJ7l9h0I76G115fqvlTuiuN3ZBdjNyxnteXh6CwSBGDRsUtY3I7lez/PsihV+Rl5ennZrArg26fZxUFLGrWqu+t7xuZIe4Av5Lly7FueeeCwD4y1/+goaGBmzbtg21tbX44Q9/mNQGEhERuWF1g2EWgE/WnELxzCVndl4R8PflheHz+XD48GHb85mdX73Z1W3n9PU7rVBghzeCRERERERERANXsgLV8QTOnZbQt9ouFArB5/NpS/p37t9lPA4fXb9161ZXSSpOiTaalRx3OsiBqL9zUqnV7jPodPoPJ1VGdOtycnLg8/mMUv1Cw8FuvLKlzcjyF4H/vtCx/eTKA8n+POuuE1bVEsyujfPnz09qu8iduAL+Bw4cwMiRIwEAf/vb33DDDTegqqoKt9xyCzZt2pTUBhIREaWaPBJRvrlL1fz18gh0s7mWRMC/JC9kmuEfTxucDAqw4qZkltM2EREREREREdHAYlZCOhmcJFrYrbcL5B0r6R8b8C8eUQngaOD/6PrTTjtNW5FA7h9K5D0wKznudJADUX8kJzY5qS5qlyhmlznvJmFKt7/XGwnJ7m7ujFo+ZVwppowrBRAJ9ovAfxieqP3kz7mT65zuPdH1feuuP/FUrq2treUgowyKK+BfXl6OLVu2oK+vD8uXL8eVV14JAOjs7EROTk5SG0hERJQotzdjyfoyZDXa0+qmqa6uDl1dXQgGgxicHxkxLgYAOGFW4smsLcnAL45ERERERERE5Iau5Lbbfgu7Ppd4p3O069MJhUSKrvkUrpHAf2S92N6qWmO87wHRQOW20qsdNYiuVs6Ip9qqTATuK4YWm7ZBBPsBIBQGgsGgsZ98fLOEMjtm18dE+3bV47CvOP3iCvh/85vfxL/927/B7/fD4/Fg0qRJAIA1a9aguro6qQ0kOp6Ew+FMN4FoQIn3hsVstLWTbXXimSequ7sbJYN9KM6NXDe6urocf+GL92Y3lV8o5dGdvOEjIiIiIiIiongySOPZPpHAn9m+RsBfyfBvrn8/esOj68PhsOP+JfabEDljVYY/nn5ONRiuVs5wUhHEqmKJCNyHwpHrgijdrz4WQmHA5/Phww8/dF2xQNdGEeA3q2RgNkVIKvq/KfniCvjff//9ePrppzFz5kysWrUKBQUFACLzSHz/+99PagOJjiceTYknIkodt+XQdDc9dgHqVN3MdHV1Id8bRlNLBwCgu7vb0bmcvF6nZZ50+1ndODuZ54o3f0RERERERETkRLJL/Ts9J2Bfztssw39Y1YXRO3kiIZi+vr6UZiMnsg1Rf2VWhl/uz01GiXmr0ve6ALpVn3QwGDQey9n81eWF2NbUZQT+5QEAVVVVSalEa9bPrV5r1YEOTvqM3Syn1Igr4P/ss8/iuuuuQ21tLU466SRj+de//nW0tbUlrXFERETxkG9SEh0ZnsqS+FbH6u7uRn4OcFpZMYLBIHp6ehwd08n8UmbzN7lVX1/vqh1ERERERERERE7ZBc6ccLuv06C8WYZ/rOiS/nbtcZu4koxt7DBoR/2ZGuh2msAkl/Q3y4jXPbdb7vP5op7Lgf3q8kJjEIA8GGDHjh3aY9m9Bl2bdNuqAyecHEveRk2e0y2n1Iu7pL8usH/o0CF885vfTLhRREREiYg3E95NeSK7bdXSR7rziIC57kazp6cH+d4QPmvphM/nQ1dXl/YYVsdX22zWJrObOqvt6urqXI/2JCIiIiIiIiKyY5e4YLWtulzux0lWFmogEEAoFEIwGERYCvh37t8VtV1z/ftGAQCnU73qAmfxSGaQnv09lG3koLLusdznanY90X1GxH51dXUxJf3dTAFrRlwH9rZ0GstEZr+ZYDCIM844Q7tOl/BmN0jKavCCfFzxHljRBfXVKq8cMJQ+cQX8w+GwtjT57t27UVpamnCjiI5XLOlPlD52oxLVL1BuRx3abStuCHVlo8S+Yhv1Rszv96Onuxt5XuD0EZHRnEeOHDE9l9MvwmqAPh7iXLpjsZQcERERERERESXKTYDfaXatVbKDVQVDs2OHQqGjmbrH+nuLR1RGbTes6kKEcaykv1uJBNrjLcHtdhuiTJI/1/Jjuc9V/eyrQXJ5ndhP1++pu6aYDQIwSzQTAf8ThxVHrZOz+WUeZcCQenyzoHq82fry/k76keXzyIlmvHZkhquA//jx43H++efD4/HgiiuuwPnnn2/8nHvuubj00ksxadKkVLWVqN9zOpKTiFLDrDy/XYa707JIVufU3YCZDUAAgJ4jR5DrDSPXGxnJKQf8dXND6drspgqAHSdz2KWrlBwRERERERERDUxWGalO6Ppl3CZIiAx/APYl/ZWAndN+kXgDZk73Yx8O9Wdu/jZ1wXAn2fpOK8HKgW7dIAJ5XTgcRjAYhAdhbGvqisrs12X5exCZAkAMSjLL3ncy9YlaATbRoLy6v3wddVJFgJLPVcB/6tSpuP766xEOhzF58mRcf/31xs+0adPw1FNP4bnnnktVW4n6PWb4E6VOPCOTnX5J1N2kxDvnmnosszL7R470IM8D5HnD8Pl86OnpidpPBPStzmP1+tzOgWc3h52TEa1Wo1yJiIiIiIiIaOBJJMlC5jSjPd5AlJq0cSyxK9Lfq5bzPyYSgjEGCDgU73SVdn1ddlMbsM+G+ou6ujpHf7P19fUx1xldtVWxTl1mxs2AIdHOcDh8tDLIsax+EehXs/y3NXXB64kkgp122mlR7bL6nNu9H1VVVcZx4h3oYLU/ZU6um43vu+8+AMApp5yCG2+8EYWF+jITRERE6WY1x5nV6Eq7Y8W7ja6agHzzKG6KampqtNMJ9B7pRU5+GLlHxwn19va6bqNd25I5wtJuvqZUnZeIiIiIiIiI+i+1r0TmdvpFM/Ecx666ohrAV8v5A5FBAKUe/fbJYFaFUfeeOumTYX8N9SdVVVWOgs7qtKt2WfhOxfP5W7NmDQDAe/S6oCvl/8qWNkwZV4rq8kLs+CQyQCAcDju6jrnt0072e5DK6zjZc5XhL/zHf/wHCgsL0dPTg927d+PTTz+N+iEiPZb0J0oddQSmOkeT1ejldLAKfKs3PeFwGEd6e5HrAXKO/k8tl/Q3YzdPlFk1gXjYjQBN1gh9IiIiIiIiIjr+uQk8JbN/Q+Ymu9fo5/WYh1gigwA80dtrzmdVXtxNn4qTKSDNzuGkxDlRNpH7VZ1Wp3Cale6msqv8OZaPr+uTDoVCCAaDRsBfJjL9p4wrNZZ5pAFDyQj2m70G9Xm8VVrF1AOJtIviF1fAf8eOHbj00ktRVFSE0aNHY8yYMRgzZgxOOeUUjBkzJtltJCIismU1t7xY76TUWTYEqvv6+hAMBpHjDSPXEzaWOaV7rX6/36gmANiXcHNyDgDaeaqcfMHkF0ciIiIiIiIiiofTEtqC034Jp2X0RWluO6LMfzAY1G5vlggSb59KvJm5uhLhDNJRttMlf1kFqp1+luLJpDebPrWuri6qv1SU9F/f0By13bamLtOS/kBiFUKsBieo7Vfb7HQ6XHV6A/b7ZkZcAf///M//hNfrxcsvv4x169bhgw8+wAcffID169fjgw8+SHYbifodswsaM/yJUsfJjZyTuYnincstmXp7e+Hz+ZBjkeFv93rN2i7fsFkNgnB6YybmfdKdw2qkKL84EhEREREREVGi4g1+x5sNK/pTnPTzFo+oBDwe+Hy+pJb0T3WfCoN1lO10AWvgWJ+m26krdAlNunPqBhTIA2bUarPy4CS/348dO3YAAC48dVjUsUWwX2T5i2V7mzsBWAf8rT6vInhvNv2t7rmur1elHlM3eIDXkfSLK+C/YcMGPPXUU5gyZQrOO+88nHvuuVE/RAOd2X8KHo+mVksCeNEk0rP6bOiC0W5KPyWb7py9vb0AgFxvGA37O41luhupRNus3oCpN8h2bXVzA80gPxERERERERFZcVNKG3CegZpoO3TBRQDHam7bEP3Cyeh7SmX/Fefbpv7ASZ+jk+lIxX5WVUN0/bHxXHcCgQBOOeUUAIDXox8wpGb5Vw4vBmCf4W92XvG67Notc9pPblZRwc25KLniCviPGzcOBw4cSHZbiI57TgL+bm7YeNEkOsasNL/ZDYrbYLTdDVu8dOc1Av4eoHpkEYLBIHp7e7U3XG6uA1aj3s2C+4lm5cc75xMRERERERERDTyJZObX1dXFzJ8dD6cZwsFgEJ3N+6wPplQCSMa0h6mcOpH9zdTfOB0EpK5zOoVHPAFss2tIKBRCMBg0SvXLGf3q821NXY4y/OUqrk4GOeimHZg/f37MMc2OYbWd1bkp9eIK+D/88MO4++678dZbb+HgwYNob2+P+iEiPSelnnhTRZQ4s1JKTvaL93zJJMr353qB3KMjPsUytTSUlXhueOXSV1Zl/+3Op37B5rWNiIiIiIhoYDr11FNx8ODBmOWtra049dRTM9AiyjbJCgrV1NQ4yrx1k7lqto/naKn+4qEjHLXNLBFMFxjMdPKEk4qPRNnCblpTWTIG17jZXj5ffX09QqEQfD4fxNVAzeiXn1eXF2L0CZFEsL6+PtPjysF6XXvVfmR1m5qaGtTW1lruZ/demr1ulvZPr7gC/pMmTcLf//53XHHFFSgrK8PQoUMxdOhQDBkyBEOHDk12G4mIiDLOTQn9RKsBGAF/Txh5XsDn8xnL5OPYzSmlKzen+4JrNjDA7ah4dZQsb+iIiIiIUov3W0TUH3zyyScxwQoA6O7uxp49ezLQIsoGcp9EOpIE3Gb2ms1RLZaJAH5nS3SGf+f+XcqRIokcXm90KMaqz8UsecLJFJa67RINcjKJg7JVPH/b6bh/1n1mampq8OGHHwIAPmvpdHQcryfSL6z+HyofXwTrra4BujZZXSecVHytr683bbfb6y0lR1wB/zfffBNvvvkm3njjjagfsYyI9Jxk+BNRfJxmuzvZzukXqHja5WT/jRs3AgDyvEDO0SGfPT09jo5TV1enrWqg+7Jol33v5kbQyXIiIiIiSi52oBFRNlu2bBmWLVsGAPi///s/4/myZcvw4osv4sEHHzTmM6aBJxkVARPpf3DST6QLDor25uTkAACKh5wQtb54RGX0QY72Bzc0NGiP46ZtTvbRbZdoXxZRNpIHC5kFq82qkSb6N+60T1T97J188skAgFNOKIop568jSvrrBs056b9208ftNkhfU1Njuw0Q6aum9Igr4P+FL3zB8oeIiCjd7MqfOf0iaTcFgNVcSLrR2U7ng5KddtppAID9bR3weCKBf12Gv05VVZXl+kRuaK1uBHVfLNkBTURERERENHBNnToVU6dOhcfjwX/8x38Yz6dOnYpp06ZhxYoVeOSRRzLdTMoQq4C7074Lu4xWq+Xq1IZm25qdQwT8O5ubrBt5NOAv+muciKdfxW1fVrzHIso0s/7Xurq6mIohdo91n31xHKftkNl9dnp7ewFEMvfl8v264P+2pi6MPqHI2M+q/9ksqO72uqA7jpvpUHT7Oh0YQImLK+C/cuVKyx8i0guFQpluAtGAIN/cxfslxSybXTdCMtEvVeqXR5HNn+eNfCns6jiEzz77zHQf3XKr9U6rITjZRtwI8ssgERERERERyUKhEEKhEE4++WTs27fPeB4KhdDd3Y3t27fj2muvTeo59+zZg2984xsYPnw4ioqKcPbZZ+P999831ofDYcyZMwejRo1CUVERJk2ahB07diS1DeSMVbA+ngxcN/N4q+d1kyQiiID/oCHDLffxhCP9wbm5uZbbJSur3k0QMpFAHlGmmF07ampqHA0CUo+lDhJQj6M7nkgYMxssZLbcmMZViczKwX95We7Ryq8fffRR1LlVclDdahCVXZKaLjjvZgrXeCrdUvLEFfC//PLLY36++MUvGj9EpMeAP1F6JKM0Uzzlz8zmXZs/f76rUk8i4H/y8GIAwLDSQRg8eLCjdtsd36yduvV2I9zNRmk6nT6BiIiIiIiIjn8NDQ044YQT7DdMUEtLCz7/+c8jLy8Pr7zyCrZs2YJHHnkEQ4cONbaZN28eHn/8cTz55JNYs2YNBg0ahMmTJ6Ory760MqWGWaXFVAaKklHaOz8/P/IgfKy/t3P/rtgNw5FS3Hl5eZbHM2tLKrPzzYJ/7M+h/sJuOlJ1ufxbFwR3+revXkOcTK0KHMvwz/U4m/o592gyWEVFhXEuu4E6VtdTt69PfmyVDCefhwOJMieugH9LS0vUz759+7B8+XJcdNFFePXVV5PdRqJ+w+4CpptrhYiSR9z06G60kn0es5tB3XWgtrbW9GZI1041wz/PG0Z3d7fjtlm1M55gvNl8WG6rDPAmj4iIiCj78B4tPfg+00D3j3/8A/PmzcP3vvc9zJ49O+onWR5++GFUVlbid7/7HT73uc9hzJgxuOqqq4xp88LhMB577DHce++9uP7663HOOefg2Wefxd69e/HSSy8lrR0UPzWYZbdtvOR+jnj7j4yMfSngXzyiMnbDowlgdgF/uV2JsBs04LYSJVG2UzPvrbLZ5d+6QTZOA+Nust5lugx/s3L+25q6sLv5cNR+6gApu0oE6nMnA4vk66LVvk76fXktSa+4Av6lpaVRPyeccAKuvPJKPPzww7j77ruT2sBklGFqbm7G9OnTUVJSgiFDhmDGjBkIBoNR22zcuBGXXnopCgsLUVlZiXnz5iX1dVDyZPOXZLsLGAP+RKklbnqcZKgni9XcULpzO7lxFAH/TTubAQAdHUFjmdmcTLrzW5Vsi2fkuJNjOzkOUbbZtWsXdu/ebTxfu3YtZs2ahYULF2awVUREROnBjrj04PtMA9lPf/pTTJgwAb/73e/w/vvvY/369cbPhg0bknaeZcuW4cILL8QNN9yAsrIyjB8/Hr/5zW+M9Q0NDWhsbMSkSZOMZaWlpZgwYQJWr16tPWZ3dzfa29ujfih5dH0mZgGsVJSKTuQYIsPfE7Lu7/VYZPhbBebE82S/Tv5/RMcTq+x6J8yy5u2y5M2y3u2IhC6R5KXzypY2o8T/GWWR36Jf2E5dXZ1txQK76WrVx24HGNgtp9SJK+Bvpry8HNu3b0/a8ZJVhmn69OnYvHkzVqxYgZdffhkrV67EzJkzjfXt7e246qqrMHr0aKxbtw4///nPcf/997OTN0v155sSBvyJ0svpHGzxHFe9aTELxJvdZFkNDBA3cRNPj/x/V1Y6CD09kRtCXQl9dX/1uXzzKd+o1dfXW86Tl8j7lu5yfESJuOmmm/Dmm28CABobG3HllVdi7dq1+OEPf4gHHnggw60jIiIiIurfFixYgEWLFmHr1q1466238Oabbxo/b7zxRtLO8/HHH+PXv/41zjjjDPzf//0f/vu//xt33HEHnnnmGQCRe30g0octKy8vN9apHnrooajEt8pKTQY3xc1NZUCzbe2CSqmqGGCU9LcJ+He07AMAFBQUxJxLF6i06jtygiW16Xhn9xmxG0ij0gW1nWb4u50OoLu7G8FgEPnesJHZX11eGJXlP2VcqbE8/2gE9+OPP445ViAQiOqPlqdeVfuC1f3UtuvWO7mO6CoAJGOqXYpPXAH/jRs3Rv3885//xPLly/H//t//w3nnnZe0xiWjDNPWrVuxfPlyPP3005gwYQIuueQSPPHEE3j++eexd+9eAMDixYvR09ODRYsW4ayzzsK0adNwxx134NFHH03aayECGPAnSqVEbiTMMt2dfNEUv9VAfDxzPgGRgQPi5i+6pL/1SE6rG0yzG7iampqEyleZnU+eWsFuW6JsEAgE8LnPfQ4A8Ic//AF+vx/vvfceFi9ejN///veZbRwRERERUT/n9Xrx+c9/PuXnCYVCOP/88/HTn/4U48ePx8yZM3HrrbfiySefjPuY99xzD9ra2oyfXbs0c7RT0sQzAMBpNqvbc+vIxzcC/uFey318JUOit7c4lxwsS8aUBVbncor9OJRtzKYvldfLwXC77e3OEU+7zHR3d8Pn8yE/B0YWPxD9WJZ/tG/4hBNOMJbJ09maJYZZtcWunW6SuOSpEeTKCGbVWii14gr4n3feeRg/fjzOO+884/E111yDnp4ePP3000lrXDLKMK1evRpDhgzBhRdeaGwzadIkeL1erFmzxtjmsssui/pPd/Lkydi+fTtaWlq0bWM5p4ErkZuc3l7rG0Aiip+cre72c2p2I+Pmi6bduXXloHTb1tTUoKenBz6fz5jPKc8bmaspHI4t95SM+ZGsbtrszmW2vzyAIZG2EaXDkSNHjGyL1157DV/5ylcAANXV1fjss88y2TQiIiIion6vtrYWv/rVr1J+nlGjRmHcuHFRy8aOHYtPP/0UADBy5EgAQFNTU9Q2TU1NxjpVQUEBSkpKon4oPdTgkW69Kp7pC91sJ7dDfIfUlfTv3C8NDAlF+oNFSX+ngxic9p+kOiDPbF3KNnLQ3uyz4vf7UVVVpV2u6+900ucrHyPeMvaipH++UtJfzvAXXtnShoKccNR+4vx2Uw6I3/FWQNFVsnVTgcXpfpRccQX8Gxoa8PHHH6OhoQENDQ3YuXMnOjs78d5776G6ujppjUtGGabGxkaUlZVFrc/NzcWwYcOittEdQz6HiuWcBq5EglVHjhxJYkuISFZVVWVbwj/RGwzdjZO6zmxbs/mRdG0VJf2NDP+cMILBoPYa4jRYr3Jb3srJMdXjWI005c0eZZOzzjoLTz75JN555x2sWLECV199NQBg7969GD58eIZbR0RElBm8XyOiZPne976H7du347TTTsN1112HmpqaqJ9k+fznPx8z3Wx9fT1Gjx4NABgzZgxGjhyJ119/3Vjf3t6ONWvWYOLEiUlrByVHPFmoZsutBgw4LaGvBs/kkv5RAX4AxSOOxQo6Wg4AAD788EPbtsTDTbKKG4lOLUCUKnJ/qq7sfDyfAbvPpfrYbHu7z4qYirzwaCBfLuuvmjKuFAVH+4QPHz7s4FVEuB04pOsj1lWFtasIG28fNSVPXAH/0aNHR/1UVlaisFBfciIRqSjDlCws50TxyLaAPztw6Hji5AtOfX296Tq7fXXnMgviy8cxGwhgdU5xrcgzMvzD8Pl8ttcQN0H8eG62dKM75XPp5oByexNIlAkPP/wwnnrqKVx++eX4+te/jnPPPRdApNqUKPVPREQ00PB+jYiS5Y477sCbb76JqqoqDB8+PCqJqrS0NGnnqa2txd///nf89Kc/xYcffoglS5Zg4cKF+M53vgMA8Hg8mDVrFubOnYtly5Zh06ZNuPnmm1FRUYGpU6cmrR0UPydZs8nqz7RLGtFtL28rAv6ecF9UgF/lCUcqAIwfPz5lfSROg3JO+o3s5vcmyiZWA3zU/sm6ujpHlVLtytNbBbbtPmMicL/zQOS3WSl/oSAn0icsB/zNBjY4/czbJaPZ9V3z2pC94gr4A8Dbb7+N6667DqeffjpOP/10fOUrX8E777yTzLYlpQzTyJEjsW/fvqj1vb29aG5ujtpGdwz5HCqWc6J4ZLqkv9N5vYn6K7vRxyJzwO0c9WbbWt3oWJXwl+eRAiKBdHnbjz/+GICU4e+JLJfLNzm5QXVSds1N2Srx/ll9QXVS1oqDjSjbXH755Thw4AAOHDiARYsWGctnzpyJp556KoMtIyIiSg3ejxFROj3zzDP405/+hFdeeQW///3v8bvf/S7qJ1kuuugivPjii/jf//1f+P1+PPjgg3jssccwffp0Y5u7774bt99+O2bOnImLLroIwWAQy5cvT0kyG7nnJEM0FRUNnRxHJUr0Q1PSXzZocAk8Hg+2bdsWNdd1MjmtauAksMf+YurPrPos5eqwdtxWjzVLglKPs2vXLnR2BHHWKGf/5xTkAMFgEDt37ow6j1WVAavXYZX1r16b1HP4/f6o/mwn1zF+50ivuAL+zz33HCZNmoTi4mLccccduOOOO1BUVIQrrrgCS5YsSVrjklGGaeLEiWhtbcW6deuMbd544w2EQiFMmDDB2GblypVRmZMrVqzAmWeeiaFDhybt9VDmpWI0qBuiTHem8IaNjndOb1h025tlqNsdW3AyV734YqeWuldLGIqpaHYd7AQA5B4N/LvN8FfbobsGihu9REvhuflSzmsRZZsvfelLOHToUMx937Bhw3DjjTdmqFVERESpw/sxIkqnYcOG4bTTTkvLua699lps2rQJXV1d2Lp1K2699dao9R6PBw888AAaGxvR1dWF1157TTvPM2VWskrcOymxbXY+u/1ycnLg9XqBcMhyO084hNzcXJx99tnGcVM1FSWDazRQxFMtwy4xKpHpTnXHlpeJ30VFRRgxZBA8HttTAQD+b2sbThgyCIMGDTKOqZvSwKrqqpvAvN3gKvH/pd21Va2SQOkRV8D/Jz/5CebNm4cXXnjBCPi/8MIL+NnPfoYHH3wwaY1LRhmmsWPH4uqrr8att96KtWvXYtWqVbjtttswbdo0VFRUAABuuukm5OfnY8aMGdi8eTNeeOEFLFiwALNnz07aa6Hs4GY0aCpkOuBPRBG6AQBO5zVS9xGs5h2UBwM4Occnn3wCAKgqLwJwrLS/HPB3EnQXrzOdJZd4M0f90VtvvaX9P7qrqyvpFawAYM+ePfjGN76B4cOHo6ioCGeffTbef/99Y304HMacOXMwatQoFBUVYdKkSdixY0fUMZqbmzF9+nSUlJRgyJAhmDFjBoLBYNQ2GzduxKWXXorCwkJUVlZi3rx5MW354x//iOrqahQWFuLss8/G3/72t6S/XiIiIiIa2O6//37cd9996OzszHRTqJ9IVr9Cotm8dnJyc+EJWQf8EQohJzc3pe1I1v4yDh6gbGYWYHeyH2A9yEe3jW46ACfnV4/Z2dmJopwQtjV1RW2nPhemjCtFUU7Y9P9Ps2kHdOe2YtcvLvctq32/Zkm2qapoQubiCvh//PHHuO6662KWf+UrX0FDQ0PCjRKSVYZp8eLFqK6uxhVXXIFrrrkGl1xyCRYuXGisLy0txauvvoqGhgZccMEFuPPOOzFnzhzMnDkzaa+FBq6+vmNlnZIZ8OeFksg5deSjm+B+Mm5MrAYD6IwYMQL79u1DnudoSX9vGMFg0LiGOC3Db5a9n6zydjp2N3O8dlE22bhxIzZu3AgA2LJli/F848aNWL9+PX7729/ixBNPTOo5W1pa8PnPfx55eXl45ZVXsGXLFjzyyCNR1QXmzZuHxx9/HE8++STWrFmDQYMGYfLkyejqOvYFcPr06di8eTNWrFiBl19+GStXroy6d21vb8dVV12F0aNHY926dfj5z3+O+++/P+oe+L333sPXv/51zJgxA+vXr8fUqVMxdepUfk6JiIiIKKkef/xxvPLKKygvL8fZZ5+N888/P+qHqL8R35nycnOBcKTvt3P/Lv3G4RByc6ID/qn6zpXs/h2ibBbPlK3yvuqUq+JYun7Nmpoa2ykxrDLqxbKOjiAKc8KoLo8u6a8+f2VLm/G4MCeEjo5g1PHT1W9jljQnr6+vr49ZZzUQgVLH2dAyRWVlJV5//XWcfvrpUctfe+01VFZWJqVhwrXXXotrr73WdL0ow/TAAw+YbjNs2DDbqQbOOeeclGRwEclzbsuPE5UtF0pm81I20/19qiMRdaMS01ENpK6uLmoggDhvIBBAT08PysrKkJfTAiCS4e/z+dDT0xPTPvU4Knl7eVuz12j3fpidQz6O7oaX5fwpG5133nnweDzweDz40pe+FLO+qKgITzzxRFLP+fDDD6OysjJqrtIxY8YYj8PhMB577DHce++9uP766wEAzz77LMrLy/HSSy9h2rRp2Lp1K5YvX45//OMfuPDCCwEATzzxBK655hr84he/QEVFBRYvXoyenh4sWrQI+fn5OOuss7BhwwY8+uijxsCABQsW4Oqrr8Zdd90FAHjwwQexYsUK/PKXv8STTz6Z1NdNRERERAOXqMRKlAnJ6Ls06yvyeL3A0QT/4hFmcZEwvDnReZep6BtxEwB0856w75eynZN+S7O+SidB/Pr6+pi+V7M+Z/m33NcLRPp7Ojo6UDYobNneV7a0Ycq4UuN5cW4YLR2drvtW5X7geD/Hun3Ufl6rfmBeP9IrroD/nXfeiTvuuAMbNmzAxRdfDABYtWoVfv/732PBggVJbSBRfycH+eXMvOMFL9iUzdzMSy+vM7sZsbpBtNpGR71RFOetr683MvnzvOGo3z09PTjnnHOizmV3w6mbdsBqrjiz1+Lm5tjqmGKZVTuI0qWhoQHhcBinnnoq1q5dixEjRhjr8vPzUVZWhpycnKSec9myZZg8eTJuuOEGvP322zjxxBPx7W9/25hbtKGhAY2NjZg0aZKxT2lpKSZMmIDVq1dj2rRpWL16NYYMGWIE+wFg0qRJ8Hq9WLNmDb761a9i9erVuOyyy5Cfn29sM3nyZDz88MNoaWnB0KFDsXr16pgprCZPnoyXXnrJtP3d3d1R9zbt7e2JviVERJSF2DlHRMl03333Odruf//3f/GVr3zFmKuYBg67ZAYhnv+fUhVc9/v98Ho8QNg6eIdwOLKdg+O5Pb/MTdDTrm9LXsb7ATreuPm8mX0GdMlVZtuI393d3ejt7UNRbuw1Y1tTF6rLC7GtqSsq2A8Aexv3o6s4D729vci1mB5E7W/Vtcvpa7fazs01waqfnZIvrpL+//3f/43nn38emzZtwqxZszBr1iwEAgG88MIL+Na3vpXsNhL1a4cPH9Y+ThaW3SWKZVVCSWV106Yew8m2ZgMFnPD7/aipqTEC/rlHvw/KAX83bVfbYDanktx2u9fr5FzqMXX78UaPssHo0aNxyimnIBQK4cILL8To0aONn1GjRiU92A9Epsb69a9/jTPOOAP/93//h//+7//GHXfcgWeeeQYA0NjYCAAoLy+P2q+8vNxY19jYiLKysqj1ubm5GDZsWNQ2umPI5zDbRqzXeeihh1BaWmr8JLu6FxERZYdM3auF7YImRHRc+9a3voWmpqZMN4MywOlUiE4rECabWjo8KsMf9v932Q2UdtKX5LS/xqxPzC75xckyomzjtO93/vz5cR1PV/ZfLA8EAqiqqnLclo6OjsjvYNBYtq2pywj2A9Gl/bc1RZJH/aOHIxgM4h//+IdlW530t6b6cx3PYCRKnrgC/gDw1a9+Fe+++y4OHjyIgwcP4t133zXKjhLRMakO+KsBOqKByiyA7WRbs2VuzwlERnbafamyG5DQ09ODYDCI/JwwtjV1Ic97bLnZue3ar970mQ1UMBvsEC9en6i/2LFjBxYuXIi5c+ca00XZTRsVj1AohPPPPx8//elPMX78eMycORO33nprvymhf88996Ctrc342bXLZJ5KIiKiODDgTzSw8RpAiUpmYEnXn6H2mYRDIQCx2fud+6O/J5WUlLg+f6JBM6dZvOrjdM4PTpQIJ3+nYpva2lrjue6zYTUgQJ2SVa5+4bR0fSAQMAL+Jw8vNpZXlxdGBflf2dIGAFGDAIpzw/D5fBg9enTU8cz6m60ey3QDGQS31xt5MBSvIZkTV8D/H//4B9asWROzfM2aNXj//fcTbhRRNor3IiUu5EBqAv6A8wtwsi60vGBTNjILZgPH/mbFjYyTTH0nZed1QfOamhpt0Fw3EtvsnD09PfD5fMj1RG785Ax/s8+ffENl9Rm1+sJqNVAhnsoFZiNLeQ2hbPOb3/wGY8eOxZw5c7B06VK8+OKLxo9Veft4jBo1CuPGjYtaNnbsWHz66acAgJEjRwJATGZTU1OTsW7kyJHYt29f1Pre3l40NzdHbaM7hnwOs23Eep2CggKUlJRE/RARUfZyU/kqG4RCoUw3gYiI0ijR/5/cBPzcnssuicTv90f+39KU6y8eIVVC83iS+v+bXSDPbblt3TJm5FJ/oP6t6j4bdgNn1AEB6jpdNVRdP6pdApXf7zfiRG2HIr9FBr/8W5TzF+X9tzV1ofDoFABynMnN9KpmbdZNEys/1vUx21WQVc9H6RVXwP873/mONptnz549+M53vpNwo4hk2dIxEe9FqrOz03gsX5QzIVkXWl6wqb+JZxR0fX19zHKr61E8JZPkgQjy+p6eHuR5w9i+L3LDJzL8t2/fbjrfmlim3sQ5HVWZyDx4VjeBRP3B3Llz8ZOf/ASNjY3YsGED1q9fb/x88MEHST3X5z//eWzfvj1qWX19vTFSe8yYMRg5ciRef/11Y317ezvWrFmDiRMnAgAmTpyI1tZWrFu3ztjmjTfeQCgUwoQJE4xtVq5ciSNHjhjbrFixAmeeeSaGDh1qbCOfR2wjzkNERP2f1b1jNmJ2LxHRwBJvFmk8+6eiX7TPJOAvdO7fBXi8ke2OSiT7VRfIi+cYOv3lXoFIMLseuOnj1A0IUAcLmCV2WWXYq89Fhn8wGMSpI4oAHAvqy791xACBjo4O0wFMZtVb3dC9F3bLxPvFKtTZIa6A/5YtW3D++efHLB8/fjy2bNmScKOIZInebGS6hEhQmpPlkPSYiFLH7MbObE44uQy/+K3b1snNi9XNpu548rnE8Xt6enBw/z7jRi/PG8a+fftw4oknmrZfV4ZJHgAgl5zSSeRaqw40APSjYJNxLqJUaGlpwQ033JCWc9XW1uLvf/87fvrTn+LDDz/EkiVLsHDhQmPQrMfjwaxZszB37lwsW7YMmzZtws0334yKigpMnToVQKQiwNVXX41bb70Va9euxapVq3Dbbbdh2rRpqKioAADcdNNNyM/Px4wZM7B582a88MILWLBgAWbPnm205bvf/S6WL1+ORx55BNu2bcP999+P999/H7fddlta3gsiIiIVM/yJiMiK2zL1TvdxeixVX28v4IkNsYiS/sUjKgGPF71HB2LLpcCdHD8eTqoxOt2WKFvZ9XHGGxOSj2tVMcAqy1/+La/v6OiAz+dDUe6xAa6i71f8Fln9slNPKEIwGERnZ6dpUF88tyrTryacya9Nd910+h6avV5xbEqfuAL+BQUFMeU/AeCzzz5Dbm5uwo0iSia3JUSSfVE6dOiQ8bizowN9fX0JHY+I7Ln9MqeW4ReclIJyem5RMcCu3L7f70d3dzdOHjUCQORGLz8njOLiYvT09Ji2v6amxrYCgV05OqtlTuZ+ktf1t2wyGthuuOEGvPrqq2k510UXXYQXX3wR//u//wu/348HH3wQjz32GKZPn25sc/fdd+P222/HzJkzcdFFFyEYDGL58uUoLDw22nvx4sWorq7GFVdcgWuuuQaXXHIJFi5caKwvLS3Fq6++ioaGBlxwwQW48847MWfOHMycOdPY5uKLLzYGHJx77rlYunQpXnrpJX5uiYgoJdx+t463k5aIiPoHN6X23Vzfk/l9xupYoVAIR44cQdibE7NOLukf9uag58gRbRUbs+ObBe2cvDanrz+eSo9E2cRJP6jb6U/NKmg4zWBXzyUfQ1R/Ls4xH+BaXV4YlelfXV6IotwwfD4fNm3aZHt+kVSma6suuS0QCKC+vh5+vz/muuNkygSz5/IxKH3iCvhfddVVuOeee9DW1mYsa21txQ9+8ANceeWVSWscUSbYzevilgj4h3PyEQ6HM17Wn2ggsip3JH7rAvryzY7dtcDspketGKCWwZeJdaKkPxC5scvzAj6fzzTgL7dd95rM9rHaxur1Wg2OUG8E7eZ6IsoGp59+On70ox/hP//zP/HII4/g8ccfj/pJtmuvvRabNm1CV1cXtm7diltvvTVqvcfjwQMPPIDGxkZ0dXXhtddeQ1VVVdQ2w4YNw5IlS3Do0CG0tbVh0aJF8Pl8Uducc845eOedd9DV1YXdu3fjf/7nf2LacsMNN2D79u3o7u5GIBDANddck/TXS0REBDj7bi1n+MfzXZydikT92+jRo5GXl5fpZlCaZGOigJtEMGP6NI9NAqQnB+FQCH19fY5fq1mFSjfcZPoneiyidFMz2s3mltdVJZWpFUrVoLdVCX+zdplNwxoMBhEMBlGUG47J4tdl9otS/8VHKwKUlZXFtEt9LMhT1Volevn9fqO/ye66o5vuQF4n/5b/PXj9SJ+4Av6/+MUvsGvXLowePRpf/OIX8cUvfhFjxoxBY2MjHnnkkWS3kShtUpFx0N7eDgAIFZZEPSei5DO72bEqd6TesKmfa6dfsuzmULMqbR8IBKJuKHu6u5Gfc2zkd/7R4H93d7f2eLpzO6luYnXT66YEnq7cldVAgmz6Mk8EAAsXLoTP58Pbb7+NX/7yl5g/f77x89hjj2W6eURERFkl2Z12iRwv2zoQs609RNli165d2L17t/F87dq1mDVrVlSFKiDyGaqsrFR3pwHELEnAbq5sJ8e12tcuiKUj+mh0Gf6ipL+8vqvrWDAvHYGwZPW9sBIAZSNdgpXcN+l0+g+1z1juB9atF8vNkpx01TnEdqKk/7qPm6NK+AOxmf1CdXkhinMjA2KXLl0ada2Sz+W2P9uuH9vsNbhJiMvGQV3Hu7gC/ieeeCI2btyIefPmYdy4cbjggguwYMECbNq0iTdllNWSObLR6fbHAv6lUc+JKPnc3qzI26nZ8U5ZbXv33XdbziclP5ZLLnV3dyNP+h867+h3RzngL5/bbbt1AXqr9sn7zZ8/3/RY8n66wQROpwUgSreGhgbTn48//jjTzSMiIsoqbr83J/t7eLL2TZSTgBQRRdx000148803AQCNjY248sorsXbtWvzwhz/EAw88kOHWUTbRJQkk43prFwhUy3WbDTyQl3V2dkYe5ESqUshBfrmkv1h/+PDhuNuvtiHePpV49uP/bZSNrPoc7ZKWnGxntV7u81S30QXaxfUlGAwCACaPGxIV6LfyypY2vP9xMwDg0ksvjbqW6QY7OKGrhmB2bXAa6BcY5M+suAL+ADBo0CDMnDkTv/rVr/CLX/wCN998c0zJpS9/+cv47LPPEm4kkZDo6Ec3o5WSRQ34y1NhEFHqmX1BMxsF6fQmSS71rwtkBwIBzJs3z7Ztukz67p4eI6sfOJbh39DQoG2n25upeOeg8vv9qK2tNT2WvK382+y8RERERHT8c3Pf5/F4UtiS5OL9LJFzgUAAn/vc5wAAf/jDH+D3+/Hee+9h8eLF+P3vf5/ZxlHWS+b11un0haLPRe7XqKuri9pGBPzD3khMJCrILxHrjQECDttj1c5435NEKyUQZQu1T9Vp5rlZP6bdZ8EuIK4eW9cnKqZ6LsoNw6kxwwtw+ogCADAGDKjnsiOuZeo0B6KdVoMn5GVm0x5Q9og74O/EypUro0auESXKaVArkZuVZH9pb2trA7y5COUPAhBfhn+23HxlSzuI3DAbuS2PuLS6tpjd9MnzaZtluOvaYTW4IBAIoLe3F319fdqS/sOHD9e2KdHpSOIdPa+2Qx4Eoe7D6wdls1tuucXyh4iIiJxJ9J6vPwX8ici5I0eOoKAgErB47bXX8JWvfAUAUF1dzWQxyig3VWjkfiAgkrEfDAYRzsm1PEY451jAP5nTySajnyUTyXFEyeB04IuTDHUnx1JL6OvOIYjBQWpC1KFDhwAAxblh28x+IFLuv7q8EOdURLY1iytZTSNgFuTX/RaPdYli8v5W0wXYVUah1EppwJ8oXunI5E+X1tY2hHILEM4tPPq81Vjn9PU5fT1ORqJl02AIomQzu1HRPTZ7rguG6wLiTstDqcvMSumLY4o53QqkgL94vHPnzqhjyG3UnctNuX51vW7Upt17o7vhUwcE8CaPslFLS0vUz759+/DGG2+grq4u6v9tIiIispbod8bjLeDPe1+iiLPOOgtPPvkk3nnnHaxYsQJXX301AGDv3r3GwHaiTHDSt2PWnxoMBuHz+RDOKbA8R0d7pNqryO61YpegIW+XzCQLq/2dVoYkSic1yO2kD9Qs0O0kSC1K6OuC42Zl/dXl7e3t6OwI4tODh42S/jKxTC33Pyg3jI5gEIcOHdL2c1sF4HWvXzcdq9nACLs+cN353FZfoORhwJ+yUrrm+kjHzUprayvCuYUI50Zu/uSS/sl+fU6CeG7PyRs66k/Ua4dabk1Xwkjd38lnJJ45nnTn0t38GAF/6X/ogpzI79LSUtsSVPI6dRuzm2GrjH67IL7TOZ5EVQWzAQ9EmfTiiy9G/bz88sv4+OOPceONN+Jf/uVfMt08IiKipMrm+7DjLeDPDk6iiIcffhhPPfUULr/8cnz961/HueeeCwBYtmyZUeqfKFtYBcVkIlsXufmWxysecRKCwSCCwaBtkN7p/xv19fVx7Wd2brugPv8/o2yj9le66c+Np+/XLHDuZPCA2Le9vR0jhw7C2JGF2gx/say6vBDbmrqMwL/XA5QNHYT29nZtlVndea0GC+naapZMJvfjmu0LRPc5JzLtCCWGAX8a0NxceOLpFOnp6cHhw50I5xVqM/yzTSI3mkTZSBesdnLTkexOULMAue4LVVdXF/bt26fN8BeDAWTihsrJiMuqqipXn3Ozm0XxxVI+p9sKIry2ULbzer2YPXs25s+fn+mmEBERJVU234dlU8A/mwdGEPU3l19+OQ4cOIADBw5g0aJFxvKZM2fiqaeeymDLaCBJdqVVEfAP51gH/MM5+fD5fMcGCDg4j11bzTJ6nU7/qAtUZvP9AZEd9W/fLkHJaea6XbVTN4MI2lpb4cvts8zul8mDAny5IXy6c6fraq5W7bdqszyoSK5kYLavk2sSpR4D/pSV4rkQpPLiYfYfgN05RXA/nFuIcF5R1LJMcxr040WZ+jO3f79mZfedHMdqOgGz0Ze6dh4+fBhlZWXIlwL+Xg+Q6wX27NljLBOBfrmclNVIS3Fuu7ao2+vaaVbCyuw1q3hdof7io48+Qm9vb6abQURERBnAwAdR8nzpS1/CoUOHMHTo0Kjlw4YNw4033pihVtHxzi7jNdG+CSPgn6sv6d+5f1fUenn+bbtzx/t/kJM+H6eZwET9ifq3b9b/qiYzie2tkrUEtXKqWTt0Aw76+vrQ1t6G3sNBI5AvB/nVjH/1eUl+CGGEEQqFotqoa7dZ+9181uUAvm4/3RSwTCbNPAb8KSvFMzdQKi8eZse2u3FqaWkBgEiw35sLeHONZZnG0v40EOgC91ajPM3K7MczV5FgdtMjB8bl42/atCkqw1/c/BXkhFFcXGxsp954mZWYkysA6M6vW2e3XG23WubOitu5n4jSYfbs2VE/tbW1mDZtGm688UZ2QBIRERERJeitt95CT09PzPKuri688847GWgRZTOnWep24pmO0awdOlu3bgUAo6qrqnhE5dH1BQgGg46meXX6epPxvrBvhgYa+W9e7ldVE5nMPhtVVVXGNvJv3XnUPum2tjaEQmGcOqLI2E6U7gf0Gf6irP+2pi4cOXwIra1tGD16dNRr0Q1kchJbi+daI/epi/dC1xY3CXSUXHEF/Ds6Ohxt94Mf/ADDhg2L5xREab/pSOYFSLRdBPdDuUWAx4NQbiGam5sTOnY6bvzk/XkTSP2VWeDeLiitu1FyMmrSrJyT/NhqbiShsrISZWVlKPBGAv5iRGeBN4yuri5t2TXda1bnczPjpMSbXda+2Zdx3thRf7F+/fqon40bNwIAHnnkETz22GOZbRwRERFlBO9liRK3ceNG4956y5YtxvONGzdi/fr1+O1vf4sTTzwxw62kTHFSmjqT/ZF25/b5fADMM/yFcG4hfD6fEfDXvW63ZfXjeV/4/xodr5wEt51sU1dX56jPWFclQD6Guk9dXZ0REyrJD0Wtry4vxCtb2myz/k8bUQyfz4eDBw/GnFP8Fv3QTpKt4rnWuJ0ml/Gk9Isr4F9eXo5bbrkF7777ruV299xzD4YMGRLPKYjSLp6qAnbbHzhwAAAQzi82fh88eNAovRKPVN74JXN/okzRBcF1n1W7Mkx2ZYjcjgR3MsIyEAigu7sbAFCQc2z5K1vakJ8Txr59+0zboxIjVcVvsa143bpBCWaln9zcJMqvUfd6eW2hbPTmm29G/bz++ut4/vnnMXPmTOTm5ma6eURERJQBvG8lStx5552H8ePHw+Px4Etf+hLOO+884+eCCy7A3LlzMWfOnEw3kzJE7Yuw4yRoFy+nfUnytiKAb5bhL6gl/XX/v8TTL622J1nvDQcGUH+g9l06rVKq219sI2etOzm3Om+93+83lsnHr6mpMeJEQwti40JjhpsPGqouL0R1eaGxnwj4W/W3Jvse1m2pfrfXdkqeuAL+zz33HJqbm/GlL30JVVVV+NnPfoa9e/cmu21EhlRfHNyOohTsthfBuXD+IABAKG8Qent70dra6r6RLvGCSgOVmlEvj26UyTdldXV1MV/mrMrU67azGqGtHk9HbCvKHOYdzfAHgCnjSpHnDaOoqCjqtZmdw6w9QKTkktlgB10b6+rqjO11++mWZctofCK39u/fj3fffRfvvvsu9u/fn+nmEBERpVy2fW8Mh8P2GxFRv9HQ0ICPPvoI4XAYa9euRUNDg/GzZ88etLe345Zbbsl0MynD3CQ3WW0bz3SFalKEk3OJ5R999BGQkwd4c7TbGby5gDfHtj84ntdmt5+8L/tn6HgiMufl54DzATD19fUxCUuJJFrOnz8/alpVtX379u1DMBhEMBgEYJ7JD0QSv9QS/8MK+gAgpq/KrF/arp9atFnHajCB3cArNRGM0iuugP/UqVPx0ksvYc+ePfh//+//YcmSJRg9ejSuvfZa1NXVobe3N9ntpAEu0TmV7Nan6uLT1NQEAAgdDfgHD3chGAway1MpHRfUbOscInIzulHcoAQCAdTU1Dga7Wl2LHmZ2U2NfMNpVfa+u7s7cp1oiZ4+J98bRk93t3a6DafBf7MRqFY3azU1NaipqUFdXZ12pKt6LDN2FRWIMqmjowO33HILRo0ahcsuuwyXXXYZKioqMGPGDHR2dma6eURERCmTbR1xTqvh8bsoUf8wevRonHLKKQiFQrjwwgsxevRo42fUqFHIybEJlBLBvD/BrA/ITaVBXZ+G00oCubm5CNmU8wdgTPPa2tqmXe3kXE7+v47n9bs5DlE2CQQC2n5Kudy+rv9VXE9EX7C6nxm7fs3a2tqoKquiv1nYv38/fD4fzjsxEtxXg/xPv7ffWD5lXGnM+mGFIezbt89IMNUNUtI9F0lu8jLx/Morr9S+FqtrgF2lWHVaBPYHp1dcAX9hxIgRmD17NjZu3IhHH30Ur732Gr72ta+hoqICc+bMYQcpxc3JDYWb+UBS2Ylh1dY9e/YAHq+R4V9UPgY+ny+yXNk32eWX0iHbOoeI3JRAUwP8ZjcxVjcmZtntuhHiZhUD1MdHjhyBz+fDmBHFUcdtO9SBniNHTF+Leiyz7XSjMtWbNd31qKqqyvL9tRvI4HRgAFEmzJ49G2+//Tb+8pe/oLW1Fa2trfjzn/+Mt99+G3feeWemm0dERJQVsum7aia/i2bT+0DUn+zYsQMLFy7E3Llz8cADD0T9EFkx608w66Nw+n+EWR+GWUKI2ge0e/duhHML0bl/l+25wrmFaG+PDfhbTf+YyP83yfi/iv2+lM10gWeZLqAvgvC6QT1O+zXNBgSZ7Ssei2D9ME1JfwD4r4tH6F/oUcMLQigrK4ua7lUO5pu1TbwP8jrRd+1kKgSz1yivl4+jXq/ZH5xeCQX8m5qaMG/ePIwbNw7f//738bWvfQ2vv/46HnnkEdTV1WHq1KlJaiYNNG5GLWaaVTt27dqNvoLBgCfyUQsVlhxdvsvYV1yYnQbs7LDzgSjC6YhsuxL7ZqO9xTqzm0q7tsm/5XaIKjm7mjuxranLGOFZNmQQQqEQzjrrrJjjWD2Xy0kJ8nXHakSo/Li+vj5mmdkXYnU0p3xOXqMoG/3pT3/Cb3/7W0yZMgUlJSUoKSnBNddcg9/85jdYunRppptHRESUFeIJoByP7L4/EFGs3/zmNxg7dizmzJmDpUuX4sUXXzR+XnrppUw3jzIskSQoJ5Uazfoi3GT3+v3+qL6e7u5u5OXlIZxbiOIRlbZB/3BuATo6OtDb26vtC7KqJOmWVQVLJ2W/rZYTZaN4SvFbTeMhD8RRPzu6c6nTAcjHEr8bGxsxsrzMCPjLJftf2aKv/iHb39YJz9HjiHOq/c9+v9/ov9UF5+XXpFYjsOqzlRPG3FTD1bWDUiuugH9dXR2uu+46VFZWYsmSJfj2t7+NPXv24LnnnsMXv/hF/Pu//zv+/Oc/46233kpyc4n6j5aWFrS1tSJUWGosCxUOAQDs3LnTWKaONktUtgyEIMoEdfCMVVl78Vi+YZO3ETdIOnZTBZi1zUlZtb6+PgSDQZw2ogjV5YXGCM8cT2Q+0w0bNljurx5fna5A3NSpr9euaopuEIPZa1dLasnn5DWKslFnZyfKy8tjlpeVlbFiFRERkUuZvt9LVsei2+Nk+nUTZbO5c+fiJz/5CRobG7FhwwasX7/e+Pnggw8y3TzKICdJUFbXYyf9LE76IpwMOpDXtbW1Rebj7oh8XyweUandRwwECHYcNvZLxf8Xdv9nmb3HZm3h/2nUXzn5LNv1F+v6ls36gtVgv9l5t23bhmEFIeR4I8F+UbJfDvxb8Y8qxJCCEJqamqLarH5W5UC+6bGUwL36Gs0GC+iOqyaYqct5LUmvuAL+3/zmN1FRUYFVq1Zhw4YNuO222zBkyJCobSoqKvDDH/4wGW2kASbeL+fZNlro448/BgCEiocZyzpaDyCcW4iPPvooU81Kqmx7z2lgs5vTTb4x0ZXcV7eRs/d1v81uIP1+P+bPnx/TBqubI1lfXx+AyH/Q25q6jBs/ryd6vZy9r1YKccpscITudemYDRRw+gWSKFtMnDgR9913H7q6jn3ROnz4MH784x9j4sSJGWwZERERuZWse89k3sPyuzMNdC0tLbjhhhsy3QzKQolWebVa57RfQz6OVXl9+VxtbW3w+XwoHj7K8vhiIEDx8JHGfk7b5Ga5WaAunv9/knEMonSwq9zhZB+rvlq7v31dWXzdcXp7e9HS0gJ0twNAVLC/urwQU8aVxuyjc0JhH5qaGjFu3DjLvlxdtVfdtU5dbjfgyW69nCxmdzxKjbgC/p999hmeeuopXHTRRabbFBUV4b777ou7YTRwJVKuSHB6MUnGRcfsGB9++CEAIFQ0zBjNWVx2MvqKhmL37t04fPhwQm2ymlc8XRjEo2xiVi1DvTYEAoGoDHTdPuqAADUb3mp0eCAQQG1tbdRzJzeN4nk4HIbP54PHE729eCpK+svl5OwqhVjdeJpdS6yuqfLNoNUNnO7GkigbLViwAKtWrcJJJ52EK664AldccQUqKyvx3nvvYcGCBZluHhERUVLwfixz+N2ZBrobbrgBr776aqabQQOMk34Sp6X01WXt7ZHAXTi3wFFbxHaHDh1ynI1vxqqqgVnw0c09AJM4qL9Q/77tAu+65U4GuOi2UcviW+174MABFBcX40wlq18E/gF9WX81+394YQi9vX04ePCgZTKa6Pd2UqFWt42bSilOBkvxO0j6xBXwLy4uRl9fH5YuXYoHH3wQDz74IJYuXWrMO0yUaskKIjm5YYn3JkyUA+8bNDyqrFNo0HCEw2FjQICT4+ler1oy24yb0axu9yPKdmqmvbg5sfvSV1VVZTpKVOxrVyVAd1yrZWK/cDiMYDAIDyI3fuLmTwwACIfDpm03YxWUFzenVjdgdtcl3fHVEebxVBAgShe/348dO3bgoYcewnnnnYfzzjsPP/vZz7Bjxw5jkA0REVF/xw57IsqU008/HT/60Y/wn//5n3jkkUfw+OOPR/0QuWEWoEskqO32vLqAf+f+XUbSlyqcW2js5/TcdpnIbvpwmG1LxzNRzVU3AMAqSUneRyxzMkjGKvitq4ba2NgIABhRGAIQ6e9Vg/ljhkeuJfJyeUBAZP9I1dd33nlH2wb1c+50WgOndJUDrI7ppB+ekssTjiNysHnzZlx33XVoamrCmWeeCSAS3BwxYgT+8pe/DMh/wPb2dpSWlqKtrQ0lJSWZbs5xoz/O9SH+Y5g+/RvY3bQfwfNuQvOOdSgcWo7iEZXIPfgxij5+C9/5zncSLmcWTwlvooFCfD7Uz4mb64qTkaFm57V6bna8uro61NfXY/ny5bj7vHb4hx0x1j22cTBWftKDt99+G4MGDbI9v1mQXReEj+d1mh1X9xp5rUo+3ndQtuDfIhERJVN3dzcmT54MAHjrrbcy2xjKOrzv6L/GjBljus7j8RjTYvYH/DtMHrd9BfH2LVj1k8Rr2bJlePTRR3H41MvRHsqLSvbS6fnwPQxv2Ya77roLX/7yl+M+r5vXYJeIker9iVIlmTEjq4oZVvtY9f2qnnzySTz99NOoGdOJb5ydYywXJf2denZjH5ZsAR5//HFMmjTJtE11dXVR5fXV9VZ9xm5fG6Wem/uOuDL8/+u//gt+vx+7d+/GBx98gA8++AC7du3COeecg5kzZ8bVaCIdu7LZ8Ur1iMZDhw5hz57d6Bt0AuDxGMF+AJFlALZv355wGxMdjUp0PDMrQySuK+qoRLOMfvE7ns+OfLOknl/dDohU7qisPPYlUR7V6QHg8/li9jFjFexX1/v9ftTX10fd+LmppGL3Gu0qBBBl2kMPPYRFixbFLF+0aBEefvjhDLSIiIgoe6Tzvs2jzmtlw23beA9KlBkNDQ2mP/0p2E/J5aTkvtPnTs+TrCqnhw4dAhDJ8NcF+9VM/6ITKhEMBhEMBl2fS+amL9iuXybV+xOlitq3K6if5bq6OgQCgZgKsLpjicfiOFYl89VlajVYdX1xcTF8Ph/OO/FYcN8s2L+tqcv4UZUWhFFWVoZ9+/ZFtVNuA4CoYL94D0Q1anVbdZm8nXhuVSVBPg9lXlwB/w0bNuChhx7C0KFDjWVDhw7FT37yE6xfvz5pjSMC3JUnstvHyb5O9rfa1u/3Y+vWrQCAvkEjACDqxi9cMBjh3EJs2bJFewz5Ip3szohkjsji/CuU7az+PgOByDxL8mfC7Augm1L0ZkF1u8+d2Uhzs1GeZiMxRSkqq8ELZuRpQsTNrtmIWbNrlhl1e44OpWzz1FNPobq6Omb5WWedhSeffDIDLSIiIsoe2Xzf5rZt2fxaiIjoGLPkDbP1gLP+YF2fSTz/N4jgfTgn31gmB/nVQQDhnHz4fD5s27bN8rjpCJqJAKAb7AOmbCL6FsWUrGbTropltbW1rvpz5X3NttWtq6qqimlLIBDAxo0bAQAt7UEjkC/6fOXAvhgEIE/xKq8fkh+ZEuC1114z7RuWH4v+b7/fHzWlq7qNvFydRlrsD5hfn8R5KPPiCvhXVVWhqakpZvm+fftw+umnJ9woIjNWI6sSLUkti3e0pKAG/KN4POgbNAJ79+5Fa2urcQxd0CzRrNh4S9LYrWewjrKRem1wE6hXt7P6+9YNDNCdU71e2Y2GlPcNBoP4ZP/hqO3k+XfMvqCKmyunr93uuqkr+a9u6/RaIN/wpmJAE1EiGhsbMWrUqJjlI0aMwGeffZaBFhEREQ1Mccw6GcPJvS8Rpdctt9xi+UMkc3IdjyfRwe12VoLBIHw+H8K5xwL+lmX9j25XWlpqeVwnQTM5wBnPAAE5gOcE+4Ep24i+RfEjB6nla4MYEADEZq7LlV91A4zk7ZxUoBbbqZ9hv9+PlpYWAMCQ/GP3uWrgXzxWM/vl9aVHA/6jRo3SJpnJVQ+cfGZ11Q3E69LF4HSvzepcvPdOP8cB//b2duPnoYcewh133IGlS5di9+7d2L17N5YuXYpZs2ax7CklnXrRsirTnWzxZrFv3boVwWAQfT5NwB8wlm/dutX18d0ORkjW8eWgJG/yKBvZ3WTYBbTlv3HdFybd/vX19aY3fuKzMn/+/Khy+XbH3b17N3w+H0afUBR1kyduCc3KnFqVl7LL+o/nWidGhNuNkBVlo0RFBfXcRNmgsrISq1atilm+atUqVFRUZKBFREREA1MyAv5uvg8QUXq0tLRE/ezbtw9vvPEG6urqjGQYIsHJdTzdiQTiXKK/qKOjI7JCyvA307l/l1EJQOyXSNvlAKdugIDdgAk3CTHifETZSBfcNnusZrjLnx1d0pa4xqj7mR1ffCZ10wx4PB4U5YZxdkWhNqgPRA8AUNeL5+dWFCLfG8bBgwdj2q2+Trm/2k1/rN/vx4oVKywHAqg/6jl47cgcxwH/IUOGYOjQoRg6dCiuu+46bNmyBf/2b/+G0aNHY/To0fi3f/s3BAIBXHfddalsLw0g8d742AWf3GwfT0Z8OBzGli1bUDy8AsjVl+MWmf9bt251XPLb6flV8Wb1O6kOwIs2ZSsnnwt1JKfuJlCl3rTV1NRE3fjpzltbW2vc9KkjP3VEQL/hwOGYkv7BYND0tdl9RnVfhq0G8ogR4/JNrjqqU97PbECBbnQrUba59dZbMWvWLPzud7/Dzp07sXPnTixatAi1tbW49dZbM908IiKiASMUCmW6CUSUAi+++GLUz8svv4yPP/4YN954I/7lX/4l082jLJHKpCjdeZxkx6uBK9G/0dnZCQAI5+RFbS+X9ReKR1QaAX+xn9W5nLAa8GBXrVFXuVL3nP2+lO3MMvtlap+mLonULrHUqsqFrr9UPV9z80GjHL+gm8Z1W1NXVLD/lS1tRpn/bU1d8HgAT/chI+Cva6tok5u+WDV4X1tbq31tamUFs8RQVnbNHMcB/zfffBNvvPGG8fPmm29GLZOfEyWD2YXBTYDbSbltuwuQk1FPsj179qC9vd0I6utu9A51dgM4VvpfZVeiyk37nHASzI+32gFRppiNMhTETaHVFx2VOvpTZlWqXvcZs7vxErlN4kZPJDudffbZ2i9kVl/S5OudWfvV5SJQL38hFI91873prhkq+f3h9YSyyV133YUZM2bg29/+Nk499VSceuqpuP3223HHHXfgnnvuyXTziIiIBoy+vr60no/3pESZ4/V6MXv2bMyfPz/TTaEsYNdn4eR67bS8vRq8tzqPWb9rMBgEPF7AkxPV92ta1t+bC8BjJHK4CSiatdFJn7Vdf1E6KugSpYLus1pXV2f8n2L2WTabDkM3IEZMA2CX7KROFyD3ofb19aG1tdUox2+murww6gcApowrNR6L3yefUIRPP/0UoVDItkqtWUxMfS2iverrUFn9f61WkeW1JDMcB/y/8IUvOP4Rvv3tb+PAgQMpaTgNDPFmlasXM6ty206PaXcuYcuWLUY5/879u1A8ojI26J+bh77CIdiyZYuRwWB2sxVP25xWOXBTDcFsxBZRNlEz1uXPuHpDZ/blys0XRLugttP2ykaPHg0AOGV4EYBjN3RhAD6fD16v19G1Ub2OmI1gdfplVred3WApq8EPvJ5QNvF4PHj44Yexf/9+/P3vf8c///lPNDc3Y86cOVHb7d69m5mHREQ04KUySJ7u/2d5T0qUWR999BF6e3sz3QzKAskIPCejuqDT83Z2dkay+z0e8yC/vP2B3UBOHg4fPuwo2J9IcpoukCcH6pz2+xBlM7Pkqtra2pjPlFlVV7NkU7G8qqpKG7NR9xMJU7rKrm1tbWhvP4Sew4eMdVZl+1/Z0mb2kgEAQ/JDKCoqigw6QnSVA7VtVtcK3Tr5WGJKAHm7K6+80rJt4ri8v84cxwH/eDz33HNob29P5SnoOJSMmwuzUiZ257DbRjciUj3Xli1b4PP5cKj7WGaCeuNXPKISId8IdHR0YNeuXaZtjofdTaLTwQS8MFN/oys9r5ZUkn+L9eoAAKsviE6D4063V0c/ApEsBwBQuzpDRzP8xXrAfPCCkzY5HRGubifKQskl8HTvN0dzUn/k8/lw0UUXwe/3o6CgIGb9uHHj8Mknn6S/YURERC7YfaeOp5KeLJnfXVWpyPBPpI+BwQ+i5Jg9e3bUT21tLaZNm4Ybb7wRN954Y6abR8eZeKqUut3eCPg7VDyiEqGcPHR0dMSczy6pw21Sie54okS3FfbhUH+iqwpildEuP66rq9MG6dV91edqP6zZvvLy1tZW+Hw++HLDsCIGAUwZV2q53eD8yHFaWlq0feFmcTGz9XK/rtnACN3x1Me8Z84OKQ34h8PWf8REOolm25tdXJyMXtQFw61GcemOuWXLFsCbg8KTztJn9x8lSv5v2bIl5jzxMGtTMoNuvHBTf2BVvUN3I+ZmBLjT7H2r88s3QvKNojh2Tk4OgsGgEeAXwuFIybg///nPxjI58K4y68h1ez0wK/sk2qyW/Zf3S7QzmSjb8N6WiIj6Ayclft3ukwq6c1oF/OO9j4wnaKLbl4jit379+qifjRs3AgAeeeQRPPbYY5ltHGWU00FqifRluN3eyf8Vn332GcJe84B/5/5dMX3CYSng76Z9Tttmt51VaX+i/sbt50IOjrtJ9pLZ9SGLfevr641tW1tbAQCnlxVFbdtwsDtmf1HlVc3+l5eV5IWM46r9sVafe7OBAHK/rm66A91gAXmQgbpM3p/XmPRLacCfKJXMsu2d3DC5KZlvFfhXdXV1RcqRFZ8AHM3CNQv69/nKAACbN2+2bYeTm1+rkWVuqxuYYWcHZTv1hkQWCAS0cxGZZaeb0QWy3Ywel2+ExM2ffOPk9Xrh8/nQcOCwsc+2pi6E4IHP58O//uu/xhxH125d9QBdO3SsBk652U83atTqJpSIiIiIBjarwXXJ+D7K77REmfHmm29G/bz++ut4/vnnMXPmTOTm5ma6eZTFnJS6d1uN0ew4Yrldv0c4HEZubi7COfnGcrXvt3hEZVTF1879uwBvPpqa9pm2w23frNPgv9kyJ8di9i5lI3U6VtFfaZWopQtMy8vVYzkZIKPbV1QPEFpaWgAA7YeCUdvqMvlFUF9k+8uBfzEYoCQ/EvBftmxZVLvkPltdwpbutajXAJFYpiaYmV1PxPskqgSoAyrYB5x+DPhTVnNz42J1A6g+dhqccxLkl9XX16Ovrw+ho9n7glrSv3P/LoSKhgA5eUbA36oNdjeadgMY3AyCsPrPjBdnymZqAF13jRA3LHaljqxu7HQDbHQ3g2o2v9WXJHlkpNfrRTAYROWwYgCRm73q8kLsa+2A1+uBx+OJ2V9uh3oeteKB0y+Q6s2zei6z/ayuGcmYT4+IiIiIUs/JQHGn3w/dVH3KZDWdVH7f5Xdpooj9+/fj3Xffxbvvvov9+/dnujmUBdwMxJIDSk6O4TYg7oTf70d3d3ekIo0U8LdTPKIS4Zw8FBTko7e3V9uOVFcxAKwTPKyWc8AcZRN5rnkn/bwq3TYiaC1nrlsdq66uTtt3qiZ3bdy4EcFgEONGRTL8RRBfDegDx4L64rEI/MtKjpb0P+ecc2Iy6uXXJ5KudH3TZtdROVHLqi9ZPZ88PYJuIBGvH+nDgD9lNbcZqGYBOfXmyW7El5Pz64jy/CJ7X9CW9fd40Vt8Aj755BOsXbvWVRvcDkSwO558XKuBFHYZw0SZ5HQ0stk1wGm1D6vPpHrdkffRjbSUb5DE+pycHPh8PnxyoDPqHENLBiHHm2P7+bPL/BfP7UaqqsH5QCCA+fPna2941dehe2x1biIiIiJKXDLvsew6/q22cXIss+/jyQz4u30/4u2MdJuRSTQQdXR04JZbbsGoUaNw2WWX4bLLLkNFRQVmzJiBzs5O+wPQccnq+mmVTes0a9Sq/0a3r1nig6qjowPBYBDhnGMl/dVkLx2xfTAYtNkyVjL+j7dLKkv1+YmSxe/3Y/78+a5jJFaffxG0Ngv0q/euVVVVqKqqsh0MW1JSEvl9tBS/HMSXA/yC2SAAsfxga+T609LSYrRV7sMVbVCz7HWP1bbrjiPvZ1flQE5os9uPUoMBf+q3zEqU6JiNQrILpovnTgJUgUBACvibZ/jLwf8+XxnC4TBycnIsj61KVWcBOyHoeKG7mVFvZHTl/53cKDoZNWoVbLerRuI9Oh3IScOKjex+AAiFAY/Xo73xtGur2aAnJ8cQx/H7/Rg9erR2vVw5wex12Z2fqD/QVdggIiLKFv3t/krX3kQC/k4zPpOFWUtEzs2ePRtvv/02/vKXv6C1tRWtra3485//jLfffht33nlnpptHGWJ1/Yw3S9fpPrpAlJqZqxMIBNDR0QGfzxdV0l9H7gNurn/f2L6jo0N7XDcVFeV2qn3XZkkeiQTf+H8dZZva2lrbxE414SrRv2Nd8pia/KXeH7a0tMDn8xml+O3oBgHIywflh+Hz+dDc3GzaRtEeXdvN+r7N4mS6JK+amhqjIoKodKAm2unaRKmX0oD/N77xDWMEC1Ey6S5MVqOV1IuKVVlp3QXJSXDK7/djy9atCOcXI5w/yHJbMQCg72jp/23btllur+P25iyRcosqjs6ibOSkIoi8jRi5KZY7Hemsy9Svr6+3bZfuuiWXPBLLRUAxjOhRn83tHegIxn4pVI+tO7fYxi6r3+416L786t5b3SADouNBJssMExERkTU395zJ+H7Me1wi5/70pz/ht7/9LaZMmYKSkhKUlJTgmmuuwW9+8xssXbo0082jLBRPn2M8FQXVPhu7PmC/349gMHj055C+qutRcgLYsKoLgdwCAPoMf6d9z7rnatBTFwBlHw0dT8RnXReMNut/dXs8s210sSjxXC6JL2zduhUAsL/1WDUbUa7fjprtDwAXnhS5jhw8eDBquWi7m3tXNQFON0hAVwEWONanXVNT4+j9pfSIK+C/fPlyvPvuu8bzX/3qVzjvvPNw0003oaWlxVj+61//GieccELiraQBzS7z1kkAK57guNk+Zsc/ePAgPmloQG/xsb/5zv27Ym78ikdUGsuCh7sBAG+//bZxHPXi7CSQ54TT7d1sZzZ6jijbmI1StMvodzLCGnA2N73TkevHAv6R3+IGcOhgH0pKowfROckq0o0uVc+rq3Zgxe6Loq6agtPSeETZbMuWLaaVLoiIiKj/SPb3Y34vJrLW2dmJ8vLymOVlZWUs6U9a8WbvW1VV1D2X93XabxEMBuHz+TBo+ChHpfyFcE4+gsEgNmzY4HgfJ9S+rWRlM8czgIIoXayC0fJj3d+x2eAAs5L2Yr28n1pVo66uLmb/QCAAj8eDpj07cXZFbID/lS1txuOn39sfs15OBBO/dx44jIKcMA4cOBB1LjG9gFUVWPm1694Ptb9Xfo0ii9/sGptoxRZKjrgC/nfddRfa29sBAJs2bcKdd96Ja665Bg0NDZg9e3ZSG0hkNmpKXW/2XOWkNL/VDaJusIHf70d9fT18Ph9Cg0YYgf7iEZXaGz+xrKjiDITzitHa2mqcV5TGNisxlciNltsbNbeBP6JMsxqoo36G1M+5bl8nI6ytzmu3nW4/I+DvIJHYadvsXoecue90QJXda1arKVRVVdm2lSidxChkJz9CZWWl62l4iIiIBrpUBguyJRDB78VE1iZOnIj77rsPXV3HshUPHz6MH//4x5g4cWIGW0b9mdN+S7tkD8FJMgcAHDp0CADQcajNcjuR8CV+h3Pz4fP5UFZW5ug8MifJKHLmrZBI8oXTPjGidDOraCr/zaoVMKyOYxUEt2qDvI3a7ynW7d+/DycMLogK3IufMcMLjGX/dfGImIx+eapX8XvsyEIMyQ/hww8/jGmLfC1wWsXWSn19vTGISK1SKx9DN7giGbEsci+ugH9DQwPGjRsHIFKS6dprr8VPf/pT/OpXv8Irr7yS1AbSwOX0oqAGoOQ5Q2RORzc6HVigXjjFRbaveJhpoF/WXP++sf2+ffswevRo25FWVqOodKxGosnrnRwj3lLgROlkNkBGd8On29fJ37XZwACxzupzZTVASWz/0UcfAQC8nmMR/21NXWg5FEQ4FD0KwMnnMpEBC1bttbsZlke7yiWteO2gbFFaWur4h4iI6HiTznsyN/eBbqfPcROISPQ18z6WKH4LFizAqlWrcNJJJ+GKK67AFVdcgcrKSrz33ntYsGBBpptHGRbv9VX3/4tVNm+ytLVFAv1FUhVXHdE3LH6Hj5b0F4mUZuLt29FRg5D8v4yON2YBfScl7u22N6uIqusv1V2POjs7sWfPXpw/ZlhM4F4u66+W9xcDAuTl8mCAEUV96OvrixpEp7ZH1zeuey0qeZ0YPCRfR8yqI4jfdv3vlFpxBfzz8/ONckuvvfYarrrqKgDAsGHDbP/DInLK6cVBDUDpRmM6LfHihNlFUgTpQsXDHB1nWNWFACIBfyAyYMCuI0R9L3Tzwphtr3u9YoSWVQDU7N+BF23KRurn0+4zYHXzY8aqNJLZZ0b3mTb7AhoKhRAMBuGNJPobN3gnlA5Ca1ubdh/1udtqHlYDgXTHshutqQ6wcjpKniidfve73zn+ISIi6s+SGThIpA1OzhkKhVLWBqvzs7odUWr5/X7s2LEDDz30EM477zycd955+NnPfoYdO3bgrLPOynTzKMOSeX02C7wlcnx1exHwD+cWuivpnxsJ3rW1WVcGiPf/GydZysmsYkmUDeSEI5noizS7HtglbcnHkI9jtr2ub3n48OGRqh5FfVHbVpcXRpXzV8mDAXTKiiL3y2+99VbUuc2C8E4GQcntj3fQ1Pz/n70zj4+qOv//J9tkmywkZIEQICwxxCiIWGX51mqNKaX9VgPfitq6RluLVcLX5WtxabVKXdOfrdYFFVq3VkldahEDgi2LC6uEGFIhkBDMQvZJMjNJZn5/jM/JuWfOXSYkZJDzfr14Zebcc8899zL33HOfz/M8p6TEMAOAYvgZlOA/b948LFu2DA888AA+/fRTLFiwAIAvxcO4ceOGtIOKUxsjwcmo3IrHklmkqt6+NEiJA2h1dTW84ZForq6QtkVp/kU80aMAAIcPH2bHtBLFX15eztL/69UR+y37rOcIoQZixcmMeI+K95WYMcPqGMBnEJGNA0Z9ELfpHXP8+PGw2+1M8Kf1mlrbuxATE6PbHn88K2nXAonqFydnsvRYPEYCvzKUKhQKhUKhUJxYhnP+ZTTfHe4+DOU7q9WoJzPU+7RCoU9MTAxuuOEGPP7443j88cdRVFSE6Ojoke6WYgQZjLOV1QykZo5mMnFOlv5e9jwjwb6rvYWVG0X6E97wSDgcDqngb/V5eiKy1agMjYqTjeN1kuGDRWXZY8Wof9m8UdaHo0ePAgDc3Q6/bfNzE/xS+JPIz6f/57dR5H9vj29ZkcbGRun56J2nHjRemgXEyWzDfFlxcbFfmZXjK4aOQQn+f/zjHxEeHo4333wTf/rTn5CRkQEAWLt2Lb73ve8NaQcVpzaydCDiwBJIBgBxf6Myfl+ZsMdv6+vrw5EjR+CJSkDSaef4tdPdVKub5t8TnQgAOHTokNQ4YDRBtRolwdc326Yn4NH241n7SaEYbszGDCsvK3wKJ5mQbXaPUBvi+GQ2KaL9aHmQcO4JnZMWhdRRMfB4PNKoJzqWLGWT7Pi0j94ETHbugXrcGzlTqJdGRTDy5ptv4sc//jHOO+88zJw5U/NPoVAoFIqTmeEUofXmekP1nmq0z3AZD4+nXauZChWKU40VK1bgxRdf9Ct/8cUX8fDDD49AjxTBgBU7g54tQ0+YEsuN2hGRBUXJ6rW0+IT+qPRJAAbsvkaif3dTLbwR0bDb7WhtbbUsiA11xlWr+w/nc1ahGApkY4BRwGigdk6jICe9ADDx+IcOHUJjYyNmZUZKjyOL4l9b0a6b6p8i/2eN87UXHh4e0L1aXl7ut3SBeC56yxiYtctf56FypFUEzqAE//Hjx+Mf//gH9uzZg+uvv56Vl5SU4MknnxyyzilObfhIWmDoBgfZRNAstYiRY0FeXh6OHj2K/v5+9EclSuuQ0C+b+Dk6fR5ZO3bs0Ih2ev3ly6uqqvzKzc6DEK+vmWMEbVepuRXBjuy3K5uk6U0+aF2iQF9s+PriGml5eXkoKysz3Afw3V9jx44FAESEDKxfuraiHRFfP7F37drF+myUhURP/OfL9M7R6thi9oLNfzcabxSKkebJJ5/Etddei7S0NOzatQvf+ta3kJycjIMHD2L+/Pkj3T2FQqFQKI6LEy1CH888ejj3GW6UQVOh0OfZZ59FTk6OX/npp5+OZ555ZgR6pAh2jAQjMzut7PtgsiDq7dPa2gqEhABhPtGN7L5G6f1jUjJZSv/W1tYhfY4Faj8PNLOCUQZLhWKk0MtQKqsns1uK2gi/TfaX/8zbTY3sndXV1UhNTcW42IGU/mIqfzHKf35ugu42+u78OmPAxx9/rNt/8TsFp5HDgsxGXl5errFpi45TesFjMk2LrrGZ7qYYWgYl+APAgQMHcPfdd+Pyyy9nqSPWrl2Lffv2DVnnFKc2hYWFmsHzeCIErKR3MvP8NDrWkSNHAACeqIEBmRf36TPv7dlStd1XljYRHpsdTpfL8vkQvEcZfx4yTywxMp+PVDZDDcqKkwnZRMIsNRp/L+hN2vSOZaW8vLycpTUy4+DBgwCA8FAvm8jNz01AeKjPAeC0007THMdKdL1sEmf08sw79lh9sbMyzioUwcrTTz+N5557Dn/4wx9gs9lwxx13oKysDLfccovp+ooKhUKhUHxTOZXfAwdz7mrOq1DoU19fjzFjxviVp6Sk4KuvvhqBHimCFT0xibfXWslgauUYVgIiZPu2trbCGx6N7mNHLO3DCAmFNzwKBw4cMLVTBYKVwDG9+laOa+RgoVCMJHr2XytZT3ntSZY1hB93RFuqTBTn26H9Dh06hOhwL5IiB7K18oI+4B/Fz6fzl0X4A8C5mZGIDPOiu7tbo2npZTIoLy+X6kjiedJ3vQzPemOlmDWA2hlsUJ1i8AxK8P/oo49wxhln4JNPPkFpaSkcDp9HyZ49e3DfffcNaQcVpzYkOgU6AbOaokXP68toH9kDggR/b1Q8gIFUToTsc1L2LFbmiYpHU2MjnE6t15bYJ6veprxYJ0bmW03JLz7UTmVjj+LkQ5xs6b3MiJMiQH7/8PvIPDtlExs+TZJZBDxPb28vGhsbERGqnfS1dXQBANxutyaC36rX9WAnVzIvTX6b2bikJnWKk4GamhrMmTMHABAdHY3Or7Pv/PSnP8Vrr702kl1TKBQKhWJYkc1jicHM4473vdHr9ZpXGkb0MlgpFIrjIzMzE1u2bPEr37JlC8typzh1sZKBlLfXinV4W6eVSH6jIAkr+x5rboYnItq0PgV78XgiouHxeHWDMIz6cryODkao557iZMTM3iv7zpeLwr1exmMxuFJWTvXpn8vlwqFDh5AZ24f9jQOajxi1L2LkAEB/Q0OAcbF92Lt3L3bu3Kk5vp74zv8VtxPkAEHXhc9oIJ43b4M2E/aVrnTiGJTg/3//93/47W9/i7KyMthsNlZ+4YUXStNIKBTHg5GwZbTPcCEbuAYi/ONZWXdTLfsnIpZ5In37HT16FIB+/60MmmYZCgJJyW8k2qmBWhHsyMRv2WSHyv785z+bpkETXyx5hxoao3iRX+9+M/KmTk1NRWpqKmqbuzWTwIykGAA+wV/mbSrrn9XofLEPVsv5czEbI9TLoyKYSU9PZ+swjh8/ns1nq6urR1x4UCgUCoViOKH56lCJ+1aEFiM8Ho/h9uFmsEKLQqEw5oYbbsDSpUvx0ksv4fDhwzh8+DBefPFFFBcX44Ybbhjp7ilGGFmgUyAOWFZsnYGO4WJ9svV0d3fD2dMDb0SMYQp/AIgaleZX5o2IgcPRiR07drAyq4FWJ9Kuop55ipMRWQZnWZp5Khc1JxK8RdsvH0jJbyssLNRdGuDLL7+Ex+NBVnyfRsQXBX1CFParm7XZoOk77T8pvg/R0dGIiYnR9Nlobq8XuMYL/TKnqOzsbM04Rd/F6yfaoclOrmzCJ45BCf579+7FpZde6leempqKY8eOHXenFAozDyRAvsa0uI+Z4Ge1D2bbmeAfGQfAF8XP/xMFfnFC6OjxDdh1dXWa/ovHs+IIEIh3qplzgBWRT6EIVsTI9JKSEt0o9by8PDzyyCN+5Tx8xL7e8YDBv2jS/ocOHQIAnJYWrZkERnz9xHZ9vfyH7OX3eER22SS4pKSEtUOfaZtsbOXrGE0sZX1VKEaSCy+8EO+88w4A4Nprr0VxcTHy8/Nx2WWXSee8CoVCoVAoBhfFczK/R6rMdwrF4Ln99ttx/fXX4xe/+AUmTZqESZMm4Ze//CVuueUW3HXXXcN23N/97ncICQnB0qVLWZnT6cSSJUuQnJwMu92OhQsXoqGhYdj6oLBOINkCrYzHevZlI1uxaGvhs0Hm5eWhubkZAOCx+Uf4ixH9Mpuw1xYDh8Phl9mC+jXYALehfr6ezM9rxakHf2/8+c9/9tNH+O2yZY7p3hNtuqJ2wqfFJ/gsATwffPABGhsbMSmuT1OuF+FPNmD6Oz83QZPWn76vrfAtOxnu7gAA7N+/368tvTFOPG9e0KfvNBaVlJRIM6yI8GOqGIhWWlqqe30Uw8OgBP/ExETp+kq7du1CRkbGcXdKoSD4wUm2Br3ZfvwgE0gUvGy7kZBWV1cHjy0WCA2XRvSbenyOmQyHw4Ft27bp1snLy2PpU2T91fM8Naojy5wgbhfbMGpPoQgWRO/K0tJS5OfnA9De30YCviwFkjhJEccKvQmVUapUcf/Ro0cDAA43dwMYmAhGhPqijN1uNwDjJUnEY5ndq7JxMi8vD8XFxex7cXGx7gSOr2PlOHr9VyhGiueeew7Lly8HACxZsgQvvvgipk2bhvvvvx9/+tOfRrh3CoVCoVAYE2zvZcczz+vv7x/Cngw9ag6rUAyOkJAQPPzww2hqasLHH3+MPXv2oKWlBffee6+m3pEjR4Ys08dnn32GZ599FmeeeaamvLi4GO+++y7eeOMNfPTRRzh69GhA2TAVwYHMjmG1jkz0MhLE+P1J8PdGxPodj5Zv5W3Dok3YExEDu90uDZrUs7XI+k12Wf4fj5njwPFmPFAoRhLR5svfG1dddZWloEm+TE93qaqqYu3zGV3pHqJtMntsZ2cnUlNT4XF1atoUI/cBfycA+p6TFoXKBqdm+/zcBADA+Vk2NDY24sMPP9Q9T72lZvlnnrhcAdXXs/EaBbHJHCTU3PnEMijBf/HixbjzzjtRX1+PkJAQeDwebNmyBbfddhuuuuqqoe4jY7BemTU1NViwYAFiYmKQmpqK22+/HX19Ws+aTZs2YebMmYiMjMSUKVOwatWqYTsPhTXEwSOQNeiNhDB+ENZzBqiqqtJ4NBmJ4i6XC42NjSwtv0zclzkB8Hgj42G32xEaOnBLygZPcZA08p4SX1b0Jo2BpCwUxToV4aAIVsR7RTbBqKqq8hPwxX34Mr17T29/0XtUry2xvLe3FwAQ/vVwQJ6c9J1/fsle7GT3rZj1JJCJL+0nS8Ek85aX7Wv0XaEIBo4cOYKwsDD2ffHixXjyySdx8803o76+fgR7plAoFAqFOUNtSBvJ+VpFRcUJOY6Zw+5QXgM1/1UoBrDb7TjnnHOQl5eHyMhIv+25ubks693x4HA4cOWVV+L555/HqFGjWHl7ezteeOEFPPHEE7jwwgtx9tln46WXXsLWrVvVMrUjhF5gk1XMsgvq1bHSjmwbCfVeW4xfPYrwNwr8ov3IcUAPIzsP2alFG7dVG41egJxRX5RopwhGKCpf/O3zAj39fktKSjSZSUXIdszPBbOzs5lNV9RaqqqqpBkB8vLysHfvXnz++edItHkwZ7z2WUeCPY9emn/aRsI/MOAMMCbGg8njUnQz1FB0vZ6Wxkf30/UysnOL6I1L/F8VMHriGZTg/9BDDyEnJweZmZlwOBzIzc3Ft7/9bcyZMwd33333UPcRwOC9Mvv7+7FgwQK43W5s3boVq1evxqpVqzQepNXV1ViwYAEuuOAC7N69G0uXLkVRURHWrVs3LOeiMEectIhRsoEgG1TE6F8jLyczYbu+vh5erxeeKJ/gLxP3na3GqcEcHe0AQtjSALI+yc5Fb9CVpZcZDPzDke+DlQmkQjESWPnd0/1s1ctQbwIjtinWt+IUI9vW29uLxsZGTOMmcwAQHuJl23lHJHGc1HMqMLtvjV728vLypNkNApn4KRTBTFZWFpqamvzKW1pakJWVNQI9UigUCoUicIZq/jVU73iB9IfqTpo0iZV5vd6A27HaByuOuEN9LIVCYQ7d98fLkiVLsGDBAlx00UWa8h07dqC3t1dTnpOTg/Hjx+tm3XS5XOjo6ND8UwwdMtuF1YACcZvZ88KojtVnDQn+ngj/lP4U4Q/oB395I3yCv+z902q/jufZpWdDkh1Pr45CMdIY/eZJyxCDr2jpRj3E374YDCoen9ePxHtl9OjROHbsGLITe7G/USvU6yFuX7m1SXcbAOxvdCI7wY36+nps2rRJ0xcKBuX7KdPVRJG/tLRUGvHPI+p2fDk/fuvVUwwvgxL8bTYbnn/+eRw4cAD/+Mc/8PLLL6OyshJ/+ctfNNFRQ8XxeGV+8MEHqKiowMsvv4wZM2Zg/vz5eOCBB/DUU0+xtMjPPPMMsrKy8Pjjj2PatGm4+eabsWjRIkOPH8WJhYRn3qtKhpVJEGCcTkRvoqMn3P3rX/8CAL8If35iJ0vpxH+PSZuATrcHdXV10j6Z9U2vLg3Q4t9ADCayCGg1UCuCFau/TbGekTOR0eRRb8zhvRhlk0O9lEqAb4mQ1NRUhIVA48FJEf7r1q3zuw/576JDk1inqqpK03e+b3pemHy50XURjyerp8YPRTDi9XoREhLiV+5wOBAVpe9prVAoFApFMBFs86zBZJPjU/rT5+M5rxPpoBps11+hOFV5/fXXsXPnTqxYscJvW319PWw2GxITEzXlaWlpupm9VqxYgYSEBPYvM9N42U7F4DELLDDbZkX41svMaDVgg0X4S1L6E91NtX5R/mQD9kT4R/gb2bOtBJMMBiP7t6yOCupQBBO8zdJsGWgj2ya/XS/4kre3iu2JdYjdu3fD4XAgtn/AQYyi+Hnxnk/Xz2/PSYtC0ZwUzb78v7UV7chJi8JpiX1obGzE/v37NedBeg7ZiGWZEMgpgLYfPnxYV3uTRetb1eEUJ5ZBCf7E+PHj8f3vfx8//vGPMXXq1KHqkx/H45W5bds2nHHGGUhLS2N1CgoK0NHRgX379rE6YtsFBQWG66kr787hReZJRIONmcg91OhNdAgSAryRcZpyWfomsYz/Hj16LA4dOgSXy38dF7O+yYREYOCa0SAverYZDdTkDSYeQ03wFCcL9BsWy2TIvDIBrXjOe3fShMjIcUh82eTvJT3HpfLycowePRoA8GVjD5vkAUAIfJEO3/nOdww90vUcmvQ8XPWceMT+yya5MucCs8mfQhFMLFu2DMuWLUNISAjuuece9n3ZsmW49dZbcdlll2HGjBkj3U2FQqFQKEw53nnXcMzbjN4h9ebRvOA/VOt4y/pk1IehaFuhUIwMtbW1uPXWW/HKK68MmePuXXfdhfb2dvavttZ42U7F4DmRYlFpaSkLiNA7vswhgPQEWUp/I8gG7LX5HAXIcUB2XDr2icywKsvyKm5XKIIJuicpJT0PbxMWHYHEiHbeCYC3/YpjhFEQKu1Lf7dv9y3v8b0p4cyuu7aindXlRX6jdP5m5I3qRWpqKlpaWqT3MF0b0b5L58M7CRQXFwPQaktm0fqDCS5VDC+DEvz7+/vxwgsv4IorrsBFF12ECy+8UPNvKDler8z6+nqN2E/baZtRnY6ODvT09Ej7pbw7hw9RDNOLYg2kPaOyQMQpmbBFvyNPVJxsF13Is7O7qRbdTbXwRMYhNjYWmzZt8ous1eunzAMtOzvb0iDLP8BkiKlprHjJKhTBAv2+Zes4yerq1ZHdA+J9x3s5ysYIWfSSniNCXl4eM2xOS9dO+sK+fmJ7PB6ps4+epyowsG6T7NzF/QH4vfTy5wtAs36VUQS/Gi8Uwc6uXbuwa9cueL1e7N27l33ftWsXKisrMX36dKxatWqku6lQnLTU1NSgpaVlpLuhUCi+JhDnedk8NpD2jNo2QhbhH+ixjydI4HgMlmruq1CMPDt27EBjYyNmzpyJ8PBwhIeH46OPPsKTTz6J8PBwpKWlwe12o62tTbNfQ0MD0tPTpW1GRkYiPj5e808RXAQapES2ZzMBT2bvCAsLA0JC4Q3XF+n4AC8+22t3Uy28EVEAQjQp/Y2yNAZyboN5hvH7mF0PhSJYEIVoytRN81c+yp3KZenqqY5M96Axgr8Hedurnj3U4/Fgx/btGJ8cg7bObrY9KzkSgDaSX5aqn7cFUx2x3vzcBABARmw/Em0ebFi/Hnv37pUGefHnq3cdefQyJMj2FW3NfEYBlT19ZBiU4H/rrbfi1ltvRX9/P/Ly8jB9+nTNv6FiOLwyhwrl3Tl8WJ3MWBHWxPZkbfDCmTgIWpkoNTY2AgA8NrthPTGdf0xKJkvxFJOSCe/X+3/++efSNFQyEU0m+slEfL3oXZkQKWLkHKG8txTBini/yAR2KquqqgrIOKd3f4n3nsyphu4ZcULEp9knwV/MLk4PbN7wyUfc6znlyKL+Zc5C4qTWyv3NX1ejaH89hwiFYqTZuHEjNm7ciKuvvhpr165l3zdu3Ih169bh2WefHdYsVgDwu9/9DiEhIVi6dCkrczqdWLJkCZKTk2G327Fw4UI0NDRo9qupqcGCBQsQExOD1NRU3H777ejr69PU2bRpE2bOnInIyEhMmTJF6rzw1FNPYeLEiYiKisK5556LTz/9dDhOU3EK4vV6cdVVV+G2224b6a4cN+r5pTgZkL0byuoYvRuLdfXmyLzB00qfAoGP6hefa1bbPh7hfTD7qjFCoRg6ZMtsBcJ3v/td7N27F7t372b/Zs2ahSuvvJJ9joiIwIYNG9g++/fvR01NDWbPnn283VecYPQiePWQRbnK2hPh6x47dgyeiGhmtKFALhliav+YlEx0H6uDNyJak9Lf7Jl2PA52ZvsaPet5jKL/FYoTjWhvzM/PB6C18Yo2TytOPnzb/L5ihLtMT6L9oqKicKSuDnlJbkxLl6fx59Pzi9t5jOpVNjgREgKkhLahr78f0dHRurZXvp+BBG6J5ye2XVVVhZKSElaH7M95eXns/0TNk08sgxL8X3/9dfztb3/DX//6V/z+979HSUmJ5t9QMRRemenp6X4GUvpuVic+Ph7R0dHSvinvzuFFz1MK0ApV/EDDD7pGQrbeACc6Gsjak31vamoCQsOBMJv0XGjSp7d2E0FrOJ1xxhnSdowwm/zpOUdYiW7QG/QHk21BoRhu9O4DWXQ7H6Uu2588P628MMkclQIxQvIemF6vL3X/B1yqJwCAgd2DPwdReNdz+OHRc+wREYV73jGA0kTJ9qcJdyAvqgrFieSll15ic7kjR47gyJEjJ+S4n332GZ599lmceeaZmvLi4mK8++67eOONN/DRRx/h6NGjmvu8v78fCxYsgNvtxtatW7F69WqsWrUK9957L6tTXV2NBQsW4IILLsDu3buxdOlSFBUVYd26dazOX//6Vyxbtgz33Xcfdu7cienTp6OgoIA5MyoUxwM9zw4ePDjCPTl+1JxXcTIxWBE+UAfY4bovrKbxH+ycUiZYHK9jqhojFIqhg+YPgyUuLs5PnImNjUVycjLy8vKQkJCA66+/HsuWLcPGjRuxY8cOXHvttZg9ezbOO++8IToLxfEQyHhsNSKdD/ogrES2inW9Xi+OHTsGb0Ssxt5LQV0ivC24pWo7K/NExKCpqQler1c3cEI8vpVnjaytwT6jRBu4iv5XBBN6gZJk/7WaGYMPwDJCz0FIdn/99a9/hd1ux4zRvayMRHt+6da1ot33a2TiP78EAO1LnwumRKCxsRF//etfkZeXh6qqKl1tTObIY/Xc9cZMWgpA1r7eforhY1CCv81mw5QpU4a6L34MhVfm7NmzsXfvXo3hsqysDPHx8cjNzWV1+DaojvLsHBlkgwiViQOpbMIj86zikdU3E+hknk+0T3V1NTzhUf7huPAX9XlEBwBvhM+5hHdg0fPIEvst9kmsJ+u/3rnK1mlRKE4WArmHzeoVFhbqpsEXswbIBHaj8UeMjOchA0dBboKuh6esfbOXMH4c5cv0XgD1xHm9a1lWVua3nffwNGtXoRhJPB4P7r//fiQkJGDChAmYMGECEhMT8cADDwzL+sEA4HA4cOWVV+L555/HqFGjWHl7ezteeOEFPPHEE7jwwgtx9tln46WXXsLWrVvx8ccfAwA++OADVFRU4OWXX8aMGTMwf/58PPDAA3jqqafgdrsBAM888wyysrLw+OOPY9q0abj55puxaNEijXPuE088gRtuuAHXXnstcnNz8cwzzyAmJgYvvvjisJyz4tRiuO4dhUIxfAz3HM1K+7zYZzSOWHFel2Em5gwWNb9VKIy57rrr0NnZ6Vfe1dWF6667jn2vqKjAhAkThrUvJSUl+MEPfoCFCxfi29/+NtLT01X08ghjZQw1y1BjJPBRdK+Vdo360t7ejr6+PnhsMX52XfG7SNSogeWEPbYY1NbWwuFwWLZXWcEsWt9MBNW7dur+UAQbMicewHoqe6ojGxdkGousPQqC4nWl0tJSHD58GBGhQN4ot59dl0R/YCAtP1HZ4MTKrU1ShwA+zT8wsDwAAJyR1Isxaamoqalh/TKz6ZLQLzt/Ixu30fhkFICrOHEMSvD/3//9X/y///f/jtvr0oyh8Mq8+OKLkZubi5/+9KfYs2cP1q1bh7vvvhtLlixBZKTvxvj5z3+OgwcP4o477kBlZSWefvpp/O1vf9N4pyhOHEbRqPxAqjchC3QwsRL9qrdfeXk5IiJscHT3sHJe5CcvTxliWidvmA0OhwNdXV1+xwC0aarI8SGQFCwiepM9Mdo5kMwBCkWwYPW3qRfhQ+g50gD+IrZeJhFZ+7wjAY1rYl9EF6Kjzb51n+jZa3Q8q+Oo7ByNkE2cieLiYt0Jt9UMAgrFSLF8+XL88Y9/xO9+9zvs2rULu3btwkMPPYQ//OEPuOeee4blmEuWLMGCBQtw0UUXacp37NiB3t5eTXlOTg7Gjx+Pbdu2AQC2bduGM844A2lpA0ajgoICdHR0YN++fayO2HZBQQFrw+12Y8eOHZo6oaGhuOiii1gdGS6XCx0dHZp/CoVCoRhZjmd+pZcZajjmbFbes3mRXxT8A+mTnhOu1SjPQDF6b1AoFMDq1avR09PjV97T04M///nP7HtmZqZvjfQhZNOmTfj973/PvkdFReGpp55CS0sLurq6UFpayrLAKkYGK/ZMs3Ije4XVY4vQ84LG9KamJgCAo7vHL8hLltpftBETXlssUlNTWXsiQ2WL1bMbG11L2XNTRfcrgg1erDea88myjVqN/terI0bQ8+0nJSVh9+7dyB3lxsaqAcGeF/7F9Px8iv95k+NYOS/qi9kActKisLaiHZUNThxu7kHuKDf279+PxsZGQwcdXv/RGw/473rZ3MlhQBZIK+pJymHoxDIowX/z5s145ZVXMHnyZPzwhz9k619YXQdjKDHzygwLC8M//vEPhIWFYfbs2fjJT36Cq666Cvfffz+rk5WVhffeew9lZWWYPn06Hn/8caxcuRIFBQUn9FwU1uAHI71BRayrx2CdBPj2e3q6EZM4mpWZeXQCvjROfvXCbLDb7eju7vbrmzi5MrrPZB5osvXL+XPgjyMe20oks0IRLOiNBzRWiL9lPU9OWVv0mR97zCaMVlMZ8RNVeuGjCR9N9OrbnXA4HH5rGg7GmMg70snOkY/8D+RFU/SOlTkNGWUYUShGitWrV2PlypW46aabcOaZZ+LMM8/EL37xCzz//PPSde+Pl9dffx07d+7EihUr/LbV19fDZrMhMTFRU56Wlob6+npWhxf7aTttM6rT0dGBnp4eHDt2DP39/dI61IaMFStWICEhgf3LzDSf9yhOTfr7+0e6CwrFKcNwRAMO13zNKIsdAHz55Zfssyj4D6ZPsrn9YOxWVubcgTjgKxSnCh0dHWhvb4fX60VnZ6fGabS1tRX//Oc/kZqaOtLdVIwwQ+W4ZlYuKzNyAqOACSqjDMLRqRP80vjLgr70lnf12mIBQFfwlzngWbVhm9mhzIK7AonoVShGEv63LEuvz2sass9Gv209MVy0JYv13n77bXR3d2NWihvzcxOYMM9H6Mui/sXPvE14bUW7Rvyn7XVtblZ/VoobjY2N+OijjwznubJz1guqLS0tRXFxMfLytMsElJSUMIcB0cYra185DJ1YBiX4JyYm4tJLL8X555+P0aNHa4x+CQkJ5g0cB4PxypwwYQL++c9/oru7G01NTXjssccQHh6uqfOd73wHu3btgsvlwoEDB3DNNdcM63ko9LHiZcUPpkZeSGbH0Ktr5nnE981KpgvRwzMpe5bpPjxWz4mfhPKfxYGVBmqqx5eLbdD+JJbqec0pFCONLKpeHCtkKfppXxErEz+9Y9H9JTomWWmbBP3Tvp600eRtZlYS7Ha7X3+HSkDnx17RGUDPiUE2Hhj1TY0bimClpaUFOTk5fuU5OTloaWkZ0mPV1tbi1ltvxSuvvIKoqCjzHYKMu+66C+3t7exfba3+8kWKbyZWx/LhzganUCiCj0BFcb6M9uVTeQ+l45DV+bLeORhl77KKmgsrTkUSExORlJSEkJAQZGdnY9SoUezf6NGjcd1112HJkiUj3U1FECPaia1maTGy2/CYBVXxz6jGxkY4HA54bbF+mVuNlnUlqL7HFguHw6FZglg8rlGfj4eqqipDe7iezVw9wxTBBm+TpPtYtE8ePnxYo28QsvoiehkD+GNTOY1LDkcn4mJjMCvFt9RiZYMTWcmRLBof8E/PzzsA8NH+9JkcByobnJo2iuaksM+zUt0Yk5aKv/3tb9LrM5jMIIcPH2Zl/LUTs6Lz7Ys2ZTVunHgGJfi/9NJLhv8UiuNBL+LcaHAy89rkJyz8ZE3Pg4kEbiuEhYUhBP4GTVnaJuPJnwcOh4NF1Vn12DSaBBqdg+ilaiR4Uj2ZB5tCESzIotFpwsV7certK2I26TO6B/i0+TJB3qjt1NRUOBwOeLhhpbLByUaZkJAQ3ftW7wWYENPR8Z+Px4jJ94ecHWTbZRlHFIpgYPr06fjjH//oV/7HP/4R06dPH9Jj7dixA42NjZg5cybCw8MRHh6Ojz76CE8++STCw8ORlpYGt9uNtrY2zX4NDQ3MqTU9PR0NDQ1+22mbUZ34+HhER0dj9OjRCAsLk9YxSmkaGRmJ+Ph4zT/FqYXVOaBVwV8ZARSK4eV477FA3sGPRxygffv6+ljZSGQKCfQ9N5D66h1acSqyceNGbNiwAV6vF2+++SY+/PBD9m/z5s2oqanB8uXLR7qbihEmkEhbUaAf6uccby8W+9XQ0AC73Q5HZ4dpNL8RXlss7Ha75l1MFpDFl5sFU/D1jILpeJu3uJ1P8y2inmGKYITPxErw93B+fr6mvqgxye4XsS0xQFI8BmkmNTU12LJlK+ZMsCE2wvcuTOI9ifYAmPifwwV6kZjPZ3oVHQP4Mn45gMoGJ+IivEgPa0VTUxPq6ur8+i8uQ8Ajs+OWl5f7XbtAg9r4jACKE8egBH/A9xK2fv16PPvss+js7AQAHD16FA6HY8g6pzg1Ia8o0WtKNjiJUe08/CCUnZ3tN0E0yg4ga1N0GCBskZFAfx8T82nNJtlET1bG1njq74PdbkdWVpbucWXXSi/FDP/A0xMFxXQ2snZkZcowqwhGZJMvehGURfabifxWnGECzQIg2ya2z6fs5yd5JJuEhoay/cR26J7XewGm6yCmWzJ6oRUnzzLHCv74vLOD7Bz1siwoFCPJI488ghdffBG5ubm4/vrrcf311yM3NxerVq3Co48+OqTH+u53v4u9e/di9+7d7N+sWbNw5ZVXss8RERHYsGED22f//v2oqanB7NmzAQCzZ8/G3r17NREhZWVliI+PR25uLqvDt0F1qA2bzYazzz5bU8fj8WDDhg2sjkLBE+j8z6rgr4yHCsXQIS5fJUYmWsGqEc/KvTuY+7u3t1f6WdY3M4bqvXUo33/Vu7TiVOP888/Hd77zHVRXV+OSSy7B+eefz/7Nnj0bY8eOHekuKkYQvSVEzdCzYZg5qcmCJMTnpCw6leocPXoUABA9Vt+u0VK13bT/nkif0zQvzMlsMUbBJnrPaz47q9kz3Mj2rVAEM2JUOf0VdR+9rKiiXZSvJ957fPCUOPbwYvYLL7yA1NRUzElzsVT8PGTjnZ/ry5AuRv2TmL/5QKcmmp/fl+CdBejzD7N9Gc3XrVvnZ5f9+OOP2WejcVcveI3OU7yWekG2RF5enl9GAMXwMijB//DhwzjjjDPwox/9CEuWLGHrzTz88MO47bbbhrSDilMPEoxkAwiV8wOrzIAhbpd5epn1QWxPbzIUAiC0z8nEfFqzyUoqJ76+s9GXJmXUqFHSvhg9nAI5N37wNRIGZWXkjKEMs4pgRO/lSLZNhuy3Ld4vMozuObPjyl7eQkNDYbfbNXlDKhucIN2EHALMXgaNXmBpQmZ0XmI/eYcr2Qu1bLIsvhzz/VMvkIpgIisrC1VVVbj00kvR1taGtrY2FBYWYv/+/ZrUwkNBXFyc38tnbGwskpOTkZeXh4SEBFx//fVYtmwZNm7ciB07duDaa6/F7Nmzcd555wEALr74YuTm5uKnP/0p9uzZg3Xr1uHuu+/GkiVLEBnpW9vt5z//OQ4ePIg77rgDlZWVePrpp/G3v/1N87K1bNkyPP/881i9ejW++OIL3HTTTejq6sK11147pOes+Gag5n8KRfDDpycVDZdWGY65mlFb4jaXyyX9PJi+DdW4ZaWdE90nheJk48MPP8Sbb77pV/7GG29g9erVI9AjRTAgZhK1ap/QE/H0EJ+HsjT+RsEe9Pno0aNAWAS84fKl2bqbai0t4+qNiAZCw5kDgVm/xf4Znf/xrJctmzco240iGJHZIAHo2h3F+4c0DnGbWAfQZr4Q7z2yr/T19WHL5s2wR3gxM8XNovoJPnqfPmclR2oi9skBYN7kOGw+0ImctChNNgAxup9vu7LBiXhPB/p7OvHX11/HtGnTNLbZRx55RBMkxgeAypaCFsnPz5cGgonXhhwDxP8HNY6cOAYl+N96662YNWsWWltbER0dzcovvfRSv0gihWKooMFHJsrxA41edL5s4LeKUf2srCyE9DkBLoppMOs4xcbFw+FwIDExkfVThp64xn8Wr4Vsu1huJIzyA7eKzlWcTIi/cT3nIED+UmTmNCCOJ3rp6vUmNzLHJhL0K+sH0jtVN7v8Ivxlx+ARz4fWaaPJnSg4Go1zeo5YsnOQbRvMC7lCcSLJyspCeHg4HnzwQaxZswZr1qzBb3/7W0RGRvpl3jkRlJSU4Ac/+AEWLlyIb3/720hPT9eML2FhYfjHP/6BsLAwzJ49Gz/5yU9w1VVX4f7779ec03vvvYeysjJMnz4djz/+OFauXImCggJW57LLLsNjjz2Ge++9FzNmzMDu3bvx/vvvIy0t7YSer0KhUCiGluOZc4lzX6tivRUnWFkWKLGvbrdb+lnWnlmfTiRKHFEojFmxYgVGjx7tV56amoqHHnpoBHqkCEasPL+s2CAGc1yzcdzj8eBIXR36I+MALjMjjywATGoTDglBf2Qcjhw5opsVi4+cpT7qEYhjnVl9ERW0oQh2xMBPgg8+orT1vMZBdlMqE1PPi/ccn/peHC8+/fRT9PX3Y06aEweatII8MJC2nxftZQL+5gO+TOoZiTYAQFZypKaO6DhAbeekRSE8DMifEgGX240dO3b49ZUPapMtZy3Oy2Xjj+w9ga9XXFzs54Ahu5aK4WNQgv+///1v3H333bDZbJryiRMnalLRKBSDxchwIK41JEv/L+6nN9hb8TAymzSlpaUBXg96vvoPKx/MOk4hLgfsdruhkT1QZwU9sVO8BrK6ss98PTXRU5ws8F6Lose4nge5zHNadl+I96NexgxZG+JxKItJaGgoHA4HpqQOONTNz02Ax+t7oSSHAN4bVeyL7JzEiay4v95+gY6RehNGM+OuQjGS6BlZHA4HoqLk0RtDyaZNm/D73/+efY+KisJTTz2FlpYWdHV1obS0FOnp6Zp9JkyYgH/+85/o7u5GU1MTHnvsMYSHh2vqfOc738GuXbvgcrlw4MABXHPNNX7Hvvnmm3H48GG4XC588sknOPfcc4fjFBUKhUIxjAQ6h+PfA8V3YplzvV7bek7oeseWGWJFSOR3OBx+Ef5WGMwc08zZ3qiOWR/Ue7NC4aOmpkbqSDthwgTU1NSMQI8UJztDPb7q2VeIhoYGOHt64In2ZWaVCfmyJV71bMKe6ER0dXWxzMkEPZdlQRdGz1c9rAZumD3zlA1HEWyQrbGsrAyAPNiKz+oh2mAJ2o+PYhePIbYhzp0fffRROBwOjIto0+1vdbPLLzqfoIwARXNS2GdZun++vsxh4PwxTjQ2NuLtt9/W1DfKZsCfB18nL8+3FLTR2CgGkYl2ZjVunHgGJfh7PB709/f7lR85cgRxcXHH3SmFwihiXRT3xTT/VgRss4hWqx6UeXl5bL0xu93/t9/dVKs7ARQ/93yd0p/aO54BUSYsit5VetfATIgzE/cUimCBn5DRd/73LXOAAeRZRPh64mej48smQnoektTP0NBQdHd3s4h+mrh5vD7DJx/hL8u4ITuungifnZ1t6jRgliVBRM8pSG9cVyhGkmXLlmHZsmUICQnBvffey74vW7YMt956Ky677DLMmDFjpLupUAwpavzVoq6H4pvAYLIw8e/UgUbzm9W3KlDIIMHfbrejt7fXsB+DaV+G3rUyc04IBDXWKE51UlNT8fnnn/uV79mzB8nJySPQI0WwY9X2cDzt8WVmGU0PHjwIAEzwp2h+me3XSpQ/tcOLlYBxuv6hEs/MInuVSKc4GaDfbXFxsUbroG3l5eUoKSnxCxIFfPe7eM/J9uePRXX5+6W0tBRHjhxBbW0tzs6IRHqMx0+cJ7vu/NwE5KRFobrZpalDqfuNoJT/ALC2ol1Tn9rKSYtCVnw/Zk8ZhW1bt+Krr75idUg/o/FGPC9ZUCjZqsnRwcq4II6jsiAwxfAyKMH/4osv1kQhhYSEwOFw4L777sP3v//9oeqbQsGQTTr0xCQzwSrQ4+lBA+HYsWN9Ipyr069OTEqmNJ2TWAcA4qLCERUVhVGjRgXcL6MHkJFXppnHpjiYy4w8ahKoCDZkExT+u1hX3G603pksUl12n1ldB4qi7Pm+NTU1ITU1la0SQqmavPAZPsPCwlg7ep6VVl+MyWlKvBY8fF9lBmHZeGLFaUqNHYpgYNeuXdi1axe8Xi/27t3Lvu/atQuVlZWYPn06Vq1aNdLdVCiGFDX+ajkeYVKhCAaGMjrdzEnAyKGTP45RPbN+9fb2wuFwAJCn9NfrBz+XPd77eKjGATFYQaE4lbn88stxyy23YOPGjejv70d/fz8+/PBD3HrrrVi8ePFId08xwgQaUW403gcSBR+IyH3gwAEAQGf3wLOJ7L6yqH7eFkzb+bL+6CTNPny68MEiXher18Is4t+oLYUiGBDvH7Jf5ufnszLRhiu752SON3l5eaiqqpLaTbOzs/HrX/8aAJCfOZCmnwR5PvqeyihNP8/83ATNd0rdzy/1Sg4D83MTpG0QCa6j8Hi9eOutt/wyGeTn5/s5/dJ8lT9HXqinz7JlbMVrwu/D27uHYnxTWGNQgv/jjz+OLVu2IDc3F06nE1dccQVL5//www8PdR8VCkag3oZWI/j1JohGEyQaFDMyMmC32xHi7NDth2k6J68XYa4OZGRksHTdev2VoXddZJ5ponhndAyjybCa6CmCkfLygXWZZNH4svvD7D4QEY12snuCPCfNouN5wZ0YM2YMAMAjHJci/L/88ku/cxY/D8agWFVVZTjGBvLdbOxV44ciWNi4cSM2btyIq6++GmvXrmXfN27ciHXr1uHZZ5/F1KlTR7qbCsVJiWxOezKgRDnFyYSRAc7qu/NQGvStiNtm/err64Pdbmef9dqQzav545udh9F22TUNxLHieObkCsU3lQceeADnnnsuvvvd7yI6OhrR0dHIz8/HhRdeiIceemiku6cYYWR2GSMx3+pzRq8dGWZi1r59+wAAUeN97cuCu3h7r14qf8oI4LGP1rRrFHwi9kkP8Tk4mOeQ3jVWzzRFsJGXl4eSkhIAA+n2aelnUejm96HfMkX564ncfBuHDx+WBl5NmDABO3fswPjkGJw9esAZiFLyVzf7lqeqbHAykZ4Cu6gc0DoIrK1o98sSwKf4J2cAcXkAaiN/UjgSIz149dVXcfHFFxteQ16ULywsRFlZme69r3e9xPZoH/o/KS8vtzy+KY6fQQn+48aNw549e/CrX/0KxcXFOOuss/C73/0Ou3btQmpq6lD3UXEKYuahSZ9lkzHZPnoDO18m1jczGND3cePGAQBCXfqCP6EX6R/S5wT6exEREWEqvAdiuBBTddM/GsyttqXn2aVQBBu8gB6Ig5CRcdLsZUov8l1W18hJgKCU/VUNPawsJy0KXq8vwp8EFJrUBuoIpefxLZt86d3rMocovWgtvq6KcFIEKy+99BLi4+NHuhsKxTeKk1XwVyhOJngDHU8gor3s3VjvPft453BWnD89ngG3Vy+lvDrOvojvtVb2F6+pXn3ZXFzNdRUKf2w2G/76179i//79ePnll7FmzRocPHgQL774Imw220h3TzGCyBy4+L+iTVdW16htmc1XdlzZs5TsOP39/SgvL4cnKgHeiCh0N9X6Cfpk8zXL8kr/vBEx6HQDe/fulS53IfaFsPqMsVpPdv1VkIbiZIAi1ok///nPLKU8n4aeItdFXYMCn0StSGbjLS4uZt/5ufL/+3//D6FhYfje+B6EhfrEeBLiKRqfIvXFNP5EZYNTE+FPjgGiMwCfup+cAnjRn9o4fUwU8mKaERYWhj/+8Y+a8xKh68RfT/5aUTlpSfz4TNdVbI+uDy2noMaUE8ugBH8ACA8Px09+8hM88sgjePrpp1FUVITo6Oih7JviFEaMShfL9AwbsnasRLKLgjb/ABDbEklMTITb7Uaoy2E4qQO03p183RCXL2XhjBkzLAuTVrbrXR8zQVQmzsk+KxTBjiyqnsrN9qO/Zt7hshdOqxMZcQIFDAj+XviEEprYeb7+Hhoa6jepFfun10f+fIwMkrxHpl6/Zeegt12so/f/olAoFAqFQqE4foxEezNkUTiDmU/r9Yv/K2uLF/n5z4EeT0+IH4yjwGD7oFAotLzwwgu49NJL8dOf/hSLFi3CggULsHLlypHulmKE4cdlo4w1g3muyWwXYnCX3jOOt6McPHgQXV1d6LOnAfBP2c87AOhF9rdUbfcrixo7FZ2dnYiLi5PuI7OJG3E8z2axbKie/QrFiaC0tBSPPPKI31yvtLSUidDl5eWa1PJ8BLrMEYj2k3H48GF0d3fjrb//HbHhXlwwdkB4J2FejMDny0THAH7fzQc6NeWy9P1iGd8eAJyb6ka/sxNr3nwTTudAuaj/GNm/qX5eXh5zpOApLCz0y7JL43RhYSEmTJigxowRYFCC/zvvvCP99+6776KsrAzV1dVD3U/FKYpRNL4e4gBttj/vsakX4W907JCQEEyZMgWhvV3SNZn477L1mwAg1N0FAIPKkBHIwKmXzkYsMxM4FYpgxqrnM6V5MoJ/seTvD7qXzF4MaV+9/lF7fFlISAgcDgcmjY7WeHl6v07pf9pppxkaK2XjmXg+en0n9KL9+fPJy8vTZBkwcnwQX5aV45BCoVB88zGKzFUoFEOHnlgRSOpMs/mz1bLBwrfFjx0HDhywHJEPmC/LZxWrtgS9/YzK1bu14lTl3nvvxa233oof/vCHeOONN/DGG2/ghz/8IYqLi3HvvfeOdPcUIwyNjXy0qWzb8SLaX2Q2Epnw9fHHHwMAOvvDWFkg6fsBICl7lt/2vvixAIBt27bp9pfvm5lNR88xgP9u1XHCLLhDoQgGSHAmQVr8ffPleXl5TKSm3zbtT9H+ooBNiFlWi4uL8eSTT6K+oQH/kxuGyLCBVPuA9jN95+Ej/sVtGYk2Vs4vC8C3RdH91c0uzf5rK9pR2eDE9IwoLJoWhli7HW+99RbbTtdHlhVaL/iLT/vPXzPAf1zmv/OOFmrsOHEMSvC/5JJLcOmll+KSSy7x+1dQUIApU6bg/PPPR2tr61D3V3EKEeiLsCwq3UobskhUK4MQXyclJQUhvT3A1+kHxYmemZdnT+Mh1k4gHpRWoo/5Mn7QlU0C1eCr+Kahd4/QJE/v/hE9vcW6fJYMsxcgqmvkUMOXhYSEwG63g5dJKhuc7LuYItnM6UBvLOTHgEDGSn4coZRWIuIkUS+biEKhUCi+ufBpuRUKxfAhvr/KBG+rTq48VoVzvXqDFbZJ8Hc4HJg4cWLAc0fZ/HO4RXYzpwRZti2F4lTjT3/6E55//nmsWLEC//3f/43//u//xooVK/Dcc8/h6aefHunuKUYQGhutOHjpPdusjPNGzlyybIj89i1btgAhobBlnW14DDEAjNL369XtSxgHhIT42jfAzPHOLPiNx6rjhHpmKYIdWeR5YWEhC9oqKyvTlAMDmaxI4CYHAH4pAAB+wj+f0r+8vBxbt27Fe++9h7NyJ2NCxIAGSuI7ifRiFD8J9STM82VEVnKkZhsfzU9ZYGmbuGQAfV9b0Y6Lxzlhj/Di5Zf/go6ODs350fny9zh/Lfkxhb929L283JfmX+ZAJLOTDzbzmCJwBiX4l5WV4ZxzzkFZWRna29vR3t6OsrIynHvuufjHP/6Bf/3rX2hubsZtt9021P1VnCKI0aD012gCJ5voWI0C4D+Lx7Fi6EhI8EXghvS7/LaZpfkHgNi4eNaOnhhoJNgZlfH78+em57WldxwViaA4WTATl41+8zIHIBExU4beOGPmCED3o/hSGRISgsbGRgADk76ctCh4Adjtdib4GxlVjbzAZXWtvlCLfQfk3uFGL5BqLFEoFAo5wTg+BuKIqlAoRhaZAzwRyFwvUEd6I4FkMNTV1bHPVjOFWBHczd7rA3WEN6svsyso4URxKtPb24tZs/wjnM8++2z09fWNQI8UwYKZo5ZexK2eM5XZcy1Q4ampqQmVlZVo90YBYTbdenxafxExnX93Uy2crQ1AeCT67On49NNPsXr1at22xWeY7FoYzduNBDe956KyBStOFkTtgwR9WgpVL1qfF7itOG3ScfLy8vDZZ5+hp6cHl07swvSMKL8ofcrWCgyI/iTykzDPb89Ji8LKrU0ABpwFRCcBapfKqT3+L/3LSo5EbUsPzok7hvr6BvzlL3+RnoeRsxAfyU/b+OwIhYWFyM7OZtkRAG02ADGQTnFiCPEOItdiXl4ennvuOcyZM0dTvmXLFtx4443Yt28f1q9fj+uuuw41NTVD1tlgpqOjAwkJCWhvb0d8fPxId+cbyVC9IMsmgkaCnVG0A7F+/Xq89dZb6Mq7FA6HQ3eCp0fk4a1wH9yONWvWoLOz03DSqtcfMyOO3nbyZjue9hWKYCHQ36qZJ3kg94SVe8kKjzzyCP75z3/isdmtSI32RUdWNjixqzMJa2ui8fzzz2Pq1KmWz40+A/K0TNnZ2X5jjpmzgtHxxDbFviiGBjXvUAQL6reo0KOrqwsLFiwAAGzatGlkO6NQfIMZ6nmWlfYCcbAP9Li33XYbtm/fDofDgQceeADz588/rvaGok9qLhs8qHnHycsvf/lLRERE4IknntCU33bbbejp6cFTTz01Qj0LHPU7DC6G+zm4YsUKrFu3Ds6Jc9GbchorNxL4ZVBAWExKpmbfiMYvEHV4G372s5/h8ssvt9yvQM8jkH3Uc09xssDPSel3W1JSwiLyyVZLtkqK5pfZgvn1542OFxcXh+uuuw6pkW5cNaEep4+J0tTho/yzkiM1wVy0nU/3DwArtzahaE6KdCkAfr/qZhfm5yb4ZQ7gj8sf+0CTC5s6J6C514aXXlqFzz77TOroQNdCXCKBoHKK7hdtvlVVVX428eF4XzhVCWTeMagI/wMHDkgbjo+Px8GDBwEAU6dOxbFjxwbTvEIhZagGh0BEKCPvLv6f3W73behzs4mbEeL2kL5e2O122O12w0iMQCL9rcKvj6XnESsO/uJnhSJYCMQDWYyut5INwAiaDAViJDXq64GmHrZekzgRlLVFiOtK0WdZn/j1lPh9yGuT389Kn/k2eZRnuEKhUJx6iEvQKBSK4UE2zzqeeZcVh3ezDFHHc9zRo0cD8GW26u3tPe72rGAU3ajXlpj1y6htNQ9WKHy88MILyMvLQ1FREYqKinDGGWfg+eefR2hoKJYtW8b+KRSBYCVyX7RnGqWh5sd8j8eD3Xv2AGER6E2apKlvZP+VlfPp/fl9e5MmA6HhePfdd+HxeAKK4reSgUeszz+X9II9lECnCHb4+1V0UuGXH83OztZE/fM2S5nQz9t2ZffXtGnT8PDDD6O/vx9XTOlCWCiY7ZYX3CkVvyj20zZgQKB/cN1RzJscx7ZRW3z6fj7Cn+qJtmIqI6cAAFiQl4DLp3Shra0djzzyCC655BK21AEfwU/Xgq6BqH0VFhb6LW/LZ4+m68xvFzMEKE4MgxL8zz77bNx+++1oampiZU1NTbjjjjtwzjnnAAD+85//IDMzsChnhYIwmnzIyq28QMvasTqBMTtmbGwsACDE4zNIiB6e3U21msmeuD3E4wYA5jBj1AerkbY8Rqmt9NqUifxGzggKRTDAexGaGeECvf95ZJMWao/fpjc2UR1ZRgFiSkq0VOgXE/OIbfBerGK7VlK10V9+siYeRzbxFV8+rbycKhQKheKby0gL/uqZoziVkDlbDhVWsslZ3WblvuSzRLpc/kvmBdqeFaw4OYhYzew1HM4RCsXJSHl5OWbOnImUlBQcOHAABw4cwOjRozFz5kyUl5dj165d2LVrF3bv3j3SXVWMAEMxnhtF5YrjsKyubKz+7LPP0FBfD3fSZCAswm97TEqmNF2/UeQ/H+kPAAi3oTUsAUePHsXOnTs1YqRZ9kU9m5LsetLzSiaQGmE1+EOhOJEYOcCItkyZzZPsmiRmG7VL9WnN+oqKCiS56xDZ38lEdtF+y4v8mw90asoBXzp+2r5wRpImbX91s4ul/TdyFBCXEaAlAbKSI1n7ayvaMTOlF9+dFIENGzbg7bffRn5+Pst0IF4r0a5eUlKiq6nxzhH8/vx2yrigOHEMSvB/4YUXUF1djXHjxmHKlCmYMmUKxo0bh0OHDmHlypUAAIfDgbvvvntIO6s4NeAnIIC16HIrExSjiFOz9Zv0JllUFhMTAwAI6Xez7aLAL3MCYPT3IiQ0VLqeGX+80tJSw+vAD6piOd+ObF8ZepM/NclTBCv875WyVwT6exX3oTb5SQ6fGYP24Y8r6w+POCkygp/cORwOAPAbC2TnIJuwiv3hxz5xzDXKeiDbxq/TxLfD90kZOxUKheLUITR0UK+aQ4Z65ihORQIR383qE4Nx2tRzVreSBYuP6ifB3ywCP1CsXCerWe7UWKNQWGPjxo2W/n344Ycj3VXFCUa0FejZOgNpL9D6MrxeL1555RUAQG/qadI6ABA1Ko3ZeEns522+Vj73fZ09gI5H/TLKuGj2TBLrittkNhu9NpU9RxGM8FqJbN5GNk8+2pz/PevdL7zdk7cFx8fH4/clJYizefHT0wf6sbaiXSPgA1pxft7kOKzc2qRxApifm4C1Fe0sTT/gE/orG5wsZb8scwDfNrVP24vmpLDtFOFPbf00uwuTMlLw2GOPIikpSROtL54/b/vOz8/XdZig60/Xio/4523EfMYFxfAzKCvMaaedhoqKCrz99tu45ZZbcMstt+Cdd97Bvn37mIhxySWX4Kc//emQdlZxaqAnMB9P1IKZgYD3ztfbVyZw0YDHIvz7+zTbjVL78w4AIf29iImJwb59+wzPQ0yVbfWamDks6KFXR03yFMEK/V75iZzozWm2L3+v8/sUFxdrymX3omwCRPAejUb3qhjBT4TAl9p0//79bN0pse/iBE3mqckjG/usvhjrtaWHGjcUCoViZBgpR82RjvBXKBQ+ZOI7b5AzEkZk4reZ871MVDBzVuXbSkhIYN+dTqff8Y36aVYm9tnoXVcvWkkP5RSvUCgUg0O0VchsnVbtCTIhj9/Gt282bu/YsQOff/45ehPHwxOTrNlmFuTFi/7O1gZpXX6fqPFnoC8hk2W64PvJfzYLsuC3BWo/NrrOgQSPKRQnEn6t+aqqKrY8KQVC8VH8os2Yt6VWVVVJo9mLi4tRVVWFKVOm4NVXX0GEzYarsx2ItQ1E7s/PTUBWciRLwy8K/zlpUSiak+In1FPKfxLl6Tu/X05aFJ7b0qjZjz/O5gOdmuwAfB2eeJsXSd1fIiLChnvvvVeTRYvEeXH85K+FmP6f6lCWAP7dAvAPlFOcOAYddhEaGorvfe97TPAvKCjwi+I444wzUFtrvJa5QqEHvVSXlJQYTkwGG6kg20dvwiPzLuX3+eqrr3wb+t2a1ExW13MK6Xejr7fX77wCEeFEg4TsPKyUicdV660oTib4SR0wcF/wXp16a7VZvUdk5eKLo5iyv7y8HBMmTLDU/tGjR+FwOCDKJPSdHALoHGlixk/QaD0m0YirZ9TVOx+jsU8s57cFYoxVKBQKxfAyUg5XIx3hr1CcagQSfSdmgrI659UzAsr24eeflNKT76vsMwDU1dWxz263W7MtkGwDVq6FkV1BFEqMhBUV+ahQKBTHh2w8NrI7iOVWvutFuMvGb6/XixdffBEA4M6YCcBf5Bfho/v5tP5J2frZXHlcXx/nhRdekAaC6J27mT1Y3FcvYERvHyNnDIViJOEF6tLSUrbOPG8nraqq0twnVE+GGInO//Yfe+wxHDxYjYvH9eBbqb75KUXU81DkPgC/CH1ehCcxn0/jL9ah708Ujmd1xQwB8ybH+Yn9tCQAldPnuZlh+G6GE19++SXuuOMOnH766RrHCP68yXHiz3/+s6YOfz3p+tJcXy+gVtmCTyzDaoU5dOiQJh2bQhEINGDzgy0N5GaC9GA8740EL7NJIZ/SX+bVSdCkTyzvamtGRkYGAHmKbbNz0qtrNGHTi7IQjRm8p5xCEeyI9yuND5Qdg7w6Zeg5AvB/rRyTjie+FPHHNWovPT0ddrsdCPGf6AFgBlNqg9rl0zHx2QhEw6yZdzy/Xc/Zis+aIGtTz1FIvRwqFAqFQqFQDA9674BW3o3N5rpGxzPrj1HfZMehiCOHw8Ei/PntMkHDKAOB3nGM+hsogUSeKhQKhcIYMZCCL5fZbs0ctAK1GwPABx98gIqKCvQmZcHR1WWp33zkvlFafx7eTuyJTUbvqAkoLy/Hhg0b/J5pMqcImb3aLAhMtPcY7acc2hTBCh/YxQd+AQNR54WFhRqnUzHSXywXIXH78OHDePXVVzE1oReLp3QDGBDReUGfF+NJnKd//D4PrjvKnAKojKL7+SwA/HaxjN9fPAal8ycnAsoGkJUciSundmFyfC/27NmDd955RxPZT9ezrKyMXY9HHnkEZWVlrI54nQkxwOyOO+4IyFFXMXSosAtF0GHlJZ2fbPBRroQo3InClN5x+ePLJkDisYmzzz4bANDdXOe3jUeW5gleL+KibYiPj2fnI+sn9SsQLymjiGVxeQC99tTETnEyIRPeefSMmnqTOz5yXraf7Jhm0fQi/CSVJwTaiR1lRt6/f7/hcUXI61K2j7iflYkY31/xZVqcAKqJnUKhUJy69Pf3j3QXFIpTCqP3VUDu3Go2n+RFACPngECj7o2EBwoasdvtcLlc0vOSGRCNHFutRCfKro8M3l7At2t1f4VCoVAMYGQzIdGOrytiln2lvLyciVJWn1Wtra344x//CIRFwJX5LWkdUcCXCfq8/VeWEYDK+W2uzHOBsHA8+eQfMG7cON1nlizgIlD7rRXbuxLsFMEKH/Rk5Az6+OOP+81h6Z4pKSnxC4jk7b+FhYU4duwYXnv1VaQmRKMgtRGrPm7C2op2jchPwjowELi1ZneLtN85aVFYOCOJOQXwUfu8sE+CvkhlgxMrtzYBGHAsWFvRjgfXHZWm8idnAhL9yyrbMT+tCTUH/4MHH3wQv/3tbzXnzgff0hian5+PvLw8zVK1VF8MFM3Ly0NVVRWuuuoq03cTxfCgBH9F0CETkPhtInyUqxjxatSubLtRPT3xrry8HHFxcQAAe6xds40mfLKJH5W1fPExAKCnp8fvWLL+i9uGetCk9vQMFuJDUk38FMGMkUc0X8cIo7XpZfcBf4/qjWcypyXaz+v1alL6k+gfAl9Kt6lTp+q+6MpehkmAF71f6bPMmcHIeYDvr6wPfF2rTgkKhUKh+OahBH+F4sRhZd5lNKe1kt1JLJPVC6S/et/j4+MRGuKb93711Ve6Dgd6fZW1T068RvAGSyMBip/fy+b0en2Q9VmhUChOdYxEZdGeYmSXNWpbNmYb2Sb+8Ic/oLOzEy2xE9B86AtN5L4eehH9YplepD/hjbTDmTELHR3teOqppwz7KdrAxeejWQAKf12MbEBK9FcEK7L5Kc33SktLUVpaiv/93//1+63TPZOfny+dv1Hg12uvvYY777wTtlAPrjnNgeZOF+ZN9mlAJPSv3NrEIuqpfG1FO5YXjGVlfEp/Evh5hwES43nhPys5Eiu3+pwLyKGAthfNSWHHpLLlBWOx+UAn+079Etudn5uAb2VG4p4L7IgI8eCjTZuwdu1aqd4jjpkTJkzQONjqvX9QVgUS/xUnFiX4K4Ieo4lKoNHoVicoelELesaNhATfIBvS55Ku6SROCvm1nJIn5QLwiXhiu3roTVKHcgKmZxASJ8rKaKEIRshD04o3tJXfsNELpKwNs+MaZRoAwFL68ymavmrtlrbPt8FPpPSyHYgvvDSZpXWXZPvykUwy9CLGZA4X6kVRoVAoTg3U0m4KxYlDNncb7LwrkHdh2hboe7bR3Lm/vx+2UF9K/9GjR7Ptgbx/yurovd/qOczqzYf1zlV0rlXvyQqFQmGOlQhQoyAOMYjB6tirFwyybt06fPjhh+izpyIi+7+QlD3Lrx5v09VbutUoot/MCaA3NQf9sSkoKyvDtm3bLJ+D7LsV8V8vQw5/PdUzTRGsiPMzftlTym5spOnwf/nP+/btw+pVqxCKflyV3YWxsR7Mz01AdbOLRdZnJUdqHABI0J+fm8DsubzYz2MU1U/b5k2Ow/zcBNS1uQ0j/kn8z0i0sXpFc1I07c7PTcDmA52s7LuTbbhqqgOdHW3YsGE9vvzyS3YN+Uy3dE0omp+caPXeNcrKypCXl8eyJyhOPErwVwQlVjw7+TIzj0eZl6MRVh8CRHh4OPr7+xHS5zL0+CT4OiF9Pi8tchqQ9d+oz1aESz2jjVWMHC2UeKcIJvgJnng/yFLni6mbaLuV++14oHZ4gb68vBwlJSWor69nZTSJ5PF6vbrtDjaVPk2Ejfqrdz3548qObdUZQqFQKBT+nMzzrL6+vpHuwnFxMl97hcKqgV4mYg8mgt/qe7Z4bBn9/f2ICPXCbrejr6/vuO9Fvfdpmnvz18rM6Z6vI75bUIYAs3YUCoVCocVonAa0zyCZECX7zLcpik58BDBf32az4bHHHwfCI+HM+vbAuoocvNgP6CzdCuNoftP9Q0LRM+l8OHpceOONN/Hll19K2xHP1Qg9+7ksipffhy9T4p0imJDpPXrbq6qq/ALD+LFBtA339/fj5z/7GXrdLlwxpQvfmxrBRHie6maXRuinSHxyBqBofto3Jy2KpfrnI/yprpjmn9rOSLQhKzmS1RdT9/OOBlSPUv3zFM1J0ew3PzsCd53ngdvlwvPPPYe+vj7k5WmXvOUDxejaHT58WONIwW8vLi5m2QDMbM2K4UEJ/oqgRE/E1xPmrLyY8/sMxwt4bGwsulubNGVW0jWR4N/a2irdPhTelHpGGxqQzSZtRo4EypihCBasivT8+CKm7qTt4hhk1ducvsv6IrvPxElUcXEx0tLS4HA48GWjL6KfJoxNHU6//ekeFNu2GokfaPQXX09v0maUZUChUCgUgTHU4+iJFLFP9pT+esZPhSJYMcuGJ8PKu6aZA7rYnlXnWb1j9vf3IzzU5+Dq8Xj8hB69/gXSN5oD0xqlgSBGkMkiImX9UuOIQqFQ+CPLQGiEleVTqC36K+7DRwDT/pmZmbj7nnvQ63bjWEIOujp9QpnRUq2EVXGfr2/0HQC8UfEIPfMHcLtduPvue9DR0cG28c8ZUcA0y0Zj9rw3cuBTwp0imOADqXgxmp8rVlVVobzcl2KeDwyj+vSbPnz4MADf737VqlV4/LHH0Ot24odjGvCj08JZe7woT5H+wIDwT2I72XFlLC8Y6+ccQA4BJNDTUgFEXZtb0wc+OwDvTMAfu7rZxfqTlRyJtRXt7Lj0GQDOGt2LH6Q3wOXsxu23345bbrlFM4aUl5f7BauRqM/bo/nxoaqqShOQZjQmKYaeQQv+GzZswK9+9SsUFRXhuuuu0/wjnn32WaSlpQ1JRxWnFmapVvS+WyGQfYzSHYlER0fDHhutKTOL9u9uqkVIvy/d6bRp0yz3y4hAou/p4WYUnWu2v0IRLJhF04jiOk3w9AydRqI5P4E0cqjhJzXZ2dmm2UgAXwS/3W7H1FTfeEKTyTMnJAHwF9TLy8sNI/v5Phgt1WE2AbPq4MO/NMvOT6FQKBQjx2DnboMZw092wZ9HzXkVJwODcXI3qidGTenNF82y8MmiK43mil6PB2FfB1V6PB5NHdlc1qp4wfdtqJ3p+XLxr1H0mUKhUCj0U/ZbcagKJDgD8Hccy8vLQ09PD+6++240NjTAlXE2+uNS/ZZo1VuylcpiUjJR/9k6TXp/sa7YX8XwDQABAABJREFUhrgUQEvVdk39/sRMuMaehc8/34O7774bTqdTc87884yed1aec/x1tPJsUs8vRbBCugYfzCU6ZMqcWMhuSeNBfn4+AGDTpk147NFH4ezuwG/m9qMwZ0DsX1vRzoR4MdqfBHUS27OSIzUR+gD8Pot1ctKimAPB/NwEFo2fkxaFeZPjkJMWhbUV7chJi8LKrU3sWFRG8G1QXbGctpGDQV5SH247sx3dHa0oLy9HbW0tu2a8dkR2dN7BgtL8E7Jxl19CVjH8DErw/81vfoOLL74YGzZswLFjx9Da2qr5R1xxxRWIjY0dss4qTh3MBgGrkztxn0AEfL5tK+mLxo0bx8R7AKj/bB0AY9E/JiUTIR7fPjExMab9shJdYSVqwgi9NDhmAqdCEazo3TdmnuF6Y4ZRSiL+hUn218ygCgANDQ1wOBwQk8fR96lTp7IyfpJl5CglGl35bbxXuJ43t5mnt5jSVPZibrS/QqFQKIwZ6bFzMHM/UahTKBQnDqsZnEQDndl7tpX5LL078vXEubPMMEh9bm1rQ/jXlip+qSuxvuy7FefaQDGyAVhJb6zenRUKhcIYq1mV6Dlh1WYsqyc+j1wuF5YvX469e/eiN2ky3GPOBKAf0a8Xzd/dVIv0cwo0380Q7cVJ2bP86rjHzsConHPx+eef42c/+xnc7oFIX/65bXYNjZ7vJSUlfvX0bEgKRbAi/sZLS0uRnZ2tCfYSf9PkKLB//36sWbMGq1atwuj4KDz5vUiEuB2alPhZyZFMiF9b0c4EdGAgup6P+OdT81M7vOhvlAWA35f24485b3IcE+3F/Sh6n0/dv/lAJ2uPtq3c2sQCzHLSopCb1IfrczrR39OOhx9+GKWlpcjNzZX2TwxoEzNo8UFp9J0fZxTDy6AE/2eeeQarVq3CJ598grfeegt///vfNf8UiqHAyiQvUPTEbLP2xChamXAVEREBeD3A1+tr8xM9Hr9Jn8cX/UTeU9Su0SRW7zyGA3GwViiCGSMDoNWXSNkk0aiuUXoiM69q/mWK6qampsJutwPQrumEEMDhcMD79RjDj0mANvJfBv9yLJ6jWUSY2Zijl9JUtr8yeioUCkXgnIxjpxL8FYoTg5nzOuC/TrGsDdEYOljEd0e9NmXvvHl5eYiNiUFkqBcOhwNJSUnS9vW+m20zcvDVEzbIWCxD9o4stqPWPFYoFApzxPW1AfnzykrkuiwAQTYW9/b24r777sPOnTvRFpoA56T/AkJCNNH5og1XL6hLL3W/GLUvgz+G3+eQEDizzkdv4njs27cPv/nNb9DX18fq6AVb8NdOdMLjr3V5+UB6brE9qw4WCsVIwWdgJZsoL+bn5eVpov+rqqpQUlLCftNVVVX49NNP8corr+Ddd9/F5NRoPHJ+H76obWFR+Gsr2v2i6PkU+w+uO4q1Fe0sfT5B0fu0TRT9s5IjpdH/z21pZPsCA3ZhEueJlVub2BIDvGMCtUcUzUlB0ZwUP+eAjESbn0PCOLsHN07rRGRfB9555x3cc889ePXVV9mYQZkRzALCxPGExhnFiWFQgr/b7cacOXOGui8KhQZ+UJC9LAc64dCbNIpRuDx63pKyNsPCwnwfvhbjePgJm98k8Ov6oaGh7Jh6kRNGHpZDYZyRMVztKhRDjZ6YrVdPhJ/w8W3RhEbvZVP8Z2TQFPsg6wcJ+qEh2klaKAC73c62i+OBkVOOOI4ZCfhmY6uVLAWycUoZPRUKhSJ4OBFzO94YqVAohg8rTq38kktm77WiwdTKeGFm/NOL6Jf1pbevF7YwL+LsdvT29urOw62OY0bvBvz8XZwnyyKVrPRBbEc5zisUCoU+NNby62vLnld6S8PwdgY+gyGPbBzv7u7GPffcg3feeQf1jn64xs0CQvxlErOlWvXqk9OALGqf9UFI6S+K/ezYoaFwTr4AUWNPw5YtW3Dfffehp6eH1RWja+mcCXHZRV4AldUXbeEq0l8RrGRnZ7PfM/2l32xVVRUbN+644w6Ulpbi8OHDyM/PZ7/lWbNm4f7770dNTQ1OS+xFlvs/aOvsZmI8if68OF/Z4ETRnBQAvnT6ywvGssh7PjU/RdLzmQBIpBej+0lwr2xwIjc9mkXp80I+peanfmQk2ti2rORIPLjuKPsMQJPOn9paVlqjOS71g89MkBLtxS9yOzE1oRfr1q3Duvffx7e+9S0AYNf12muvZWn6xX801paUlEgduRTDz6AE/6KiIrz66qtD3ReFQoPMEGC0TrVsX70yfsLCex6J6BkhZJEBTU1NcDgcAPwFf0A/7RPgi9qdPHmypUFQ5r1pRajTM5TI6omf1cCsOBmgaHzZS56ZEwAP/6Jp1aPZrH1xLNF7mSovL9ekLuW9N0MkEf5GL2d8m2YivcxZwgxZVgArjgXK6KlQKBQjz4mY2/X29mq+D0acs7qvMkAqFD6siP/idrHe8czVrL7PGs3V+/r6EBYChIf6Pus51Vo9V9n7s1kdKhOFDqM+WOmLQqFQKLSIY61egACJebRdHH9lIjYA6Rh+7Ngx/OQnP8H69euRNHUmYs+/FjFpE6THFUV4+k6fjWy9/P7iX8An9OsFiPk5GoSGoTnhNPTFZ2DdunVYunQpxowZozlno+edaI+SOenp2XF4u5h6ximCDfo9U/AWD81pzzvvPGRnZ2PChIH7/Nlnn0VBQQEcDgfGoBE/ze7GL76dohHjScCnMl70B8AcASgDAJ8y/7ktjZo2SIjffKATWcmRWLO7RRPZn5MWhTW7W1A0J4UJ8FnJkawOORlQf3hHAgBYXjCWbaOsBPMmxzGngazkSDxRON5v+QFK78+XRUcAV5/Wjf8a48K+igr86L//G2+//TZzCv7f//1flgGLUvWLY0l+fj4KCwvZ/4tK6X/iGJTg73Q68cQTT+D888/HL3/5SyxbtkzzT6EYCowMBUYv1mbRu2IdSvEia0uGnoGgt7cXdnuc1CMUgH5KqNAw2O12uN1uy8ZXcRC1sp+ZM4CsnlGUhkIRjPCp5fXEcD34F8CSkhJD8Zp3FDJqU88LnUfsa2pqKgD/CP+Qr//KIvzN2uSPL0uvpOfYYDUqXy8iSoZV5yOFQqFQnNzwa4ySaGcFs3m81X0UilMJPadt2TsyHwUozv/MDP9Gc08rfePry947+/r64PF4YQv1IiLUq3Ec0rMBGM1hZZ8DHS/462DmREv19I6vUCgUCn/0bLSyKH4+A6PMJkP7io4BNIb/85//xM9/fhNqampgmzQLPVMvAkLDAchT65MoTxH34j9na4P0nCiVvyjq81CbouOAXor/mPSJ6Jmaj96kCdi/fz9uuukmHDx4UJOZR2ZvMbJdmdnXxXpqzq0IFviAL2Bg7KAodII+02/X5XLhsccew3vvvYf+Phd+cXonfjAFONziYuvak3hPQj8J7/SdRHWy2ZKYT2XVzS7cODdV4yiQkxaFojkpyEi0ISctCgtnJLH6WcmRWLm1iZXxbZNgz2cB4Nuk/vBOCPNzE6RLDFDmgDW7WzTnRdkCqM2ctCgcbnFh/ngn/iu5GZERofj73/+OmpoabN68mUX3Z2dnIz8/n11ffuwoKysDMBBUR/UUw8+gBP/PP/8cM2bMQGhoKMrLy7Fr1y72b/fu3UPcRcWphpFIZFTHaiQ+1dUzDvBtWT0OAMTFxQGhYb4wXAHeM1OTlgmAN9S3FIDT6RxUdG0g0VJWxDhxH/5YCkUwYyWyR08kp/uD6pmtLUQTFjOjIe9lzvcDkIvo5eXlbM3j/zQMpGirbHAiNMSX0p9fE9mKc5O4jc9goFdPbIuP9NKLcpI5Ilkx8CoUCoXCxzdNFHI6B7LU8OK/QqEYevQyScnmwHqOobLvRschzJbdC2Te53Q64XA40OZwwBbq1YwjRv2xEnkvIxDHXXE/mcgvpi5VEZEKhUJhjLi+vNFzJDs721LAUnm5/5KHpaWl2LhxI5588g84dqwJ7vQz4Bo/G93H6jSCPiF+1kvtn5Q9Cx2HKvzE+qTsWdLof5kDgMyRgEfTTmgo3GPOQkvsRBw8eBBXX301kpOT2TUQn/G8+MmLoHStxO+8bYy3navnmCLY4JeqIIGZ5m7Z2dk4fPgw+0y22ejoaPzhD3/Ap59+irxxCfhLYRyeX18JwBfdPm9yHIvQB7Tp8akOCfQUDb/5QCcT07OSI9lfAKhrc2PzgU4AA2n1qQ4A7KztYuczb3IcOyal6KflAeiYJMYT/LIBlAmA+gL4HAFov7UV7azewhlJfksE8H+pn89taUTxXDt+cXon0mP68fLLL6O6uhqxsbEAwER9PmiOxnTKpkDzY8WJY1CC/8aNG3X/ffjhh0PdR8Uphp4QZTYBlG0zM2CYvXzL+qIXQdDe3g5PuNZ7SoY4ufOG+wbqjo4O6XnJUp5YiSwQywO5Lny5mtgpThb07lcr9YwcAWRlRg5DRsfiEV9Aqb2vvvoKDocDOekDk7ictCjsOdQMABrB3wiz/ski/fWcpGRtyjznRU9w0blKjSUKhUKhj5Uo2pFgsH3h1xbt7u4etuMF07VSKIIBK3NgqsMb4IwiAI3QWwJAb+k8o/ZdLhfsdjvGjYpFY1MTXCaCP6CfmljPjiATi8Rzl4lFsmOKbYmOtcrJVaFQKIyRjbV647cYrS86WIn70HOou7sbH330EX7zm9/gWGsreqZciN7RU1jAlp7IrveZF+DrP1uH9HMKmK1X5jRA7fNZA/i/RssCyJwAYlLHIyL3QoRN/yHCbJG47777UFxczObb/DyAnk30XDPKSFNVVeWXFl10IlAogoXS0lImOFMEOQn7VVVVyM/PZ5rK/v378dZbb+HOO+/Ep59+ivysMJRc2IcxsR4sOsvnMEPr2/Mp/YnKBieWldaw6HsALFo+I9HGytbsbmGienWzC/Mmx6FoTgpy0qJYKn9gwJFgecFYTTQ/L+bPzIxlxxbhnQ2oztqKdmw+0InKBifq2gac7Sn6n7IIENSv6mYXq08OBXQON85NxdqKdqRGe/D9tGZkR7ejtbUVV15xBe666y5cdNFFTNzPy8tj/x+UjYXE/48//liNISeQQQn+CsWJxCiS3SjCVKyn166ecdVqZGp5eTlOP/10NDe3wBsRrXseeusy0T4tLS3S/cxSnhgZFIwi9K1mCNCb2CnjqiKYsTouyARs0atZRO+Fhz+OlVT+snYBYPTo0bDb7QgN0U7sZmYlAQD6+/ulQrx4TJkAz+/HGyT1zpf3AJc5ENDLo3gORi/mCoVCoTAnmMbLwfaFF/z5z1bmnoEQTNdKoQgG8vLy/OZwPPycTrbmscxJ0+i+1YsQlC2dJ7Yv/qWI/ohQLyaPTYbTpS/4672vyxxarWYhMHO84u0PRvNsvfYVCoVCoY+ZHUcvkIB3AOAzBhQWFiI0NBTXX3899uzZg47+COBbP0FHX5if6M5jJdqfBPz0cwqk++sJ+Hwdsc1A6UvKQmPaOWjocOLf//43brjhBlRWVkptO7yDhJEznvjsVkFgimClsLAQ+fn50jkcrR1fXFyMpqYmvPjii/j973+P8Wmj8POzvFgw0Yk736phAnhWciTycxKY2E/R8sBAmvv8nARWl/7yzgE7a7uwvGAs24dEeYrCr6gfeB+mY4isrWhHdbML1c0uzM9N8BP7xWh8Eu0BXzYBSs0/b3Kcpn36nJFoYyn9+ewAfP2VW5vYNuoHAExJjcQ1ZwKXjG1A7tSJeOGFF/DYY4/hxRdfZMfJz89nmRWI0tJSjBkzBnfccYff+SqGByX4K04ajIQ3vTpWRD9+22C98Ts6OuB2u+CJiDGsJ5vweSNi4HA40NAgX/dJnIwFMtGycg7K+KD4JiNG/IieyqL3srgP7Sd+NnIiIE9GsU2rUAR/aIh2AhgaMrBdNJSKwruI6P0unoNYTp7w/Pp4RplFBhsRplAoFIoTw1COz1bbqqysZJ9J8LeSHUfveOoZo1DoI94nMiGftlsRt2WOsHrHlIkKvPhiFHUv/nW5fIZTW5gXEWFeHDvWrHvOeqKFrK+y5amM0HuHkDm1WnVsVaKJQqFQGMPbLWSic15enp8DF5+xpqqqio33LpcLL730Eq655hp89VU9XGOmI+RbV8IbFc/E9Zaq7awtPiU/H40v+ytG6hO8E4GztcHPcUBWVzw+D/VPdCBoqdrOvvd0dSHmgp/DnXIa6urqcPXVV2P16tXsecpfQ1H0F59JMkc9/nmuUAQT/G+5tLQUJSUlKCsr0/xe3377bdx0089RXV0Nb0s1HvpWKy45LRwAcOPcVGm7JHADYBHwFME/PzeBRdWTGF7X5kZdm5tF65ODAP0luy4dj77zywaQ0E9tkdhf3ezC5gOdWLm1yU/Ap+/Ut6I5KSwyn8ppeQC+v9XNLiwvGIvqZhdL9U9ZAHju/ccRTft0zGhPF/743V6cMykRn332GV568UVs374de/fuRVlZGcu0UFJSguzsbBQWFqK4uBjnnXdeIP+9iuNACf6KbyQyQ4LMGUDm/S9rx4i8vDzmveSJSjSsK5voeSOiEZswCjU1NYbHMIrWN/LOlDGY8xTrKUcBRTCj59EsCuUU5R5oRI44ZvAGP3rBDDTin8r6+/sBAGEhA9sqG5zsO23Xi8KisU00zsqMunpGUjFq3+h+NzJ08n0RyxQKhUJhjaEYM4dy3ma1rdTUASMKRe0Oph/BkCVGPbcUJwuy+SHvzCmu32t0X+llgOK36e1n5Riyd1K32w2HwwFbKGALBSIjbfB6vWy7rG2zSHur7896yN4pzM5DoVAoFNaQBWbItpHYz9tw+OdUYWEhCgsL4fV6sWXLFvzoR5dg9erViE5MRXfOfLjHnQ2EhmqE+6TsWRrxnIe337ZUbUdMSib7qyfi8+0kZc+StiFzHNBzDIgalcb6wm+PGpXG+pOUPQvdzXWIyCvAsdEzEJUwGi+99BIuueQSbNu2ze+6isEg/HNUnCPw6NnNFYqRhhx9iouLUVxcDAB4+umn8fe//x0PPPAAUhPtuPc70fjVPBvq23xO6CSKz5scxyL1eaGf0uyTaA6AifBFc1JYZP/ainbMmxyHeZPjNOveA9p0+/wxKcKePlM9wCfaU1u0BEDRnBQAA0sOAMCD646yzyTikzBPjgYANKI+nQe/n1i+tqKdZQ342/VTAPgyB5ADAy0NUN/Wg1tmenHNGV50dTTjgw8+wPLly3H55ZezsYLPvkD2d8WJQQn+iqBGFMl4ZC/0ViYphFGKI2pLLzJYPB4T/KMTNB6ilggJgScqAbW1tejr69M9hpngZhRxLKuvt7+Z8Kkmd4pgx+w3OljhQGbYNIt2os+ytdL0+uXxeOBwOBAibA8N8cLhcEhT+ltxSpCdhyzDAb+/1XHFqA36S+O58hBXKBQKa1iZAwYzfBr/rq4u3Xon4nlwvMc4Wf8PFKcORnNB3plTNLYZjTNGGa/Eeaaew6necYzq2e12HGvvgi3UC4/Hi927d7N9zc5T71zE+lbuaSvjhngeRo4QVo+rUCgUpxL82EjOabLACgDSwASyM5SXl+PIkSP4v//7PyxfvhxOlwstURloTDsH/XHp0qh8Ev15QV0U5WNSMpGUPQuAT8TXS9UvZgLgy7ubahE1Kk0j7PPLAjhbG/za4NsRP9N+1C9qMzJrJhx5hXCnn4Eepwt33XUX7rrrLtTV1Ult3eJfmSDH/38YPeMUihONmPEDAN544w3ceuut2L1rF3bs2AFvex0uGduEOeluhIRAI1yTKP7clkYWZQ/4RG8S/+kvrXEPaMV2chaobnaxz/k5CVi5tQlFc1I0Yj8fpb9wRhIrz0i0oa7N7SfIE+RU8ETheGw+0Im1Fe2YmRnLzoPvJ50Xn5GA0vbTvtQmX05OA3wfSNyfNzmOlT23pZGdQ0gIMGN0H1b9MAI5o3px9OhRXHP11Xj44YfR19fnZ29WNuAThxL8FUGNWYpq/i8/8ZBF2PLIIk7FNsTIWCPjwr59+wAAntjRuhNAftIIaCds/bGj0dvbiy+//FL3GGL/zeqJXpuBiqD8Q1NF5CpONvQEad4YSS+TgDVnFr064gTTShSU0f3V39+PhDg7QjjFPyctikX4f/nll7pe77yHO52fkZOCWXpTswgmPWT1Ak2lqlAoFKc6xxuVOtLwIn93d7duPavRv8dDIMZJFa2r+KYiey80u/9kDgHiZ37+SdtKSko0dfloTH59Zf54eXl5GD9+PABgwuhoRHxtrZo6dapu//Qwehcw2q7Xtigq8X026osaPxQKhcIcPlBCFPL5OrKxOjs7G5988gm2bt2Ka665Bp988gnaEYOaqEmIOKMAMelZfmn6gQHBvaVqu1/glp74byT2U3uyNP9iObXFOxTInAFkywLoLTfA+hYWgdaodDSlfwt98WOxbds2XH311fj444/R2dmpmxmnqqqKpUXntwHBkW1LoRChqHEKsHr88cfx1B//iDVr1qC3uw2/uSAapT8ZjbwxkZroeIrOX7m1CYAv1T5F+O+s7WIieWWDEyu3NmHzgU5kJNpY6vuFM5JYPdqPBPes5Ej2eeXWJnasygYnE86pDBhIu5+RaGPOCLSdIvvpOA+uO4p5k+PY8WRLA1BqfuoHCfzUHpWT0E8ZC/h0/rwjAfWXMg7kpkcDGFjqAADq23qQFdqA3MivcOyrGvzhD3/AvffeC4/Hg7KyspM+iOFkRAn+im8sg/GuNxK3jIwAe/fuhTc8Ep6oRMN1nsRJGtHZG8LakZ2HeEyrg6SeYUZ2DuJ33mmCj8hVaZwUwY6eMZOMi3zKN1ldo2wesnuPF7L5l9KSkhJpmjRxH7HN/v5+hArp/AGgrqUbdrsdEyZM8Dtf2QuYbP01cb072V89RIcoszHJLGJMTfYUCoUicE6msZMX+WWCv1Vn1EAwE96szF+NHOUUimDG6vuZ2fzXbI4nc3YV96eUqrK2ZE79tM3t9kVQ2UKBiDCvpswMo37L5r164r8ssADwza358rKyMr+29ObI6t1ZoVAoAiM7O9sve4xo4+zs7MRnn32Ga665Bq+++ircYdHonnIRQmddhlF532Z1eSEdABP4KSU+RcrzUB1xX367LGsAIXMQoEh+q1BKf2qL75PR0gIxKZnwRMahDsnomXIhWrvdePnll/H9738fv/zlL5lTLm/nJeGUnt+E0fNSoRhJysrKcMcdd2DLli1YsWIFXnjhBTQda8IvvpOBl38UgXPT3Hhhm0/Uz02PZoI6RbHzkeuAL3J/ecFYVDY4ce8/jiAnLYql689KjkRWciTq2tyobnZhecFYTSYAYEAEJ3G/aE4KE9Zp28qtTZp9aD8AzKGAF+tJVM9KjkRaXATLFCBDjNCnY9FxedZWtGucDGj5ADoev8wA9Ze/Xmsr2lnWg+pmF26Ym4K5mWG4d3YfzkgNxVdfHcXvfvc7bN++HR0dHZaC7BRDhxL8FUGP1fQfYsSrUVt6L/VG+8syCQDAxo0bUVdXhz57GigkV5YOymiNp8jxZ8LhcGD7dq1XqV7GASMGY+gxc46Qta8Ga0UwIxOUyetTjIgX65s5A+llBwEGDIEA/F6UjOBTHfkEfy/bRpO/CaNjAECz9IdMvODPSTTIiksLiOcg86In+Mgs+i6rR9v0nADUuKFQKBTWsToPtrJ9KPoQyDan0yn9TAyHkG7W5vEeUz3DFMGMbO7HI44nfH2j7Hbi/O141uA0yihQXl4Ol8tnaIwI9cIW6psPU5meoG/VSR8YyDwgtmE0NoiO74Q41xffq/XmzQqFQqEYQMyWIo6louNUeXk5PvnkE9x///34/ve/j9WrVyN13EQ4M89FV96laGpqRPexI4bHJIGfBHUxwp9Pl8+jJ7LzgV71n63TRPyTUE9p/QGf8C/LBMDTUrXdT9inTAB6mQbE9qKS0tHRF4buKRfBmfkthEbZsW3bNtx222144IEHWMS/DCrns/KoZ5kimFiyZAnOOuss/PKXv0RdXR3SY/px+zn9cB47jMPNvqXlMhJtWLO7BfMmx2mi5/kIdQDYWduFhTOSWET8366fwkRyEuzJAYBE9fm5vtT9ayvaWYp82kbR85SOn+oXzUnBg+uOMjuvuHQAAOY0AEAj4Gck2gCAnQufQYAyBfD9pcj9rORINHT2sih9SuWflRypuSaUrYCOsWZ3i+b6ANBkAyiak8KWA1i5tQlZyZGICgf6upoxxXsIIV3HsG3bNtx555149NFHNfZyxfCiBH9F0GP1RVzcRzYp1JukmHn183XEfZuafA+ADm+kRtinCRhN0vSIScmE1xaL6NQJ2LFjBz799FO//op9MBLsApmAiV6yZgYimUetQhFMWIkW1BP3jbyWxXtMHA/4DAKy+9Po3qQ0VIDvHuzv70e3w8EmmgMR/l1wOBzweDxSRwW+f4RRBJV4ruTVLaurdzzZMamubDxRkf0KhUIRGIHMuwKdAw5mWyDH5B3U+M9mDIWoHmgbgTrMKhTBihVjGj+fFZdcGsz8TZwL6jnKi/uIxwAGnIMiw7yI+jrCv6fHZ7Stqqpi+8rEdCvvqvn5+brHNpvDik7DMgcElSFEoVAoAsPMWY3q5OXloa2tDX/605/wm9/8Bu+88w6OtTvQYp+EL90J6E0/HQgNR9SoNL9Ifv4zL5iLQjpBqfQJUWAnhwA+0Itsv/ETc/1swFSXPx5/fNkxokalSTPGUpYAcVkA0RatWb4gbSJ60/PQmD4b4dMuRHevFxs2bMBlixfj5ptvxssvvwwA0qVrxHkC7zinUIwEXq8XmzZtwoUXXIAHHngAcZEhuOY0B178oQ0XTrKxeiu3NqGuzY2FM5IA+ARtikon0bu62cXS9FOE/OYDnVhWWsME7Yr6HqytaMfKrU1M+AeAZaU1muh/3plg3uQ4jYBOTgFrK9qxcEYSs/OSUwDgL/pnJUciJy0KayvakZMWxaL+KfqeHAAeXX+UpfjffKAT8ybHYeXWJha5n5MWhYUzklDX5mbnxAv9WcmRGkeG57Y0sn2o78sLxrLU/rQP9YEyGlQ3u7D5QCduv2gsHv7vMXjgggjcc1ESEqJC8d577+Gaa67Bv//9b3i9AwFuiuFBCf6KbwRWIv+NJpFWXsT16pSWlgIhIYjMOkczWRMniDyydZbqO93o6+tDW1ubpXMRywMxqOg5L4hin1FaRIUiGNGLKg9kX6MIf6N7je4fKyI5bRcdCQoLC9Hf34/EeDub7LG0U6NjYLfbceDAAd3xjAyhRogGUtFJwSjDCeAb83hDq97YwC8LIuuDQqFQKEYGvbFbL4OLmaOsHv39/eyzx+Ox3L+hiMI3y9bD1x2KYyoUwYLR75zmiXrzWZqLGs0LZd9lDq96feH34dujMhL3o8K8aOnwRRPt2bMHgHauLe5v1ke+T7L+8hGMek4TZo4PetfeTMhSKBSKUx3ZcoTAQCbEL7/8EsXFxfje976Hffv2oaGlA+70MxGT/0v0jp6M9G99X7Mf2Vn5KH1eZKfIexmU5p9vh+rzArsorFP0PgAW5W+W7ZVfFqDjUAVaqrb7LSUgtpGUPQsdhyrYd1HoF23Rmu1hYWjocAJzrkOdJxFdbl8wySOPPIJHH30U9fX10oj+0tJSVp6fny89H4XiRFBZWYlbb70Vv/71r9Hb68LMlF4symjC2PB2rPvCJ0bPmxzHItzFtP30/bktjSwqnRfrqU5+TgITt/NzEphYTpH1lQ1O3Dg3FQCY0wCJ4LwoT1kCaBsfsQ9o0/lTND6l9Kdyiq6nJQRItKclBmZnxWFtRTseXHeUnZ+YDYCOQ+I87c/3n/p849xU1m86rwfXHfVbvoCyCvCOA0VzUtgSAn/f04KMiHZcHF+NmM6DOPCfKtxzzz1YunSpJdu1YvAowV8RlAQqEJH4ZRatZJZ+0Kpxgz4fOnQI9fX16IsfC29ElKY+eXDqpYGiv/Q5YUYBHA4HVq9ebdhHPURBjv5ajfrn95G1qVCcDOgZG2VeyGJkjlXEiYmsHTMxhfolczLo6+tDp8MBwDcZo8lZqG/FEIwbNw6APHrfKKrLKA0qH7Vk1m9x/VLabiYUiQZPJforFArFyKAn4FsVyQfjAHAiPfkDmb8OZq6rnl+Kkwn+98ovbyV7d6T6emK6bD+aQ5oZ7vTmigSVVVVVweFwIDLMC9vXEf6ZmXKxRE+AD8SZn87dyFHVrA29/fQyYykUCoViAFl2lby8POzevRsdHR14/vnnsXjxYuzatQu2xDS0xE1Gd/bFiJj2HSA0HIA2el8UwOmzKPCLIj7VI+Geb4ePou84VCGNuOej/NPPKdAcSy+7QFL2LLZ/+jkFSMqe5edswENl8RNzNcfknRD4bAK8owB9T8qeBYSFI/7cQjjO+B+0xE1G4tiJ+Otf/4oXX3wRa9aswerVq5mzHeB7RtIcQtmJFSPBkSNH8MADD+DnP/85Pv/8c5yT4kLxmR2YFN0JW7hPwCdBmlLiUxQ7CdJ1bW72+ca5qUyc5sVvPtV/VnIktlX7RHBKiV/d7GLp7qltSo9P+1MKfQBMXCfBnfpHdUnkr2tz47ktjXhuSyPrPwnwFGmflRzJsgSQoE99y0qOxMzMWFZG58ofl6LwKQMBbeOdEOgcMxJtLF0/ACwvGKvJikCOCJR5gL/OBPUnJz0SmVFdWHpmB2aluLBnzx787Gc/w29/+1vU1dVZ/xEoLKMEf0VQIjNAmL0sy8QvKxHqenWM0vHR53fffRcOhwO9KTlsm5W1lES6m2rhjYpH1Nhs1NXVoba21s8IEQh0LQoLC6UGG6PoZLPrKPuuUAQLeoY3cY1NwGdQ1ItIkkH1+PT7dEyr0ZBkDJU51lCdvr4+JCfEsO3kORn+9TqmemmR+RdloygrvbFQr88yw6/YlmzMlqV35Z0F1IuiQqFQBAfHOx7rzVn5CH/+2TUSKfuHsn31/FIEM7J09eJ8TJy3ilH9srq8qC+K5JQZwAjeIYCfY4okJyfDbrcjKhyI/NrZlaL+9ZxsZZ+N5to81G9yDhbPWWw/kKwgVJ+/Nmr8UCgUCi15eXmoqqpiY+X48ePx2muv4aGHHsKqVat8dldE40h4BrryCtGbPAkxaRM10fBRo9L8llMlIZ0+y1Lei4I4/5ffHpOSyaL2088p0OxHDgKUGYBEff6YvBOBGPHPp+4XEVP1804GfJYB/lxljg6yspaq7UBYODpDY9GU9i2EnnUpojJOQ11dHV566SU8tGIFXn/9dXz88ccABpz8VNYaxYmksbERjz32GK666ips2LABk+L6sHxmO355hgNzxkciI9GG+bkJuHFuKpaV1rDIdJmYTSI5CfAUoV40J4UJ9YBPLKcU+YvOSgYApMVFYH5uAhPSlxeMZe3yjgWUFWDhjCS2PMC8yXGsnBfR+cj7jEQb8nN858FH0svgz6loTgpzCCBy0qKQkWhDVnIkWzpg5dYm5pywtqIda3a3oLLByRwX+LYpwwCl689Ji8KD645qzg/wOQHwyxHMz01AZYMTdW1uVNT3oK7Njc0HOrH5QCfS4iLQ0eXELWc48Kuz2jHR3ov169fjqquuwhNPPMGWy1YMDSFetXDCkNDR0YGEhAS0t7cjPj5+pLvzjcGK96CYRlD8PNh29fYjsrKy8D8//jG63F44pv8YCAn1WweKkKVTonL+u/vLTxBZ+wl+8pOfYOnSpZb6IxPpzMRHszYBZYxQnLwEcv/rfdbbh/9bVlYmdSQYbL+IH//4fxDSWY9HZ7cBGJgE7m2OwKN74nHjjTciKipKE4mkF7EvGw8DNVSKaV+tjDuK4UfNOxTBgvotDg8jNa4O5XFvvfVWFh10+eWX42c/+9mQtHs8DOb81DNOcTIgm7NZqT/Y9s3mzYD8vVzmhE5tlZaWoqamBm+99RaKJn2FkMg4PP+FHXfddRcKCgpQWlrqN/81crS1Ol816lOgGB1bVq4IHDXvUAQD6nc4tHz++ed4//33cfjwYVRVVaG1tRX2hFFoDU9CRPY8dHV2sLokdDtbGxA1Kk03ZT4Av3q8g4BomxXbpkh7PsW/DH67bDkAaovsv0Z94I8PgO3H90fWVyvXgXcQ0LNLdzfVwm6Pg/s/m9F79AukJicjIiICp512Gq699lqcddZZCA1VsaOK4aetrQ2vvvoq/v73v6O3txcZsf1YNKkLM0f3IuRrh9AH1x1FWlyEJm0/v759XZubbSPhnaLqKVW9mJqe34f2a+jsZaJ6dbMLZZXtuHFuKmuDb2vl1iYUzUkBMGDL5UVy3gmAINGf9qXU/Xy/xP5tPtDJRH1eyN9Z24WZmbGa/flzpHOgfhTNScHKrU2sLb4ubadzof3W7G4BAHbt+X34JQrofPnrQ3i9wPYmG9YcjMHR7jDYbBG49NJCXHHFFUhIMHZ4OFUJZN6hBP8hQk32hhezVNFiXaMX6UBe3vVezEtLS+FyufDss8/COe4ctIcnAvBfO0n2XTbRYhMsrwexe9fA3XEMjz/2GBISEobsXAaDMnAqvkkEMjYYCdxkbLRi0DM6Jm+05Ln0kksQ03sMK85t16611BqOh3Yl4Nprr8XVV19t2O+hFuVlxtrBOBLxbSiODzXvUAQL6rc4vATLXGww/bj00kvR2toKh8OByy67DLfffvuwHEehUPgY6vkWRfWbRe+L+4jzZlqb2ez+Li0txUcffYQ9e/bg93Na8WG1G+98lYalS5diypQpATk0WMWqE4GInmMtv81oP8XgUfMORTCgfodDw1dffYX3338fa9euxcGDB2G329EfnYj2sCT0jpoAZ0czAG2EvBg4pRcdTyJ5S9V2XUGc38bbao0CtWTIlhKQRebLBHfqg+hkQOfMn3fHoQrYEpLZeRml/+f3FY8t7ksOBprlDPrciDj2H7irP0V8uE86SktPx/fnz8f3vvc9pKWliYdSKI6b9vZ2vPnmm3jzzTfQ0+NESrQHhRO7MDvdzZY5JUiEJpGbRGqK5BfFcnG9+epmF97c1cyi+GWCN4n9vJAtOgXwor4ouAO+jAEANOI4AOY4QE4IAPyi7XlngIr6HjxROJ45BFCE/szMWE2fyPGAd3bgrwl/XiTq804J1Gf+3B9cd1RTn5wTlpXWID8nQeOI0NDZi7S4CGQk2lBW2a7Zzov+AODxAlvqI/H36hgcc4YiJjoa//PjH2PRokWIi4uDYoBA5h3KLUsRlJilIgwkzaasLb5MXNvbKP0f/V2wYAH+9sYbQLgNvamn6a6NJPvO/xXLEBIKd/oZiIqMxPr16w3TjZeWlrLUiHp19NIlmqVB1UuNqFAEM7I0n1QufjZKea9XTvuYpeWUpavXSyEqK3e5XHA4ujRiPwBEhA5sN+u3XirSoWAwKdzomhiNaQqFQqHw53iFoUDGXKP55GD64fF44bHFwm63o6XFFwkgrhUuEixCmNg3lb5UEczworMskp7mg7J5sNHcWRT7xf3F+0LWFi3nRP0T+8RTWFjIonoOH+tGdmo064ceZmOK2bnK5vXiO3Z5ebnfklniMgn8+ejZEMT9FAqF4lTE5XJhw4YNWLZsGS6//HKsXr0aBw/XwpZ1Nrqm/RDHUmchYtp3EJOexda0J/spL07zAnZMSiZLc8+vVc+vac/vQ9A2Uezn0+DzAVvi/vWfrWN1aLvMHixuYyn1v+4D75wg7sen64+fmMuEen75AD2bM+BzHuCXGOhuqtU4EwA+oZ8va6najpaDn6M9LB4h512Drmk/QKstGQ1NzXjppZewePFi3Hbbbfjwww/97FMKxWBoa2vD888/j8WLL8Nf/vIX2Pp7cFW2Aw+f24q5Y/zFfqKuzc3Efl7MB3xCN4nmvHheVtnO6i46KxnzcxNQVulLc09i/6PrjwIAmrv6UN3swoPrjqKywcmWAKBMAgSltE+Li2Cp9KkfRXNSkJFow+YDnSzl/c7aLtw4N5Uds7rZhc0HOlHX5mZp9Tcf6MTaina2TMGNc1PZ+S0rrQEAdjwS2ynt/rzJcahudiEnLQrzJsexdqnfywvGsm189H9ZpU/4z0i0YeGMJNbezMxYdq6VDU4UzUlBZYMTN85NZcdfs7sFGYk2pMVFsP8b6nNGos1P7AeA0BDgv8a48PB5rfhpdhci+ruxevVqLL7sMrzwwgvo6Ojw20dhjhL8FUGJXuQ+vWzrra1nxXAoGi3z8/M1hgIxgoE/Fr3MP/XUU2htaYErZRoQZtM9D5mXpd5Ekb73jp4Cb0QMPv74Y2zbtk3Tb57CwkLDaAsj46yZoYE/Xz2jkUIRbPCCsszJRbyXCZmxUja+mKUt1etTIEKJ1+uF0+VC+qgYjZcnAESG+byq6YVKNu6JBtGqqirpOcv6bnYetH9hYaF0XNBrVyxThk6FQqE4cZhltpHV1SsPBJfLhfb2NniiEuENt6GxsRGAXPwb7LxyOOej4jlTv9UcWBGMUDp8/rsoSMuyQdE2Kue3A/7vxXx7tF1PzLaSCUs2tjidTjgcDkSEAXXN3QCA1NRUvz7SX+oj2QioXHZ8IyGe/yyzB9D8VxwDqqqq/N4zjFDOQwqF4lTE4/Fg165dePTRR1G4cCEeeOAB7Ny5E31x6WhOPA3euTfANXEujn6xE5SvmxfF6Tv/mRfmKWKdF+r5fQlePKc6VK+lartG3JcdlxfRASD9nAJNO+L+eufAOyTw29ztvowG9BeApp5R5gFZv+k4APxEfh7eUYL2IUeE7mNHcOxoDcKn/wgNY+ehJ+u/0GtPw/bt23H//fejcOFCPPbYY9i9ezc8Ho/uMRQKGW1tbXj22WexePFivPLKK4jydOMnU7vw+OwWXDTOhXAT5ZJS9wMDQv9zW3zvnUVzUlh0Oq1Z/+auZiZC17W5UdfmZsI1idqbD3QiITocRXNSWF0ALJX92op2FM1JQXWziwnivO2WhG0S10n8b+jsRXWzSyOmp8VFYH5uArKSI5GRaGMp9HnmTY7zWyYgPydBszQAtbuztgvzc33bdtZ2afpDbc2bHMccGMQMCE8UjkdWciS7pvR3fm4Cu96UpYAcDOjfwhlJLJK/aE4KiuakYM3uFnZ+/DUSiQgF8sc58djsFlwxtQvhfV34y1/+gssu+zGef/55tLW1Gf0MFAIqpf8QodI5nTj4dNqBGBVk26wgHsfpdGLx5ZejraMLDWPmAOERpumdrMCnVIpoqEBUzce48sorccMNN0jP1WqawUC3Wa2v0hEqghlRtCfEMqP7iv/OpyOV1R1Mv2S43W7MmTMHcybYkNh1UJOSqaknFP+7bRS+//3v44477rB8vEBSsVo9r+EabxXWUfMORbCgfovDw8k+zzp48CCuu+46uFNzEOZoQky/A++//z5CQnTCMywguyZ6y+MM5TEUipMZfs6m9x4t20fPUTTQ98tA7tHS0lKsWbMGVfv3480furDhoBt/PjwGl19+OX72s5/pnhsQ2LxT7KvYRyvnKb5rmKX3V3PkoUPNOxTBgPodmuP1enHgwAGsX78e6zdswLEmX5SqxxaL3uQp6B09Fd6oeBZ97m5vhi0hmaW35/8CQMehCsRPzAWgTe3PR8rz690bpcUnoZ5vg0+nL1sKgHcyoGPwovsXr61A2tn5fmn2+XMAgGPlW2DPmKKpJzsG9ZlvSyyT2aLrP1uH+Im5miUC+POm/keNStNcC95pguBT/Yv9CnG2I+LYf2BrPoAQt09YTElJxUUXfRf5+fmYNGmSwa9DcarT3NyMN954A2+99Xc4nS6MivTgBxN6cP4YJ2xh1tuh9Pa0Dv3O2i4snJEEAJp17nPSovzSzxObD3Sior4H+Tk+UZtP7Q/4RG9KiU+fybng0fVH8cKVk5h4zqfyp/Xu+ZT71c0uvxT/D647ypwNKFU/QYFg/FIDa3a3oLmrj6X3p7K0uAgWeV/d7GLp9HlBn9L90/mUVbYjNz2afadrSRH75JjAp+wHwNL9A9plCOj86fpQ//njW8HdD2w6GoX3aqLR6gpFVFQULr30UvzP//wPkpKSLLXxTUOl9Fd8oxA97+ll3CiNNXnO8972/Au5nme9npc/HwXw9ttvo621FS22FMSMmWRpLSfey1QPfgLYm5INry0Wb65Zw7yYZFEXZlG04jlQKsJAor2oLVn7evUVipFGFs2jF+kk24f/zo87enUJo2wjZsZDAOju7obdbkdHp4N5owK+SWxkmBeNjY3YsGGDZl8xxajYz+zsbGnWAxkUpWSGXhSTbLzl/yoUCoXCGoE8Z4zGWKO5opWxebBtHzp0CADgiUqEJyoBLpcL9fX1psczQnZNzIREs3McimwGCkUwwP+W9dLPU6YKyggleycWBWrZO6iIXnQ9OcyK7cgycQG++zk+Ph5JCbEICQFOS/Ol9P/000/9+it7zze7Lvz10Ivop3PRGyfFzH/8Z6P3Cz7rlkKhUHyTqa+vxyuvvIJrr70WRUVFeP3119HU2gF3ymnozvk+us78MdzjzoY3yidYxKRkImpUGhPzSYymSHOKOidhmk9ZTyn7SdgGfLZVPpW/KJDbEpI1qfB5sb9m4+vMNkt9EKP3SUiv2fi6JmNA2tn5bF9Zan+qOzpvLiuTZSOgY/HEpGSi41AFnK0NLEV/x6GKgWv+2Tp2TvETc9k15fsePzGXHY/OlxwA6HoR1HbUqDTNsgcdhypY37xRCXCPmwXHmT9G92nz4U7JRmNrG1577TVcd911uO666/Dqq6+yLF8KBeAbH37/+9/j8ssX4/XXX0eM15e6/7HZrcgfF5jYT8I4CdRZyZGYmRnL0vE3dPYC8AnSK7c2IT8nATtru5i4vWZ3C4vav3FuKotEr252obLBiZ21XSyFf1ZyJObnJmgi6nPSojBpdBRLyU99mZ/rO051swvLC8ZqHAb4SHnAZ+tdXjBWc07VzS6s2d3ClgCg1P4kmM/MjEVuum+OTGULZySx9PwkrlMd3smArhn1MTk2HABYyv8H1x1FRX0Ps0XTXzrvjEQbtlV3YuGMJGw+0ImctCi2nAGdDy/2r63wLZVQ1+bWOAaYYQsDLs504tGvU/1He7vx2muvYfHiy/Dkk0+qccUEJfgrgo5ADXNEXl4eSkpKAEC61iBfj08/qOdtL6a1LykpwaRJk/Dqq6/C0eNCRM53/NIv8cK+uJ6UnmOAbF0ohIbDNeZMNB87htdff92v/9RvmTFCdg6ElVTcslSFxGAyDSgUJxLxt0uGQdnvvrS01M9wyDsE0WejlPh8m/z9YBT5LusH1Xc4HACAiaNj2HaaQMWEe5GamoozzzxT0wZ/X8v6JnPYMRJp9LbL9hfPQ0S25qoS/xUKhUKOVecsQC426dXTK7MyhxOdaWXbZHPpL7/8EgDgiUmCJyZJUzbc8NfR7BwDyWqjUJws8HNDI0cZeic2umf4duhdGxi4L3hRn+rRmMS/k5uJ4tReVVUVS9966OuU/rm5PhFItiQI3xe+T/TdSqYCfn8xuEA2vpqNL7yjvV67CoVC8U2ira0Nb7/9Nm655RYsXrwYzz//PA7V1KJ31ET0TPkuHNMXwzVxLvrj0lnKfoK3q9Ja8iSOy4Kn+DT84v60HwnWsrq8sF3/2TpN2+MvWMzq8WI+CfnHyrewz6Pz5mraohT4fD95xwNyIOg4VOGXeYC+i3ZjEvIBsOwH7vZmjQMEifwi5JjAZyKgf+QEwJ8/HYcyKYjnQuV+wWwhIeiPHwPXxHlwTL8cPVO+i95RE3Hw0GE899xz+PGPf4xbbrnFFzyn0nKfstTU1OB3v/sdrrzySrz11ltIDHPi2tMceHR2Ky4a50LEIBRKErK3VftSy1Ma+0VnJbPo9Pm5voj+hs5ezM9NwMzMWMzPTWDC+cIZSchItGHzgU6s3OrLQkLiNEXdVzY4sWZ3C1ZubdKI1stKa1h9+jtvchxWbm3CwhlJ2FnbhcoGJ+ZNjsP83AS2LzknULT8j1/4kjkbUDvULxLcecGejrOstAbVzS72d/OBTpRVtrP+0TIAdW1uFlBG2QzWVrQjLS6C1aPlBmZmxiI5NhyVDU4sLxjLrklOWhTr/6KzkjXtAwNCf12bm53X2op27Kzt0mQvCBRbGKX6b8W1pzmQEOZCaWkprrjicjzyyCM4cuRIwG2eCijBXxF00Es1/eO/03Y9iouLAWiFOquGPr2IfvpcXFyMt956C3V1dYiYMhsIj/RrKyYlk02K+LWdjKL79RwBekdnIzYpHaWlf0dbW5tf2kGx/6LRQsxkIEslqCfW6V0zPvpXdDhQKEYamVFPz/mHDG8yAyVvkLMSOUiitpHIL45FsuwB5eXlTPCPDR9YbYc8MMNDgcgwLzo7O6X9kH0Wjy+OF2IfyUAsE3j4uqKQL8uCAIBlFzByRFIoFAqFj0DmrUafA8WKs63R81D2/PvPf/4DAOiPSUJ/TDIcDgcrC/T4enWNopMDuR5mx1fPLcXJhDgntLJmvCw7k0hJSQny8/M1+wDQLHnFH1cvw5bsGHx9u92Orq/nw9NSfZFJfX19fm2J9gHegVYmrvMCvEzs16O0tBRlZWW6QQKyMn5OrVAoFN9UHA7fck233347CgsLUVJSgs8/34u++LHoyfovdM64HM4pF6Jv1AQg1DhsVxYJT58pOIpPYc8L5vWfvq+xu1I0O5/Sn88KQA4AvGiuZ7clwd7Z2oDuplrYM6YgJiUTVWt+z8p4KKoe8DkA8I4HdB62hGTWNg85J9ByAnQeVFcU+gFfRgLxWvHXiK4bZQbg2+puqmVtdRyqYH1NP6dA46Ag/j8ZZrkNDUPfqAlwTrkQndMvR8/EeeiLG4PPP/8cJSUlWLhwIe68806sW7cOXV1d+u0ovjF8+eWX+PWvf42rr74a77//PtKj3Ph5bicePrcNF2QMTugnspIjWeQ5LybXtbkxMzOWRcZX1Pdg4Ywklv4fGBCoNx/oZBH4fJZVsU0Sreva3Khrc+OlbU3ITY/GzMxYlkmgobMXj64/yoT65q4+ts792op21LW5sbaiHZsPdGLN7hbW94unJTBhnZYhoMwDK7c2oWhOCusb378b56YiKzkSybHhzKmBovrX7G5htuSK+h48uO4ocz6gNP8ZiTZ2Xej8spIjkRYXwRwgtlX7rs+D645qzp+WBlhb0c6O8+j6o5g3OY5lLwCAPUe6MT83ARX1PewcB0NEKHBBhguPnNuKn+V2Ii3SjX/+85+46qc/xW9+8xscOHBg0G1/E1GCvyIokYljgRjveKFOjFqgMtHgwH/nxSwq//TTT/Hcc88BYTa40wbWjRLhUzjx3px8mQg/4WTep6FhcI2dDrfbhffff1/Td/7c+HK+z/w1EKOcxXMDtBETeu3KokWUIUMRLBhF4JSUlEgFbz2HH6NIdvGYMqcC3ugo21/PgYnE/NZOB5s00ZpHANDX40BHR4ffvuLnwUY2iv2UOUQA/imUrUbyi5FXCoVCodDCR9CaIRPzBuOIebxR7qKjbF5eHg4ePAhPZBwQZoMnJgl2ux3V1dXH1U+xr7L5sNlzTa9Nvee9cmxVnAwYZZkyc161GgFfXFxsKnRTXdln/rvoWMq3ERsbi/AQLyobnAgP9TnA9vb2Sp3ZA7nf9QR4M8epwsJCTVCBEXpOSFb7qFAoFMGOy+XCpk2bcM899+DSSy/F7373O3z22WfojR4N5/jz4JhxGXpO+x76Rk8FwmzmDWIg2ym/XjxFzpNoTfUAaKLqASBx6lma+gT/mUe00fJLAvDHokwD9Z+tY21RveyFS1k7fAYBfj8S90nEJ4cF3gmBd0Sg9qlPvO24/tP32VIERHdTLWz2URq7dHdTLesPCfh0TL5N3mmg41AFbAnJzBGB9uedBKJGpbF9xKwIuoTb0JeSjZ6c+XBMXwxn5rlwRyXhk08+wYoVK3DJpZfi3nvvxaZNm+ByWU/1rTg52LdvH/7v//4PRUVF2LRpE7Lsvbj1jA48+K02zEl3I2wIFEmKOL/9Il9KfBKw502Ow87aLsybHIe6NjdunJuKzQc6kZUcibUV7Uy8JigCn0TxjEQbE+dJeCfnAvp37WyfCM9HsM/MjEWn04OdtV1YubUJTxSOZ23xzgkZiTYsLxjLUu9nJNpYhH1Gok0T6Z+RaMPaCl/UPv3lWbO7BTMzYzFvchzrR1mlL3qfUuknx4ajuasPa3a34LktjSyDwfzcBHZdaMkC6gOJ9ovOSkZDZy/LjDBvchyK5qRg5dYmNHT2YmdtF3OamJ0Vh5y0KE32gunjYvDguqPITY/WOAIMlrBQYG66Gw9+qw23nNGJ8fZebNy4Eddffz1+9atfYd++fcd9jG8CSvBXBC1WDItW9hedBUiI04tcBQbSG/IGwIMHDwIAIqacp5m4iin5+QkbpUgib1E9b0iaePETu+6mWrR7ouC12fHZZ5+htbXVcsSweF4k2vHpDUVkIqHMMUKhOJmg3y8Z6gjx9yxzMBLL9ZBlICksLJSmE9UTwam8tbUVADAtLVrjuUmfxyVFo/KLLyw5IsgivMwEDbGfvJAvOk7x6Iku9E90ojAzPisUCsWpivi84pE9u3jHLCozc6rSG8v1nlHinFN03uKfmVVVVXC5XDh8+DA6Xf3obqqFNyIa3jAbjh4dMK4MZeaXoZir8udgFsmrUAQ7VuaH/NxMJqQbzfv448jGJb37RrxXafzi+9Hb24vunh4AwKuf+NbndLvdrL7sXZfmlnrHlQUAyPoltsn/pXpGDg2is72sbTWmKBTDz4oVK3DOOecgLi4OqampuOSSS7B//35NHafTiSVLliA5ORl2ux0LFy5EQ0ODTounNn19ffjkk0/w4IMP4keXXIJf//rX+Pe//w1neBxc42bBceb/oDv3B+hNy4U3Isa8QQFKF09COInlvLh9rHwLaja+7peC3tnawKLV+WwA4tKq/H5ko63/bJ12aVUMZG2l9qJGpbEoe75fJKxTtDz1h9oSHQT4c+X7JJ6n3hKxfc4uFnFP53KsfAvLZFD/6fusH9Q2nx1AvAY86ecUsKUUKCtCS9V2zXnx5847C1jFa4tBb/rp6M79IRxn/g9cGWfDGRaLf/3rX/j1r3+NSy65FA899BA++eQTltVHcfLh9Xqxfft2LF26FEuWLMHHH3+MaYm9uGNGB+6b1Y6zU3oRGmLejlWykiOxZncLC5Kqa3Njze4WVDe7sHBGEhOvKWoeGIj+31nbxRwGNh/oZEFWVFY0JwVZyZGYmRnLhHLaTmJ2ZYMTMzNjWdQ7ANz/g3EsVT4J9BX1PWyfujY35ucmsIh/EuCXF4xFVnIk6xel9N9ZO5AJg45RNCeF9WNmZixL40+p/nPTozFvchzrR1pcBJJjw5EWF8EyANByA5Q5gLIQUDu0DAAtL5CVHIkH1x1FdbMLlQ1OltUAALu2DZ29qGxwsutOx144IwkNnb2a5QaOl9AQYFaKG7+Z1Y7bpnfgtMRebN26FUuWLEFxcTF27twJr9dr3tA3lKAX/IdqolZTU4MFCxYgJiYGqampuP322/0eIps2bcLMmTMRGRmJKVOmYNWqVcN9egoDyGiot00WtS/W4bfRdn7NQqonCtxilERPTw+eeeYZINyGthDtmiO8ZyjBf46fmKvxIBWhiSI/GWXLAqRNgGvMmXC5XPjb3/6muSZ6kbIysZ7OSZbe0KpRM5DUhwrFSGBmROMNd3rjAyG7r4wi1mVjEhkxZeOL2DbVoTXN4m0etp0mngDQ19OJ+IQETJ06Vfe4Yp/puLIMHWb3Mjk/if3kj6F3TIIXi/j6KspfoVAoAkPvGaInOhm1Y6Wcf27JBCyZs1d2djaam5tht9sRPTqDzW09thg0HTvmd0yz6FcrgiPfr0DmqGbin55IaEUIVShOJIE4qFLdqqoqQ4FcdIAV53Z6zqJG822xv+LfwsJC9LrdGGX3pSy9fq5vbdC+vj7pXJJ/bzcT9HlHBvFcZU66enNembOSOKel+TN/zfm21RxYoRhePvroIyY2lZWVobe3FxdffLEmhXhxcTHeffddvPHGG/joo49w9OhR5ZTO4fV6sW/fPvz+97/HwoWLcOedd6KsrAzd3gi4xs5AV14huvMugXvMmfBGxh3XsZKyZ7E14/kIeCImJROj8+bCnjGFidgkzCdlz0L6OQXoOFTBgqdInOZT6/PiNwnW6ecU+Ans9FdcqpXEf7Lb0neCnAfEffigLtqnu6kWx8q3sH6Q0wHvHEAp9smpYPQZ8zT9a6naDnvGFAA+54JJC26ALSGZHYM+x6RkatL1E3ywGvWVrie1QY4AfNYCPup/sHgj4+AeOx3deZeiK+9SuMZMR5cnDB988AHuvPNOLFq0CE8++SQqKipOacHuZMLj8WDz5s246aabcNttt2H37t2YnuzGPWe3466ZHchL6kXIEAr9PCRqP7elERmJNjR39bEIeUrJ39DZy8qIg8ecLA3+vMlx2HygE81dfZifm8DEbYpcXzgjCU8UjmcR+ZQ5oLrZhZ21XSiak4J5k+OQlRzJHAbomFnJkbhxbioTwOdNjmPLCVB6/Yr6HiwrrUFOWhQ7H3IQ4MV2EtRpfwDsL50/4HMI4J0c5k2Ow/KCsZrvMzNjmXhf2eBEVnIkyirbmdA/b3IcVm5tYvuQcwE5HaTFRTAxn84lLS4COWlRLKMBZSigfZ8oHD+k//cAEBICnJnci+UzO7B8ZjvOTHZj165dWLZsGX7xi19g69atp+Q4EuIN8rP+3ve+h8WLF+Occ85BX18ffvWrX6G8vBwVFRWIjfWlqrjpppvw3nvvYdWqVUhISMDNN9+M0NBQbNmyBQDQ39+PGTNmID09HY8++ii++uorXHXVVbjhhhvw0EMPAQCqq6uRl5eHn//85ygqKsKGDRuwdOlSvPfeeygoMPde6+joQEJCAtrb2xEfHz98F+QUQk+8E1+axehZsQzwpUctLi72M0xYOT69qD/zzDNwjT0L7oyzAPhPkETIo9JI6Kdt5EUppmKKSckEPP2w730TbQ1H8PTTT2Pu3Lm610h2fscTSVBe7lvegDfo8t8VimDD6PcuGyvM9gF8RjnZb15vvNE7No/effvss8/itddew08n1CN/cgSrU9ngRE5aFJ6tiMWW+ii89tprGDNmjOl5Wj0f8XqIfbTSrmxf+i6OIyq66fhR8w5FsKB+i8HBYMdWq89NQP95KPLFF1/gpptugiv9DLgzzwEARFf+ExFdjdiwfj1CQwd8zgfT7+F4jliZUysUwYjofEqfaZvsNyzey4HeU7L7Re97aWkpsrOzdeeCJH7TtgXf/z5SwjpwxfgGvLGrBVva0rBgwQI8+uijmn2NbAH8dTG6Hnwd6p94Pc3mx3Qth+taK/xR8w5FoDQ1NSE1NRUfffQRvv3tb6O9vR0pKSl49dVXsWjRIgBAZWUlpk2bhm3btuG8884zbfOb+js8fPgw1q9fj/Xr1+Orr74CAHgjotGbNAm9yZPhiUnGUCt3lPKe/04CM61nT38BaFLTUx1gIBKd4DMG8O2RrZX+yo5H9llR3KZj8X3m094TMSmZqNn4OgBgdN5cFplPNmLRHpyUPQv1n61jafXF9ui86Jj1n61jDgvUT/4a0rXgrxVfj/rCOy5Qv46Vb8H4Cxb7tcEHuxnZwgeF14vQrmOIaDmAiJZqhPT6Mv2MHTsWF110ES666CKMHz/0YqHi+PB4PPj3v/+N1atX4+DBgwgBcE6qCz+c0IMJcf3DfnwKjqK09pRKvqGzFwePObHorGQmOlPqfYqCJ2GeBPPqZhdzAAB8gva26k4sOiuZCfmUUWB5wVisrWjHztouJtBX1PcgOTYcAFhqfcAXLV9R38OWFWjo7MXygrGobHCyrAH5OQma/lEKfb5vFOlPx+a3kWPDg+uOsuwFaXERyEi0YX5uApaV1iA/J0FzfdLiIjTXge8vbad+kMhP4v/83AR27R9dfxSLzkrGztouLJyRxJZAoOvCZ1YAfM4Iw82hzjC8eyga25si4QUwefJkXHPNNZg7d67GDnGyEci8I+jP8v3338c111yD008/HdOnT8eqVatQU1ODHTt2AADa29vxwgsv4IknnsCFF16Is88+Gy+99BK2bt2Kjz/+GADwwQcfoKKiAi+//DJmzJiB+fPn44EHHsBTTz3F0sM988wzyMrKwuOPP45p06bh5ptvxqJFiwJaR1Mx/Bh53csi2qmc0qPynv18FAD//0xpr6mtSZMm4dVXXwPCbXCnnc7q0WSIj+bnST+nwE/AF1NFEZQBgK/DJlPNR9EaNRYRERH4/PPPdSPyrYpx/P5G6wzS0gd8asK8vDxNKkUV3aQINqxkqRDvFaOIwPLycvabF+8fPYOh7DMfWSQej49WampqAgCcPU7rfUop/V3dDgDAMUmUJH9uRvemTOznEaOnZMZj8XrwaZ1lkU/8siLKyKk41Qm27FVPPfUUJk6ciKioKJx77rn49NNPh/ycFdYwehYFUh7IMaw8N2k/Xgwzgpan8UZEs7KmhgZ4PR60t7dr+jGYZ0KgwuRgtsmy2tA+KsJfEUyI81uzOS7dy2Ib/NJPeli9b/ntlGHq8OHDmjb47fzY4u7tRUSoF9XNLvzPWUlIS031Ww5EnO/K+qWXEUDsJ/3jRXu9aH7+mLyjgpEjAR/tb+XaKRSKoYfmHklJSQCAHTt2oLe3FxdddBGrk5OTg/Hjx2Pbtm3SNlwuFzo6OjT/vim0trbib3/7G4qKbsDVV1+Nv/zlL/iq8Rh6R09Fd3YBHNMvg2v8ufDEjh5ysR8YEPBlkeP1n61jQrZM2Cfxurupli0LEDUqDY66LwFA4wAA+MR1PnqfF8qpLdpGx6Y2eUGdIvXrP1vHth/51xq2L+AT+sdfsJjZevmAMN4eTG1RxH/UqDS425tZJgEq48V7cgygLALUBgAcfO95to8e8RNzNVH/1E5MSibGX7AYgG/JADGLAZ/JYEgJCYHHngLX+PPgmH4ZurML0Js8BUcbmvDnP/8ZV111FW688Ua88cYbLCumYuTweDzYtGkTrr/+etx33304VH0Q89Kd+N15rbg5z3FCxH6CBGtaS76ivgcHjzkxOysOb+5q9ovup4hzEtApkp6YmRnLxPLZWb7sJbQuPeCLuKeI+IUzfM+UeZPjkBwbjpmZsTh4zMki+3fWdiEj0Yb8nATkpEUxIX1tRTuqm124cW4qcxIgiuakYHnBWJb+fs3uFpRVtmPhjCSkxUVgWWkNyy6wZncL6trcLBV/c1efnzi/cmsTbpybiro2N4v6J2cG2n9+rs/hICs5EtuqOzX7ZyVHIiPRxr6/uauZ9WvzAZ9DBOAT+GkpguUFYzVt0Od5k48vG4xVJsb145dnOLDi3FbMTXfi4MEDuOeee1BUVISPPvoIHo/HvJGTnKAX/EUGM1Hbtm0bzjjjDKSlDTyoCgoK0NHRgX379rE6fBtU51Sc7I00fOo7vkxWD5Cn15OlHZUJdfSXHALIAEJGDwB47LHH0NHRDldaHhDuG6z0RH4xrb8o4IsTI347v86U6BgQMXUOunq9KC0tRXJyMmTw53THHXf4lYufgYF1EMnAY2Tk4dOT6zldKBQjidE4wX+X/W7F8UZPkJfBRyjxgraRE47MYam8vByNjY0ICwHqW7ul+yVE+CYm5Big166sfRG9yCexDu8kRXX54/CRTXrk5eWhpKREZQdRKDA0aUb7+/uxYMECuN1ubN26FatXr8aqVatw7733sjrV1dVYsGABLrjgAuzevRtLly5FUVER1q0bWL/xr3/9K5YtW4b77rsPO3fuxPTp01FQUIDGxsYTczEUGqw+M2TlRs+pQMRpcU5oNN/Wa59FhNkGohuiRqUDAOrr6037q4foUKd3XqJDq5XzN7t+Mgc+hSJYkDmUEmVlZeyznmOozAlARBbtbuW9nerQ+7Zevby8PHi9XvT29iI8xBc9lJMWhYhQLxISEqT78fcj3feDuf+pnt5ygjxlZWV+10t0PtBzLFAoFCcej8eDpUuXYu7cuew+rK+vh81mQ2JioqZuWloam6eIrFixAgkJCexfZuYwiJ4nkL6+Pmzbtg333HMPFi1ahKeffhpfHjiA3sTx6Jl8ATpnXA5n1n+hPyEDCBle6YCE/rb/7AIAtnY8peLnbaaUch4YEOwpXT9FrHccqsDovLmsjahRaThWvgVJ2bPYd2qP1qunftCSrCTQdzfVov7T91l9gmy3/BID8eOnsT7Rsq30mfrMt1Gz8XWN8wI5GwBg4j9dC3FfOgc+Op+yCkxacIPmeOQ4wC8H0HGogqXsJyhdP/XLZh/F9us4VKHJPjCshISiPyEDzknfRuf0y9Ez6TvoTRyPqv98iaeeegoLFy3Cvffei08++QT9/SdOWFb4xtONGzfiuuuuw69//WscPlSNb49x4uFzW3FjbhfGxJxYIZWi7pu7+tDc5Qt8yM8ZSOOfEB2uWceeUs0DA+J4RX0PS90PDCwDkJUciYr6HtS1udna9bTW/ZrdLexvRX0PqptdWF4wFm/uasbtF43F5gOd2Hygkx37qY8asLaiHQePOZnoTaL9zMxYvLmrGQtnJGFnbRfWVrRj5dYmJMeGszbycxJQ3ezSZBEoq2xHc1cfa2/l1ibk5yQgI9GG5QVjmYAP+Jwa5k2OY9H1GYk2LDormQn/ayvaMTMzFs9tacTtF43FwWNOTfYCnkVnJWPl1iaWxaCssp05BdA1XLm1CRX1PdhZ28XKxCUVTgRjYz34WW4XHjm3Ff+V7sSh6oO47777UFR0PTZt2vSNFv5PKsF/sBO1+vp6jdhP22mbUZ2Ojg709PT49eWbNtkLJmTRpaJhwihlHjAQSWB2HKM2s7OzsWnTJmzevAVeWyzcab5tNHEj+DRMYrkY4c//Ffc3TI8UGob4s3+I3t5ePPfcc5o+y4yyjzzyiK5xQxQjq6qqkJ2d7Rd9TAI/b+C0IqgqFMEAObLIDG5mGSqMInuM9hMjlIyOpRdV39jYiMTIfuSm+yL6KU0SfT4zw1dOYpzZGqCyaCLROKs3VuqJPXw0P503315JSYlf9FN5eTny8/MNr4FCcaoQTNmrnnjiCdxwww249tprkZubi2eeeQYxMTF48cUXT/yFUQwZRhlpjJ5lvIjFR9GaIdaprq4GAHiiEllZ9JjJmm16fZD1SXYcvWw0APyEONpulN3A6DmthDpFsCPO1fjfu2xZu6qqKs17pDgnNHOY5evzjqGye1oWZa/noLBrl0/sOfxVE1tTtLa2RiPA6d2PdN8XFhYazo/5TAaiM4+eAytflp+fb+g8bMUpSqFQnDiWLFmC8vJyvP7668fVzl133YX29nb2r7ZWHgQU7NTV1WHlypW47LLLcNddd+Hf//433JGJcE6Y7RP5p16EvqQsIDTcvLEhgjKexqSO9wnNXwvLom2UgqNIBCfB/lj5Fra+vLu9mQn/fEp+SlFP4juJ3oSztQGOui819lkSyhOnnsXa5+26vJgO+ER6ftmBg+89D3d7M9ztzX7p9luqtjOnBACavnQcqkBL1XYW9c9fA+rDsfItmmUNqL7NPkqzJAG/ZAH1y93eDFtCMmsHgCYrwvgLFsPZ2sCcDmJSMuF2tCIpexbb74QRFo6+5ElwTr0InTMWwzn+PLhtCfjXv/6FO++8E5ctXowXXnhBkwlIMfR4vV5s3boV119/HX7zm9+g9vAhnD/GiUfPa0XRtC6knWChn6Ao/RvnpiI33ZdZbn5uAiaNjsLMzFjk5ySwFP0kdlOk/Y1zUzFvchyeKByPeZPjkJFow7bqTlQ2OFkWAHIeoPT6FNkPgEXgt/cMRNVPGu2z1zZ09qKivodFuC85Pw07a7swOysOa3a3sMj/ujY3dtZ2YdFZyVizu4VlDCiak8I+88fKTY/GwhlJaOjsRX5OAp4oHI/ntjSy65CVHImySp/DADlAFM1JQUaiDdXNLtZ/Om5FfQ9mZ8WxjAS56dHYfKATs7PiWMp/wOewIAr39PeJwvEsS0JDZy9y0qJYVgNqg5wbKHPtiSYtxoMbcrvw8Lmt+K8xThyqrsavf/1rFBVdj23btiHIV7sfFCeV4D9UE7Wh4Jsy2QtWjIx7/Au8KNjzn42MelRHjFzl9zn99NOxYcMGuN0uOMfNAsJ8E15+7SgxLT9gLujzEfy8yC8iZgjo6A9HhycS7777Ll5//XUWhSBGNfDnxl8LmXjHZzQwiuAVr6EygiqCEVkGCx5ZFJIeekK9LELHbKyhMqP7pry8HLt378b27dsR4vJNlsiLlET/nLQopET5JtJkEBXXBAW00ZkyMUPPOGvFSCsek6iqqmJjUHFxsd/4wh/TSspYheJUYqSyV7ndbuzYsUNTJzQ0FBdddJFuhitAZbk6GbASTSo6cfFlVsQ/2Wdi//79cHT3wBM9EJXbH+sz3lZWVuoKg+JcVjafNTsfvW16z27RiU2vPT3HV4UiGNCb79F32RyZvy9kTvB6v3er80UzB1tZuzk5OQCA5Hif0TYnLQppo5P81qk0up9Fx3XZuYjvt+J7sJGNQXataX4rs1PI/qqxRKE4Mdx88834xz/+gY0bN2LcuHGsPD09HW632y81eENDA9LT06VtRUZGIj4+XvPvZMHtdqOsrAxLly7FlVdeiZdffhnH2h1wp05D1+k/QvfpP0Jv6jQg/MRHYBItVduRfk4BOg5VwN3ejI5DFZq17ms2vs7ssHxkurO1QRPNn35OAYvIJ5ytDSwVPdlto0alMccCSpdPqezJBsun66fsACSuk1DOR813N9Uy0RwAEqeeBVtCssYRQBTv6fjp5xQgfmIu+8xDWQCcrQ2sD6Pz5rJrxENtyDIK0Dnx18+eMcWvjZaq7Ti2d7PGucJmH8UcLEaM8Cj0puWi+/QfoSv3R3CnTsOx1nb85S9/wRVXXIFly5Zh/fr16O3tHbk+fgPZt28fbr31VvzqV7/C4UM+of+R81px/bQupESPbIT0zMxYFm1PEezXv3KQrWO/s7YLywvGorrZhWWlNWjo7MWD646y9PNkb31uSyPe3NWMRWcl47ktjahrcyMj0cZEbRLUKY39whlJaO/pw8IZSVh0VjLmTY7DstIaLC8Yi5y0KCyckYT8nAQmku+s7WLR+JSNgI4BwC99f2WDE9XNLuakQM4M8yb7HAaozbUV7cjPScDygrHMsYGi/GkZgWWlNew8KEMBXbvk2HBU1PewY/Np98lJYPOBTlwyfRQaOnuZcJ+RaMNzW3xBaCu3NiEj0YayynYsLxiL6185yK49tUHnSUsPjBRpMR7cMK0Lj5zXim+PcaK6uhp33XUXli5dii+++GJE+zbUnDSC//FM1NLT0/3WPaXvZnXi4+MRHR0NkZN5sncyYBQpwAvUoiFDlnZeZmwQIxlk4vY999yDf//732j3RqMvaRKAgRRLorhPwjxN4nihXoY4oZJlDCBvTPLIjEkdj7AzvgeEhOKNN97Anj17NMKbLKuBFQFfVke8XrLvemUKRbAgM9ZbdVCxInbo3Tt6S4roGVVpW2pqKsaNG4dpX3s9Li8Yy9JJUZRTa4dvokkeiGI/AH0jrmxcJachmTHYKApULKfsBrL9xTLREUOhOJUZyexVx44dQ39/v7SOXjpTQGW5Ggn05mB6ghqfXUVvP9omRrTK2jQSv8VtLpcLe/bsQVTqRE0KWE/UKCA0HF988YXu81gWmc9/N3uGi+dtReTTS2Nu9OxTgp0iGJHNS8X5HWV4EZ3F+e96greecwyP3jun3v3C97Oqqgpr1qxBTU0NxoyKYVFAyQkxfnYaWTu0xBTvZCoT+0VnAL7fes4M/Ge9sTE7O5uNJ3zbtEwA3yflMK9QDC9erxc333wz/v73v+PDDz9EVlaWZvvZZ5+NiIgIbNiwgZXt378fNTU1mD179onu7rDR2dmJV199FYsXL8aDDz6I3bt3oy9+DHomnQ/H9MvgmjAbnpgTlKbdAIpAJ9E/fmKuJrr84HvPw54xRSOmk62UItkpMKulajsSp57ld4z4ibkapwEALDtAx6EKtj49Uf/ZOsRPzEVMSiY6DlUwGy85AFAUPNlv3e3NOFa+BfaMKQAGlh+gtsSlCGgbnzmg41AFi+4nYb3+s3UaxwDqQ8ehCsRPzNU4JVB/yGmCbNJRo9Jw5F9rWBp/4lj5FjjqvkTNxtcRk5KJ8RcsZs4N8eOnsetGyxv4ZaIdQTyxyXBNmI3O6YvRM+l89MWNwc6dO/Hb3/4Wiy+/HK+//jocDsdId/OkpqamBvfeey+WLFmCzz//HLNSXFjxreAQ+on5uQksEv65LY24/pWDmJ0Vx4T2tLgIJjLnpkcjLS4CzV19GqH9uS2NyE2PxqKzkvHSNl8qfYpKB3zC954jviVXF85I0ojd1AfAl2WgssGJlVub2BIBDZ29bMmB3PRo5KRFITc9mqXlz0qOZGnzZ2bG4uAxJ3LTo9lSBSSm03Ge29KItLgIVpeWKOAj+l/a1oSs5EjmpEDLAVDkP59aPy0uAk8Ujsej649iZmYsE/TnTY5jSwJkJNrQ0NnL+knZAMixYFt1J97c1cycEho6fI4QsgwFdK1GmtRoD4qmdeGhb7Vh5mg39uzZg5tuugn33Xcfjhw5MtLdGxKCXvAfiona7NmzsXfvXs16pGVlZYiPj0dubi6rw7dBdb5Jk72Tjby8PI0YBfgbH/WMjWYR6Gae/uvXr8f2HTuAcBvCpv8QCAkBAD9PS1Go59Mm8dv4SaUMvQh/giaDnphkuFOnobm5Gfv374fX6/UzOuoZd8X0hbLz5reJEVWySH9lrFCcDOjdE2aR+jxmYwa/Py8eyIyjesIJpSFLjfZoUvmTwTMnLQpnjI2Co6VBGn2rF5kkGn35f9nZ2ZpxQS9CTIwEtRK1JRNEROOqQnGqE0zZq6yislydePTmsrJnk5GIze9nJGLxxzQT6kRqamrw/9n79rCozmv9FxiG4TIMMMAgVwElSIi3qBExTUxFY3NpijY1v6SmNsZe0tMeTfScxpycNK1Jay70mrTGNI1NGtsqSZuLIdgaUxGPGsVIkKKAgCADDDDMAMNw+/2xsz7W/tgDJjERk/0+jw/Dnr2/79vb2XsW613vu4aGhkYlkHscjRgMjsCZujrRb5Nsxcda6/moZOm13GJmPJWy1jmMtx6t66dDx8UEff617if5c8rt/XmhvNZzQybDx3qu8HXIkJ9V8r1bUFAg5lq2bBmSk5Nh8Bs53uAHmM1h48aenMiXLf3lWJiul7x+X8UKvAWCr+clL6zlr3lRvv7c0KHj08E999yDF154AX/6059gNpvR3NyM5uZm0a7VYrHgrrvuwvr167F37168++67WL16NXJycjB//vyLvPqPj5aWFjz11FP46q23YuvWrWh3utEXdwXc07+K3suWYcCa/qla9p8PSL1OaD5cJERVcfOuBwCh5Kft3PKf51zJQl/OwyYvWqki2omgpyIDIrc9HXaET84Sc4VPzkLXmQq0lZeoXFqjMuYIFbzRYhXjmyJtaD70Jur37lDIc0bM07HyWmlcUugDCiHPf+fXigh4ckWgogAqVKD1U0FB9BULxXWi+el6DvS4UL93hyguqN+7A153hziW2g1U7fo5gNECtosKfwMGrOnozVwG9xUr4I27Ao6OLvz2t7/FV796K55++mkVF6RjfLhcLvz85z/HN77xDbzzzjvIsPTjf6504vtXuDEpdGIQ/YRKu0co3q2hBuSkmoWF/eykUKF658R1XqZFkNlZccF4Mj9ZqNdX5yiKelLX7yprR6o1CKtzYrC/2iVys1lxwUiLNmF/tQu7K5x4bE8TMm0mlbW93dWP2Umh2F/tEkUEVHwwOykUwIiq3hpqQGOnFzmpZlEkAEDlMrC5qAnWUAMSIoxYlmVBTqoZpbUuoaAnwn3JNKUwYHZSKCrtSlFAY6cXa3NjRbECFRHQmlbMsqKx0yvU/rWOPiyfGYVdZe1o7PTCZg5Eaa1LHEcornTCEmxAWrRi419p9+Cea2zYX+0SbgVUOAFcfIW/jITQQfzndBcemO3EVEs/9u3bhzvvvBO/+MUvLvmCoQlP+F+IQG3JkiXIysrC17/+dRw/fhxFRUV44IEHcM899yAoSLlxvv3tb6OmpgYbN25EZWUlnnrqKfzlL3/BunXrLtq5f14hq46A8VU9MtHli7Ti8KU6KCkpwe+few6e3l70Ji/AcFCYeE9Luc9V/lqBjy/bIz4Ot/nn27QQOG0RBsxxeOONN7Bt27ZR50VFElrnTBgrwemrwEJXNOm4FKBVsMKTbgQtsl4ucvFVKODrd61nClf6jIeSEsUWLjZ4UGzjdv70++zUKBiNRpSVlYl55cSlr2SkVrJ1LPKCX4vy8nJVctjXdZCTrFqFWnrCU4eOi+9eFR0djYCAAM19fNmZArrL1ScJmQjz1caK48Oo78eCL6JrLJWuVp9sKl4bMo3+XLg8g+j3euFwKPagsjvVWOpaWS2rtY/WOL4KF3ypmOX5fMUCejysY6KAE/Ja95Mc1/LPeEFBwagYmN7Tuj/GekbJsaSv4gM5RqcihPz8fGHDG+A/0kuzyd6Kfm//qEIeeX18bplk11oLFQhRUbzWc4S2k3sWP17r72V+DbRia9n2X4cOHZ8Mnn76aTidTlx77bWYNGmS+PfnP/9Z7FNQUIAbb7wRy5cvxxe+8AXExcVd8vdndXU1HnnkEdx22234y1/+gt5Bf3iS5sE141Z4k+ZiOMh8sZfoE0TQ17z+zKjtJK5qPvSmEFe5G08LZb7coz5u7lKVup3U9bSN+tiHJUwR8xK5TcQ5BxHsYQlTxBjUJoCjp7VBtA6gIgXan9oHUEFBe9URRGXMgdFiVe3D88Bkt+/psAtxGb1uKy8ZNTYVHshW/3QN6DUA4SYAAGk33I3kRSthtFiFhX9YwhR4nQ6YIm0In5wliga0ctcTBcOmcPQlzYVr+q3wJM5Fz6Af/vznP+O2227Do48+ipqamou9xAmN4eFhvP3227jzzlV45ZVXEGfqx39e0YVNs7sw1TJwsZeniUybSajv//nvLiREGLHtQCt2HnMI9f/Rhm6RTyWiHYAgyjcXKer2iuZepFqDhNJ9d4UTy2dGCTW/3dWPbQdahXKfFPUAsGKWFdsOtGLNghhUNPdidlIoZieFYucxh2q+ow3dwjKffgJATZsHC9PNokCh1tGHrSUtKK50YldZO+yufiyfGSXm3F3hxJoFMVgxyyrU8wDEvnmZFizLsohiCLLWJ4V9Y6cXRxu6xfvFlU7YXf3IigvGsiyLGLOmzQO7qx8JEUakRZvEHA++pqjgZbeCWkcfGju9KK1V2h5QEUJWXLCK+J9oyIgYwAOzu/CDK7oQG+TFyy+/jDvvvBPvvPOOcNe91DDhCf8LEagFBATgtddeQ0BAAHJycnDHHXdg1apVePjhh8U+qampeP3111FcXIwZM2bgiSeewLZt27B0qVrRreOTByes6Q9o+v+kJJ+vJFthYaHPJAD/g54nKDgh2NPTg4KCn6OpsRF98bPQNRSoGl8O/sYi+Qmy2p/ek4/TCiw1Ayk/f/ROuQ4h0Qn43e9+N+qPEtmaNTtbcUog4tFX/2yekODWg/JPnajTMZHBP5/0PODvyUlPObGppe6RiXE+Psf5EAzysXwuvw+cROJDB0VASuDEv7/XhcHBQURGRqqO58orX4lLTrjz89EqctBSMvoiluQkq3y9+DM3Ozv7kk+m6NDxcTBR3KuMRiOuvPJK1T5DQ0P4xz/+oTtcXSTI31la9tD0u6/j6HdfatjxSPuxiuPkcSnm5P+OHz8OABgOVH+PhcQkYfiD3rBOp3Z1v68Y83yKgeVYVesayQUUWsdrrcnX96MOHRMFWuQ8B/09KO+zbt26874P5NfyM2q85xKPBfnf+xwDA0oiM/CDLFWl3YPU+Gi0t7f7XNP5FN/If9vy2F5uNeXr+o1XwEDHauUgAOVZy23/dejQ8clheHhY8983vvENsY/JZMJvfvMbtLe3o7u7G4WFhWMWvE5kOJ1ObNmyBXfddRfeeusteI3h6E39AtxXfBX9cdlAgHH8QS4iiHSPypgDQ4hCgnHym5T6cfOuF7b9YQlTFILa3SFIbLK8ByBs7YERERaR1aSC5yR456ljghgne34AgmDn+Vquxvd02GG0WEeKClrqhVI+OjtX5INpLnrN7fm5ZX971RFBxNPvfO1UAGEMixRrJGKeXpO6n+aiNrHhk7PQVl6CtvISGC1W5V9YpDgvU6RNbKPiAdqfrs1EJftVMBjRP+kKuK9Ygd7Uq+E1hqOoqAjf/OY38fjjj6Orq+tir3DCobm5GT/84Q/x0EMPwe3swK3p3fjJvE7Mjuknw+MJiW0HWjEjMQQAcNscqyDY06JN2HagVVjgUz6VlP2O7gFhe+/oHhCW9PurXSiudKKiuVcQ4mtzY1X2/kS+52VaBEEPABXNvdhc1IS1ubHCVj8n1YyF6WY4ugeEUp7Wsb/ahdlJoTja0A1LsAEPvnZWFAocbehGXqYF1lCDOKbW0Ye1ubF4fM85HG3oxo1PVwlrfXIBoJYFO485FLFYUihKa1042tAtzmFtbizeOunE7KRQMbY11CAs+NcX1mNtbixqHX3ISTXDZg7EzmMOUSwxOykUS6ZZ0NjpxcJ0sxgDgNi2YpZShERFDLy4YaLCzw+4MqYfm+d14qtp3ejqcODBBx/EAw88cEm6hEx4wv9CBWopKSl444030NPTg9bWVjz++OMwGNQWRtdeey2OHTuGvr4+VFdXq+bQ8elBJqxpGwDVH+RaxByBkhp8HyK9uQqC9i0vL0dKSgp++MMf4syZWnhjMtAZaB1FynOrJarMHI/0p4CUQIEa2VDRvty+ajz0dLSizZqNYUMwfvWrX6G6unrMBC4/V/kaainI+D6yepjv66t4QIeOiwX+eeRFLjzR74vA5iRBVVWVJinNE3dc7eOLWPGlaKd7jBcevfvuu/ADEBcyqCL4d1c4kWkziW2zEoLgdrtRX1+vuT650IErl/haeAEUJ/a1CiLka8V/H4ugoferqqpGJVR16Pi8YiK5V61fvx7PPPMMnn/+eZw8eRLf+c530N3djdWrV3/6F0aHT2iRVBxjKc59HSsT6PL+Y61FKwan75DY2FiEhYVh2D9w1LEhVuXvM/qs83VoQf6OOh+MdY34uWqRhaR2Hq8wVoeOiQZOSPuK1+S/sce797R+H68gwNf9w5XytBZfxwOAwW9ETWPwH8bA4KCKOJcL1fnxWmvkxUmE8YpPZaGB/ByShQl8LVrHyA4MOnTo0PFxMTw8jN27d+OOr38db7zxBgZDrOjJWIKey2/BQPQUwH/Cp/wBKDlTd+Np9LQ2IHnRSng67KIHPRHeRIIDUBH8xrBIYbdPxDmR20Rw07Fy7rZ+7w7U790BT4cdcfOuF8r78MlZSF60Em3lJYLIl/O1fE3uxtNoPlyEqIw5SLvhbsTNXaqy76ciA/47rZV+9rQ2oK28RBQpeDrsKsIeGMkl0xqjs3NF8QLZ+wNA86E3Ve4D1HYAUGz8ydmg89Qx0W6AOyIAGKX2J6v/kJgk1f/FhIZ/AAaip6Ln8lvQMzUPgyFReO211/D1r38dRUVFl6xy90JieHgYO3fuxDe+cScOHjyI7CgvHpnXgRtTPDBcAo+PhAgjbOZAFFc6kRBhhCXYIMhsQCG3K5p7hbp+09J47CprR16mon53dA8gKy4YK2ZZkRBhREVzL/IyLcjLVNwBato8qHX0obRWsepv7PTC0T2AWkcfAIVgP9rQDQDIyxzpT786JwaZNpOwwM/LtIgxqAiBHAUA4Mn8ZEGiN3Z6MTspFM+VtsLRPYCK5l7YzIFo7PRif7ULt81RyPR7rrFha0kLGju9yLSZBKlO5/PYniYcbehGWrQJju4BrFmgtCvYVdaOJdMUFf8rxzsAQNj3VzT3whpqwP5ql8qNICfVLNZK1v8JEUYhVFs+M0q0M+A/d5W1qwoCLgUY/IGbJnvwyLwOXB7pRUlJCe68cxUKCwsvqWfGJXD76vg8Qosk86Ws4ds5ocTJOEow+Kq4P3ToEL73ve/h+PHjCEq+An0pCxASm6xaE7fzp0BRK/gi8CpNXmlKx5ItFT9WLhKQx6TgLiQmCcOBIfC/cjmGDCYUFBTgwIEDGBoaEufLkzpy4oWrHGRlsJyIoL6KtA9XcuiJCx0TCWMl+QCMsuOU7w/6SeS0XBREr+mnL7WT1prk4ho5+ZqdnY1utxuG/i4EBYxY+G870IplWRZU2j2C9I8PHURYWBjOnDmjWrc8P80pF/DQe7wAikgOOn/+DKY1y4VBvp4vY83Ff9eh4/OKieRe9bWvfQ2PP/44HnzwQcycORNlZWV48803YbONbkWk49OBL+LM13ccQba6Px/iXobWnPyn1hrlsU6fPq280OgN2+1Ukgp9fX3nPc+HUfFyIvB8C1L5/qR29kWYyuPqRa86JhJ4QSf9zt03CLyIRt6uVRzLx6b9ZMgEt3xPaynkaa18++DgINxuNwI+yFLVOvrg7OqGyWQSY8iFC3JM6UtlLxf8asXH/Bniq42VfAwvJtCKb8cqyNKhQ4eOj4ozZ87gBz/4AX72s5/B1d0LT9JV6Mm6CYOWRExoSa4G3I2nBdHfXnVEEM3cuh8YUdt3nakYRcBHZ+ciKmOOUPZTPjY6Oxded4cYr6e1AeGTs9B1pgLJi1YCGCG5+eue1gaEJUxRibRIjU+EPSn7AQiyvb3qiMr2n7cJCIlJEm0JSLXPzyMsYYooVKA5aUwi8GmsrjMVqtc9rQ2o37sDXncH4uZdD6PFqiL9+TWgsQ0hZlEoQAUGAMT8tCZyEOBuAJcU/PwwGJGEnqyb4UmaB6e7G48++ijWrVuHurq6i726i4aenh489NBD+PWvf43AIQ++neXChhkuxAYPXeylnTdIjW8NNeBoQzecvQNYnRODow3dSIgw4sHXzgo7eeppDwDLsiyYnRQq+tofbegWKn9S/pPC/WhDN3JSFeI7IcKIJ/OT8Vxpq5ib1gEoBQBEeG870ApAiWVTrUFYMcuKhelmMSehps0j1sW3m03+sIYaYA01wO7qh93Vj7dOOkU7AW6Rv76wHltLWrAw3Yw1C2KQag3Cs7enifetoQZsLmoSawKUYohbZkQKJwOy4Cel/+ykUNQ6+rAw3YyECCO2lrRg5zGHaBlA50guB2+dVNoMcNeD2UmhSIgw4rE9Ssu/iWzrL8MWMoSNM134VpYLhoFe/PKXv8SPf/xjlXBhIsNv+FIqT5jA6OrqgsVigdPp1HuZXgDwpKYW8T/e7wROWmkpXAGgsrIS99xzD5xOJ4xTctCXOEcEyLwCVLbp55D3k9+nqlTee8nXvr4s/7XQ09oAv/5uDL//FkINwC233IL77rsPJtOIjSqplc+HYBtLzcv30Ul+HRMRWs8C+uwXFBQgJSVFlSTUesbIz4nCwsIxrfLl+0tW0HOXAXkcvobOzk7ccsstCPM04akvBanOi4I/QCkE2FnWhb+3p2LatGl4+umnx70mBF/nw9+Xj/VFCGk9c+XCCP6a5h1PIabj/KHHHTomCvTP4oWHrzhY67k81veLr+8wX99dFyLGIyeJ7qyb4e7pFTaiURlzENhyEqa6Ujz00EO49tprfZ73WOvg+9B5jneNxtumx7Y6LmXQ/ZyRkTHq51gx2PncK76O8UXkn8/fnFp/m9NxL7/8MjZv3oxF8R7kJfUh02bCT4+ZUdFhxD//+U/4+1Cr8rhdLvCVrxMwugh4rOvBz9NXDmK8mLmgoAB5eXn6c+YCQY87dEwEXMzP4Z49e/Doo49icHAQ/ZGT0Zd8FYaNoeMfOEFBeVEi13nOtH7vDkHMc3v7mtefQcTUWSqyXgYVCsTNXSqOJfD4VLbN5+D70Tp7WhvQdaYCcXOXovlwkYr45+dTv3cHjGGRQoHffLgIXncHwhKmABix328rL0F0dq4qX0zKfQBoKy8Rx9BxhLi5S1G16+eIvmIh3I2nxXzkSkDOAdRegK4jXWfaj18fclgwWqxiHnnfD+NQO9Hg1+dGUMP/IbCjDgEGAzbdfz+uu+66i72sTxVNTU144IFNqKmpxbSIftyT7UK48dKjBzcXNcFmDsSaBTEq8nl2UiiKK50qq/r91S6sWRCDSrsHj+1pwopZVhxt6Bb7ZsUFC8KdrOmJvAcUe/pdZe3YtDQe2w60orTWJQoB3jqpEP4P35gIAMJRwNE9AGfvADYsjhfE/66ydmHbPzspFKnWIPEenw9Q2gRkxQUL5wFS2dP4y2dGodbRh+JKp7Dhp3MprXWJeQFg5zEHNiyOF9ciIcIozvOxPU2wBBvENdh5zIG0aBNq2jywBCtFB+SGsDDdjEybCZuLmsQ2gt3VLxT9ND69putKTgOXErq8fvhVuRn/7gxEeno6fvKTn2DSpEmf/jo+RNyhE/4XCPofHRcW8h/NlKjQSliQEkGrul9LmUuJgGnTpuHPf/4znn32WQwODsKTPB/9tpFKSh4g+SLoOTmvtR+N4248LQIsrYBLazy+baz5Q2KSgIE+BJ/aA4PbjqSkJHzta1/DjTfeqHk9tQi38YoofG3ToWMiQeszWlBQIOyrz+dzfj5jns9+50uW0zaPx4P77rsPt0zuQX6aUjHIVf2k+AeAk80e/OpUPCJtSfjjCy/4nMOXIpP24dvGOk96ZmqNIx/r6/lCKC4uxrp163Ti/wJAjzt0TBTon8ULj7FIq/PBeN9dF+L70Nf32auvvoqioiK4p38Vw0Hqfn2G9hoEV7+NdevW4ctf/vJ5zz3eGs6nYPV8xqNtvsbRY2EdlyLON+Y6nyLRse4LrZ801lh/f/Jx//rXv+I3v/kN5ke04buzlQL8J46bcdxhRFFRkWhZc76Qz8HX++OR+byAQmvb+RRjfdznuo4R6HGHjomAi/U5LC0txQMPPIBBPwN6Ur+AwYjxhUITHdyWHlALpgCoiGwi0okgByDIZyLfCVqkNJH1AEYR45xw5793nalQrO8PvYmIqbNU+8t97T0ddnSeOoa4edeLogCak9bmbjyNsIQpowoQqLhBLjog0Bh8TlojFQXQdaM18GPpHKh9gQy6zgDEWmkuOo6v91JHQGc9QmrfQcDwIB555BFcddVVF3tJnwqOHDmCHz30EFxuN5Yk9mLllJ5Lwr5fC3e9WIMNi+OFdXxChBHPlbZiyTSLIOiJVCeS2mYOFGQ4oCa/eeEAEdd2V78oGthaovRyp0KCWkcfGju9sLv6MTspVBDcaxbEYH1hPZy9A8hJNQsXAbK+f+ukE0umWcRx1BaA1kYkOwA4ugfE69lJofjNPjsybCZkxQWrjqfzb+z0ivnoGFoXuQPQeMfP9mDJNAsSIoyjCg6oyICDxuREPxVGJEQYsSzLgt0VTrEGKnCgwgfuOnCpYWAI+NPpEOw5G4zwcDMeeuhHmD179qe6hg8Td1yit7SOzzroD+fy8nLVH8v0k/fqy8/PF9u5LbWW4gdQKvpjY2Nx77334sknn0Rnjxc9ly1Dvy1L2C+RtRLvrUSQgy9uz0TglaGmSBuis3NVx/DfaU5u9U/byb6fKjDlNXg67IpNkyEIjqhsdJji8e6772LdunXYsWMHdu3apTpOJgD579xuUL5mfD/Z1luHjomKwsJCFdnP4Ssxx98f6/NNzyate0Y+TrYr5WPQsWSBPNSnBFhc1U+otCtWT9PiTEgO68fZxkYcOnRINa/c15TGr6qqEudH566VjJXXWVBQIOz45R6pWslbGpdfS9qWnZ2NlJQU1TYdOnTo0DEaWi2TeIwLjO4/7eu5zN8n+Hp/rDhxvAICQmtrK9xuN4YDQ0btNxyoqM/KysrENrlPtvyaQ6uYjL7TiouLfRabnc94fCz+XSd/n8n769AxkcDvC/48GOuZIO9H+/J2eDKJfz7PivGKSvl+FCtTnJhiVZKIuyucMPgr+hSv1ztqfq24lW/jdvtaayVBQVVVlc/nXXZ29qiigezskZYA/Pz484IXy9LveuyrQ4eOj4MTJ07gf//3IQwO+6F7at5nguznoBamnaeOAYCwkk9etHKUzT3Z+nudDjQfLkL93h3CVl8ej45pPlyEtvISYZtPSnZgJJ9LbQWISPd02IXlfdoNdwOAeJ9ek71+15kKmCJtSLvhbkGwk+DL6+4QBD/lg9vKS8Ra6/fuQFjCFNTv3YGuMxViPbydgdFihSnSprL3p4IEGpPWZQgxi989HXZxvjQmXVtAIfpNkTaEJUxB3NyliJu7FKZIG7xOh8hTR0ydJdaqVSxwKWIwIhk9U/IwOOyHBx98EO+///7FXtInjvfeew///d//BU+PG3dPc+OOjEuX7AeAFbOsyLSZYDMHwu7qR3GlE4mRipqcyPnf7LNjf7ULlXYPZieF4q2TTliCDdhV1g5AIbaLKxWr/N0VTixMN6OmzYO3TjpFD/tMmwm1jj7kZVqwNjdW2N2TQh6AUN+/ddKpss5fsyBGtBTYX+2C3dWP1TkxWJhuVin9AYU8twQbkJdpgaN7AIBSXFDT5kFNmwdHG7pxzzU25GVaRDuBxk4vbOZAvHTEoZqPChYAheivaO6FzRyIKrsHm5YqxQ5mkz8WpptRXOkUDgh0TdbmxqKx04vGTi9SrUF4rrQVNnMgbOZAUTCQEGHE/moXFqYrrQ82FzWJooDiSie2lrRgdlIo8jItwg3hUoXBH1iV0YO7Mt3ocbvwXxs3TuhcwCV8W+v4rIMSDlpV+XJ/enpNvTflJCiNNTAwgKqqKixfvhxlZWUYCE8A5q/CYLhixRGVMUeQ9USyU1UoJ+SJjJffp588ACRQwCb/5LZJfBw+Nu0jOwmYIm0iqA2xpcAbdzn8s/IQn5qBxx9/HHv37sWpU6dGJS0oueor6eDroVVeXi6SP/I11qHjYkNW+cmJOP55572OKcnInzVEbsvkgZwklBN8PFmqRb7IyiAC/XHxxTQlKMu0mVSqftpGSA8fwPDw8ChrU18qJl4Yxc9FJv3lZ0JeXp54nx+vRXrI14ZfF9qHJz/1Z4gOHTp0jMAXgUXbKMYlaClvtQo2xyo4I8hE30d1YcnOzsbZs2cREmVDj6NJbKfY1u3qGnUMnYccq2pBJuT4mtetWzeqsI3vO9Z18HW+9HcIXUet66ZDx0SDVmEnANX9oaXGlz/jFAtTMSm/r7SKPfk8fA6tY2RQfDgwMAC3242AD8LbZVkWdHR1i/f4euQxtZ6TPD7n14YjPz9ftEEYq9jdV0ER38bbpMj7UfHtRE4O6tChY+KiubkZ//3fP4S3vx89U67DUFjsxV7SBQPvGQ9AkMtEtFft+rnIxXo67IjOzhVkOpH3ZHnvbjwtyGwuzuppbYDRYkXyopViHEBRsve0Nih2+04HvE6HyMMSgd/T2gB342m0Vx2Bu/G0yjnA3XhaZelPBQN0Tp4OO4xhkQhLmDKKcOdCsOjsXERlzIExLBJGixXNh4sEUQ8ouV9yHzBarGg+9CYAoPnQm/C6O8RaCQM9LlVBA1f9Gy1WlYI/LGGKSvQm1v3BPmTh7+mwIyQmCfZ3iz/qf/WEw6DZhp70Rejz9uO//uu/0NLScrGX9ImhubkZD/7P/2B4cBD3zXDi6kl9F3tJHxtEMttd/di0NB7O3gFhgf9kfjIc3QN4PD8Zdlc/dpW1o7HTK2z3AeCxPU1YmxuLtbmxcHQPoLHTi1pHHzYsjsfqnBjUOvowOykUm4uUv2tTrUHYWtKCxk4viisVG39yFwBGrOuJMF8xy4rdFcp+O485BMlP2HnMoVLo7692CTKd1PWO7gGkRZuQFm0Sav2dx5T7etPSeNhd/ViYbsZ9iyfhaEO3KDYorXWJc1o+MwrOXqWAIOMDpwOy699f7cLa3FgsTDdjfWE9Fqab4ewdEGp/u6sf+6tdmJEYgoQIIyqae8U5kHPA/mqXKAYgZMUFqxwCEiKMWF9Y/zH/xy8+ronvw33TnRgaHMD//M8DE/aZoRP+OiYkeKJAhi9VKQd3AqBK/7KyMtx991o88sgjCAgKQW/q1ehLmouejhYVyU7VknIvKG6rH5UxR2X1pGW55G48LSo9tWz4uX1/SEySCCQJPIiU9+dVrXxcABgMi4X78i9jwJKIgwcP4pZbvoKNGzfC6XSqXBFkjJUI0brW+fn5KsJSh46JAJms0NomW2xyO06+jRe2FBQUjCqW8UVwFxQUoKCgQNUnVIskoOTmiRMnUF5ejmjTEOydI3b+pPKXiX8AMA4owRcVCshFBlpKfwIlcPn960upNRaBpHWt5eO1FFGE8Xq86tChQ8fnCb6e2WM9z+WYWH4++4qVtdxa+Hj8PV/PeK3xent70dLSgiGTZZTzFQAET5oCV28f6urqfJ6Lr99pHl9r5t/tvtTEvgh7X8r98RTSOnRMNGgV7VAsS3Gnr7/5fH3O5eP4+Fpzy0p2fs9SjOqr6KiqqgphYWEw+I10nex09cLtdmNgQElUahXh8Ock386Lc7X+xvX1zOQFvVxoMNa1kueR96HiW/1ZokOHjo+CQ4cOobvbDU/iHAxaEsc/4BIDKdGJ2O46UyEI9vDkaehpbUD93h3oPHVMqOl5EQCgENPR2bnwujtEa1XeppX6z8suAp4OO3paFCIqfLLi/Op1OlSq+LCEKcKKn/e7T160UoxL5DyR4wDQeeqYqiCAYLRY0VZeAk+HHW3lJWgrL1HcCFrqRRFB56ljIudLuWW6Jmk33K0IwOZdL4oEgBG1ftoNdyMqY44QiEVlzEFIbDJCYpJU6v76vTuEkp8cbntaG1T5cFOkTVyT5sNFmHbbDy/w//7FxWBEEjwJV8LtduPIkSPjH3AJore3F5s2bUKn04lVGW5Mixy42Eu6IFg+Mwqzk0JhMwdic1ETNiyOR0KEEU/mJ2N3hdLLfmtJC46f7YHNHCjs5wEIcnpXWTu2lrSI/vVkQ19c6cTRhm48V9oqLP33V7uQl2nBK8c7xP6zk0Jhd/ULxf+MxBAxLinkt+63Y8Usq2rtu8rasWKWFanWIDi6B1Baq6yrps0jSP1NS+ORFRcs1lpc6URChBErZlmRl6nY59e0ecR6AYVYT4gwIi3ahLxMpbUBFTEAwJP5yZidFIoNi+OxNjdWrGV/tQtZccHYVdaODYvjUVrrQmmtS5w7OQ7kZVpEwYHd1S/OJyHCKAovqPCBruHRhm6kWoPEfJc6sqIGcMdUNzo6OrFp0yZ4PKMdei82dMJfx4TDeMk1rW1aSlGqsl+5ciUKCwuxZs0a1NbWwJh6JVps8zEQPRXw81MR+T2tDYibu3RU4EjvA9pKfTmpSTb+cXOXisCO2/JzNwA+Lifw+X7ACLnPFf5UjSqjp6MVfUlz4X/lV2FNnopDhw7huuuuwy9+8QsMDAyMUuhzu2+eTNVKkHAliE7Y6Zio4M8PSizyz62svtdKAgIjSU5SumvZd8rE/7p160QrAQCaxDo/PjIyEh0dHbAMdwpyn4JQ2dqf3k8KVRRQO3fuVI1L582V9HJSlM5fVuzTc8FX0pRfJ55Alq+3L/LIl8JShw4dOnQo0FKFyj2gxzvWl0pfi1D3tS//eb6xOAA0NCgx6ZApQvP99lPvYthoRkNDAwYHB1FQUDDmmGN9n8jncD4x6VjfQ5yIlFXEY61Rh46JAK22TQT53tDaRy6m4fEyv2+0Cu993VNcMS+vh//OnwNE6gf4jYyTnWJFWFjYmEVAWrG9fF204Os60f4ZGRmj4mKt+FcuPJCvpa9CBx06dOg4XzQ2NgIABsNs4+x56YEU7wRStred2I/kRSsRN3cp2spLlBzrvOthirQJcp3U58CIaIrI+eRFK0flS2kf6kfP3QWMFqsgxAn8dfKilQCgIuKpZYDX6RAW/USOA0BIbLIQd5kibYqK/wNy3hgWKXLHxrBIAEDaDXcL5X/aDXfD6+5A86E3ET45C1EZc5QCgrBIIVQLiUlC3NylcDeehqfDLpwEeM6Z5g+fnIWa158R89M50TWgc6JCBDqH5kNvqtxltXLQlzrIMYPus88afve736G6uhqLE3uxKOHSV/YT9le7kGoNQkKEETZzIGodyrltO9AqrOWz4oKxZJoFpbUu1Dr6YHf1Iy9T6Vufk6rY9wOKKr+x04tdZe2oafMIpf3qnBjsKmtHqjUIdlc/lmVZkJMWBgCCzCaVvt3Vj9IaN6yhBqG+B4Dtd05BcaUTu8raxTGA4hhQ6+hDVlww0qJNwqbf7upHWrRJuAOQM8DZDq8oQliWZRFtBBzdA1ibG4uaNg9SrUHYecwBR/eAGJ+uFQBhu//YniY8+NpZMbbd1Y+ECCMc3QN4bE8TLMEGrJhlFa0PsuKCsfOYA42dXmxYrJwbFQMkRBhRXOkUhRdUfJAVFwxH94BwL6C1fBbwxcQ+XJfgwalTp/DMM89c7OWMgk7465hwyM4ebZ/pS11EKlpun0f7xsbGYsOGDbjjjq/j73//O4Lj0tCddTP6Juei190BACqiXut3QB3MyKS9HOiQFRSNxfenqkheIMDV/7zYgK+HFyIQ2c/bCcgFCPTa02HHYPgkdF/+ZdS4/NHr7cfLL7+MO+74OhoaGjA0NCT2r6urU6kx5OQFbec9vAHdklvHxIKvJJovK3r5tZyIy85WegIT+Od/PKUkVxryxKZWO42//vWvAIBrU5UqyEq7BwkRRkHuE+nPyf/ZiSZkTzLB09uLQ4cOjUq8yvey7MahVdhDz16uZPL1LODXVYtM4mPSc0K2ktWTnjp06NChhpYqFNB2TZGJrLGe1/x3LXLfl/pd63ktE3/8vRHCP1y0uKKYlRyygmOT0d/fj3feeUfVNkY+X7mQjNbDv5f5d4yvcbTG9XX9+Pe1lqpXh46JCjkmk/9G01Kx88+3TGrzfX0dq1VUxO9VuYc935eDF8kmJycDUPpkUtwb4Ae43W5MmTJlzHG0wF3/fD1XtQh6OTam93jewdd8cgsA/kzRi1916NDxUdHUpFhKD5nCL/JKLjzIlh8YEVABQOIXlgNQYkhjWKQQSclqdyL9RQupxtOCQCdQTMrzteTa6m48jZDYZLgbT6Pm9WdU6wmfnKVak9fpQMTUWTBarEJN7+mww+vuQPKilTBF2gRR3nWmAkaLdZTrK41D73k67Iibu1TV7tXdeBrNh4uUgod514+0d41NhtFiFUUQ9Xt3oKe1AcmLVoqWBDQ3nSu5IQBKEQGdP18TnYPX6RDtEWh7SGyyau1aefNLHXRffRYJf6/Xi+LiYlhNQ/h/U3ou9nIuKCqae/HYniY0dnqREGHEb/bZ0djpFf3qOdKiTcKC/rnSVlEoACjEtDXUgIXpZji6B2AJNsBmDhSkeU2bB/urFbU72fvbXf2oafPg+FnlmtrMgZidFIpbZkTCZg7E+sJ61LR5hPrfGmoQ5PfymVGwmQOxtaRFkOM0zrO3p4k1p1qD8MrxDkGUz0gMgc0ciMRII7YdaEWtow8rZllRZfeI16Tmz4oLFgURO485BKFPBQ4bFsdjRmKIWENpjRsAYA1ViH5rqEGQ+HStNyyOR0VzrygCoJw1nQO/JgvTzaho7kVWXLBwL6BCh88K7pjajcigIRS/9ZYoWp4o0Al/HRMOWr2wtZILgJIgkBNyHR0duOuuu3DTTTfh8OHD6A8MhTM8DT2ZN8Ddo1RLUVVn8+EiYVsEjJD4FCjKtvpRGXNQv3fHqDUTkQ+MVIjKxQA8SKTf5ffpOF4owAMxbuevVVVJ+1JSFQB62hoRkJgNTL8FXtvlaG5pwc9+9jO8/PLLKC4uxvHjx7Fu3Tps375dXH+6njypSokbOTGqQ8dEgUzaj5VQ86Xml5Nz69atE4k/XyrLscjw4uLiUevgJENhYSH+9re/AQBCBp2otHuQaTNhWZbS64jb+dc6+kSFJwDE+neio7MTXq93zHMj5ZOWGotfMy01Pq1VLhjQKsiSk8O0HyV8+Rp8qUZ16NChQ4cCLYcVDl/29VrPepnc5opavl2G1nPdFwEIAK2tSs/AoSCziJt5T1PlPUURERUV9aEcBGhO+l4maNmN+xpnLNUzn0eLyNTVuTouJeTn5497n3Oimz9PtIpIfanr5d/Hej5oxec8Bi0vL8fp06cBAAEfWPpX2j1wOJXkIE+kaZHzWuuie1d2AODnr3VeWtdKhlahK6BuFab1LNGhQ4eOj4KAgADlp3ti9gv+OCDSm2JG7n5a87qinCSrfaPFivDJWYLYDkuYIiz1qRBgoEchl0gwxVsFkBqe9m8+XISwhCkwWqxIXrQSEVNnaVrth8Qkqdq/EjFO60xetBJVu34ufg+fnCVIfJrP02FH8+EilUMB2etTfpfmSF60EkaLVeSf6fjwyVlCTOZpb0byopXwdNiFcp/ep6KFrjMVikvAB+NSOwJekEtrNoZFqhwPyFXAaLGqCgh4vvqzArqv/P0/ezTZkSNH0N3djfmxfTB8xk4vKy5Y2M8/V9qKEKNygnLveLurH7OTQrFmQQxs5kAsmWbB1pIWNHZ6VVb7D752VrxemG5GVlwwAAhFO5H+pTVu2MyBWDHLihmJIULdn2oNwpoFMaho7kVepgUrZlkFYW4zB+Jsh1KYsL/ahYXpZtW5rM6JgbN3ANsOtGJ2UigAYGtJC177TgYaO72CfE+IMMIaahDFCkcbupFhMwkyvbjSia0lLSitdcHu6seusnakRZuEGj8nVZmXq+3JzeBoQzdq2jwiH03Xcc0CZW1k+w8oBQqbi5qQEGFEVlww1ubGilYB110WLv5/AGDFLKvKEeCzAoM/cFVsH7pcLrz77rsXezkqfMZudR2fBXDLbPrpSznKt9vtduzduxc//vFPUF1djZYOF3pTv4BW21yEX3kj4Kd4A/LAhgczRJZz0hyACMqoEIBsnAjcQoqPBUBUmRKJL7cIEKS8hs0ULz7gRQDcHYDmbz5cJN7Xah1girRhODAIHcHxqDelo8kbhH9XncIPfvADPPHEE3j66acxb948AGpSjhQX5eXlowg/HTomGiihxwtVAO1kIG3n/+QEoZykI7t7vg9/X94OqFVLgPJ8o6RjVVUVrr/+enh6exEx7MTcJJOK4AfUqv5UaxBSrUGC9F82NRBhYWHYtWuXT/UlT9T6SjJSYpIrJfl73K2AwBPC9GwoKChQHc+Lt8azVNWhQ4cOHQpkdSjgu/f0eGpROoaT4kSay+Pw7zo57uY21bRNSz1/8uRJAMCwweQzth02BMHtdqOsrGzUerUIQa3v5/HeG8uRQJ5vLLKQb+Mknq/xdOi4WJBjVEBpR0WQC+jP16XNV3GmTGBTnFlQUDDuPaVFjtO/hIQEuN1uGPxHil79/ICwsDC88cYbqlhT6xkpiwS4It9XvK51rLwfbeOugvJ48t8IvABCa806dOjQ8WGwevVqGAwGBNcdAAa94x9wiYH6w1P+k9TvAISqn8jzkJgkQWx7nQ5U7fq5IKY7Tx1DxNRZ8Lo70FZeIgh2ADj7zi40Hy4SVvpxc5eKcdyNSsGZKdIGY1ikcAkIS5gCr9Mhig2I/DZarGg7sV/Y4/e0NghHAgDC3p9s9kl9T20DgA+cCJjKPyQmCUaLFV6nA/V7d8DrdMDT3iwKFmhcKo6g+bxOB0Jik1VtBegnFTLQNnIkACCKHmgMuma8WJfiee56wNscfCYw0AdTXSkCAwOxevXqi72aC469e/cCAK6yfXbs1AkJEUbsKmvHillWJEYaYTaN0JyvHO8QFvlENJM6PyHCCGfvgCDdiTx/+MZEofavdfRhYboZtY4+7Cprx+ykULH/LTMiYXf1Czt/Uuw/tqcJ6wvrcbbDK9wE3jrpFA4EMxJDUFzpREKEEbWOPqzNjRXtBYornchJNWPrfjuKK51izbsrnFiYbhYkP43b2KnY+9vMgbCGKo4Ez5W2ijGJ5J+dFIqaNg+2lowUiy2fGYXGTi9s5kDRCuCWGZFYPjMKlmADNhc1iaIDQk6qWVWksGSaBTZzoDi3WkcfiiudqHX0wdE9IK6r3dUv5npsT9OF+G+fUJj/wX1F99lEgU7465hwkJOIYylBs7OzUVdXh2eeeQY333wznn/+eTjcvXBYpsKU8/8wED0F8PMTQaMvlT0n3vm+VP1IVvtchU+/U3UkJ9q54p8fx50FqKhAPk6GXDxA+9C8tD7eF4rGpqCRuwlEXr4QARlfAHK+gcDELFScrMSzzz6LP//5L9iwYQM8Ho9KbUEJCq5+/jCJIh06Pi1QEo6r8rUIb63em7ISnz7rpI4i9ROR9RkZGYLo5uSILxU9H5eIk/z8fPzzn//EwOAgYgK6sLvCiW0HWkUQCijJzkyb0ruJXi/LsqDS7kGqeQBRpiFUVf0bHs9IYYDcNkCLEJEJfn595AIIsifl58mvIV0TclyhNfAiAS2LUx06dOjQoQZX2gLa7VH4e1p95vlY8ji03dd7wOj+2r6UtFokHtnNwj9Ac00hMUno6WxHWFgY+vv7R83B/wag7xwtpfBYDgBj7atl468FmaTTek+HjokEilEJ8mdU/uxrtWWSY0EZWoU08j3Hiwz4fvL8PCbk49bU1CAsLEwo/DNtJgQoNfv44he/KGJNOcaX43Yew2o5HfD1V1VVjXom8kJ3rWIArWckj4GrqqpU58gdBvQ4WIcOHR8FKSkpuPPOO+Hn7UZQwyFgePhiL+mCwet0jBJjcWt8IpvbyktE/3rKdcbNXaoi2uPmXQ9342lEZ+ciOjtXWPJ7OuwIT54m9iOiGxghxylPGz45C8awSBgtVqUA4IOfURlzhHqeE+4AVNb8ABCdnSvEYe7G0+L8uLo+LGGKcB4AIFoUhE/OQljCFIRPzkL0FQvhdTpUTgJep0PkpJsPF4nrEzd3KYxhkaLIgOYjJC9aqcov86KHnpZ6JC9aKdZN50vFBuR2QC4CnxkMD8PUcAh+/T1YvXo1kpI+e+0Kurq6AAC24MGLvJILD+phv/OYA87eAaRFm7BmQQyONnQjxOgPa6gBqdYg0b/++NkeQdTnpCpk/tGGbtHznkhxIrL3V7uEsj7VGiTI/1eOd2D5zChBnD+2p0kUDVhDDZiRGIKECCOONnRjdU4MEiKMYo61ubGCrCcCPNUahLxMCyqae7F2oU0UHFhDDWjs9OLB185i+cwo7DzmQEKEURDqAEQbgoQII1bnxGBrSQtSrUGwmQOxv9qFZVkW5KSakZdpQWOnF68c7xCW/KW1Ljy2pwlp0SaU1rqQaTMhKy5YkP003/rCeuFwsGZBjGgLQLb9ZOm/NjcWy7IsyIoLFteWChcSIowqN4XPCmzBSrtsus8mCnTCX8eEBP2RrZUUoN8rKyuxdu1afOlLX0JJSQmMUfHoS5qDnqlLYMy4WvQZ4oEcBUUABKFP23taG0SgR9uIPKffOWTrfx5IyYp/QnvVEdTv3YG4uUtV6nsaT24hwOfl89O6vE6HCPLoPLmLABUB8AIFQndXBwwzbgYWrEZrfxBq6+uwd+9eXH/99XC73eju7hYJCrr2PLFM9v560lPHRIFWkpInIrWUjkQorFu3blQyr6qqSiQuOdlCY9G9QT+1yBh5PUTm0L6//OUvEW4Ow3/khGJZlgVrFsSoKjkBReVPgezuCqfYXnTSiS/EeVBbewZHjhwR48s9U30lRfna5XOifagQIiMjAwcPHhTXgbdS0SKc6PnAE7B6CxAdOnToGBu+iHm5EED+XtEip8cilXwpWX3tKxcBjOvaMjwsik95vAwAIZExAID09HQxhkzQa81J+8pEHH89Vlyq9R1HY/JryAk9reILX7/r0HGxMVYhj+zyQaAYjsfLWu4hvj7/WvvIpDg9v/g8XCnPkZiYCACC5AeARKtiB7p7927VuquqqkY5ClDczp8rVAgsK/npHPPz80VrO4KvNl4y5GtF42VkZKha4enQoUPHhcBtt92G9PR0GFurYKreCwx8NhS74ZOzhF09gfKbcfOuF9uIBCcCnguviFwPiUnSdGWlebrqT4p5yIU1OjtXEPxkWx83d6nIz5oibeg6UyGEXZQ35kp92re96ogQjJGVf3R2rlDvc5CrACnv3Y2nBVHvdTrQfOhN4QpA50wEP80dN3epuFa0dmoT4Omwo+tMBXpaGxA3d6lwUKA8MZ1T15kKpN1wNwAln+xuPK1S9599ZxeSF60Ua+M550saA30wnf4nAttOYerUqbj11lsv9oo+ESQnK9zIuR7tguxLGWRLv2KWFZZgAxzdI5b4S6ZZUNOmtEwlMn51jkJWE2FN1vXUs54s94ER1X9WXDDsrn6hYC+tceOea2yCrLe7+pEWrVjquzxDgiwnEpys9tOiFeeqB187K5wHLMGKlf6usnYcbegWan/KCc9OCoXd1Y8ZiSHYWtKCFbOsaOz0whpqQGmtUsTw2J4mURhAc+2vdok57nqxBgkRRizLsqC01oUMmwmlNW4ASquCtGgTbOZAbFgcj20HWrEw3Yzf7LOLdgfLsizIy7SIYoltB1phCVbm31rSImz7qZUAzUfuA7WOPlQ092LnMYdY32cJTR/cV3SfTRTohL+OCQk5KfDqq6+isLAQJ06cwLFjx1BSUoI77rgD+/fvR8+QAZ7kHLTFXokBS5Ig+gGIwAYYCUpkop6r4KkasutMhQig2quOqAoFCLxwQN6uleCkooDo7FzV/hScaVn1Uw8qWh/vawVAFA5QlaXsYCCvtae1AfV7d4ixelobcO74foTM+hK6p14Pp8mGYUMQfv/73+Pee+/Fgw8+iH/9618qkg9QiFBZ/aBDx8WGlpJ+rCIAQHnW8M/xxo0bRxUGEOrq6lS/8zGLi4s1Cwnk/Xmis7q6Gu3t7Zhp9SIiaKRXKVmYUvAJQLVtWZZFKP3jAzvhB+D9998HMHJvjtdr2BdBROunY3khxKpVq1QFBbLiSSZaeOHWunXrdFcQHTp06BgHviym5X3o+crjZZlA01LjAr7V7+dLTI1FAl511VXKiyFFdcBbZVE8Te8FBQWpvhdllxn5Nc3Hz1M+V61rxveRvxvlYgPuZjUWdJW/jomG81GOaxW3UAEnEf+8iJPfm1rFnedTGKC1Bhm8oL+2thYA4O830taqpbMHbrcbixYtUqnpMzIyRrXO0nL5oN+11kbbtmzZMmqNdK3kvwf4PlpFtfz5za8PX4MeE+vQoeOjwGAwYMuWLZg1axYCO84grOJv8He3jH/gJQDKY4qYsaUeXneHsPOnfYiQpt+5SIsKAEip33zoTQBqQVbiF5ajrbwEXneH6j0i1AGI4yifS04CRJQbwyLFPPI5EClP7WDdjadV66c5qdAgJCZJ/ExetFKsx+vuQNy860XLASEUa6kHANTv3SEcYKlggtT6vLCAtxyg/SjnTWPzQgeah4vMoq9YiObDRfA6HeLaX+oIcDUj7P1XENhZh9mzZ+OnP/0pDAbDxV7WJ4KUlBQAQFP3Z4/wX5ZlgaN7AM+Vtop+8xXNvcL2fsUsK9YXKvfMzmOKY4jLM4QTjT0orXVh24FWOLoH0NjphaN7AA/fmIjiSicqmntxtKEbFc29SIgwYnZSKBo7vVibG4sMmwnFlU6kRZtQ6+jD7KRQ2MyBqGnzYMk0JV87OykUWXHBqGnziPEJiZFKz3ubORBZccFo7PRi09J4zE4KFYQ4qeMBxW1gdlIorKEGHG3oRkKEETZzIFbMsmJ2UigswQbUtHmwZkGMUP6X1rqwNjcWdle/UNWvL6wXBQYZHxRBUMEEzVla68KusnbcMiNSuBJsLmpCY6cXq3MUcVpFcy/yMi1YMcuKJ/OTxe9nO7zIy7TAEmzAb/bZsWlpPOyufuw85sDZDi9yUs2i0OCzBLqv6D6bKNAJfx0TErKd57p163Dy5En85Cc/wbp16/Duu+/ClHAZvImzEXXDegyGxyEkNlmQ2CKpiBFVP+9VRPtRdSPtT1Wc4ZOzRin6KXgkq3z62Xy4SGXFr+UEwNdBinx6TUGXrPiPypgj1kNrjcqYI6pQ+Zxk8SQ7GNBPXnxA1a4UwIl2BZPSEZ7zNbin34r2sFT0DvrhnXfewYYNG/Dzn/8cHR0dqv+bgoKC806M6tDxaYOriWSnEL6PDEr48WQdJfw4aS1b4csWpr6US4SCggK88MILCAsLQ2pQh0hqAsC2A61CxU+otHvEPvzn/KQgLJ4WgRMnTuC9994T1qWyml5LueXr3vWVjKViAkoI0/OZ91/lxROURKZtWglTHTp06NAxGrJilBNv2dnZKuWo/MyWn/f0ejyCyVdxgdZ+vhxbgoOVCn+/oQGVixYwklD1GxqA2+3G2bNnNYsP+Hev/F3lqyDifNwMgNHtCsZS7WsVsvE16PGvjomE4uLiUdt44SV9XsluXr4X6J7WUqXTPS/3qOfvy/vLJPdYzht8DdTqw+A/LIpd/T+w9z958uSo+X0VOPn6/Xy2y88irfVqORzI+/gqrKVz1aFDh46PAqvViscffxzf/OY34e/tQWjl6zA2HQeGhy720j4yeO6y+XCRkgv9QNlPVvVEUkdlzEFYwhQhjOKOrqRsN1qsmu1SCdHZucJOn4RWRMx31Z9ESGwy6vfuEPnjmtefUY1HojJyCghLmKJqqWq0WEUe1hgWibi5S0eth9oVkCALUBcYkFCM57ABIGLqLABKXtfTYRfjeJ0O0eqAct9ky0/Xia5VVMacUW4DRotVqP6js3PRdaYC9Xt3iPYF5DJgDIvUFJldMhgegrGpDCGVuxEw0Iu7774bjz/+OKzWz57VOCEzMxMA8NbZYAxcuo8JTeyucCIrLhgP35gotp3t8MLu6sdbJ51CNQ8oPegBYEZiCH50YxI2LI7HwnSzUPBnxQVja0kLnL0Kae7oHhCviyudSIgwYldZO5y9A7CGGlQEPdnVl9a6RIvWiuZe5KSasTY3FgBQ0+ZBXqZFKOLtrn4sTDcjIcKIzUVNYixSwlNbAV7AYDMHYucxBxamm1Fc6RStAHJSzdhc1IS8TAvW5sbi2dvTsKusXbVGei8rLlhck+JKp2gH0NjpxYbF8eJ3fs0WpptFwQR3E9hd4cST+cnYecyBJdMsYp57rrFh24FWHD/bg2dvT0NipBFrFsQgJy3sAv7vX3wMDAHFZ5W/Vy677LKLvBo1dMJfx4RFYWEhpk6diqNHj6Lg5z/H008/jRMnTuBcD9BqmwtHZBYGg6MAPz9RBSpXIwIQ5DiR/iExSYjKmCOCna4zFaOqQgkUVNExFCzRT7JX4sdzNT630eckPQWG1EaAxiPCnvaTK0Z5UQDv/WS0WEXQyc+B5qQqThqDxqFiBSpkaD5chPbq4+iPnoKeqUvQbpkKoyUWL7zwAl588UXcfvvtiIlRrFjz8vI0k0s6dFxsyMpzIqqJcObJt8LCQrFdTvZpJfGIxJat8MdSDfHeoJT8u/nmm7F3716khffj5gwDMm0m7K5wItNmwsJ0s7DwJ1DSE1AqL3dXOEU15ldSewAA27Ztw4kTJ5CXl6dSYpWXl4v+pVx9xM+DXxc6HzqGq8AIZFUqXyvZLlluz0LQlZE6dOjQocZYynNuRw34Vqv6Iv+B8QkmLQJNy8nJl3MAoKj2AYXUJ4JfdsIihf/ll18+5jq0IKtoxzuevnPHK/jTKizQ+n4/HxW1Dh0XA2RbL7fb0PrMyqQ+jwu1njsE3sJKLgDlc9KYHOer/O/rU2JbU8BIb+qgDzJWCQkJmmPydcttAOm1VnGQ/FqrwEd2NpCLBLSeEbzYQas1iQ4dOnR8XAQEBGDVqlX4xS9+jpjoaAQ1vovQ8pdhcFRfksQ/5UEpTynynGGRYp/OU8cQPjlLvOd1OtBedUSlTjdarIp6/wPiPyQ2GSExSajfu0PkgCk3SqQ4Cb6SF61UFPLJ0xA+OUtlXx8xdZbI+YbEJOHEsz8Ufe3JybX50JtC3e91OkQBABUfUDvWtvIS1Lz+jMjfcgdYT4cd9Xt3iCKAuj0viHmprYC78bSqMIIEZLJjAW8dW793hyDsSUTmdTpEjpg7INB4wIhYjM7JFGlT2iKwIotLBsNDMLSdRuiJQgQ1HkWsLRa//OUvcfvtt8Pf/7NNjU2ZMgU33HADzrgMeKM++GIv54Ii1RqEiuZePLZHIcytoQaszomBzRwo7Pu5jXyqNUio9QFga0kLFqabYTMHorTWhay4YGHvbw1V1PA7jzkEST87KVRY8zd2elHT5kFjp1eQ9BsWx8NmDkSqNUgcs7/aJZT2jZ1KMQKgkPe7ytrFuARS4SdEGJEQYRRK/dlJoVizIAYrZlmxtaQFeZkW1Dr60NjpFedA51pp92D5zCjRVqCx04tUa5DIIadag/BcaSsACJcBWiut+7nSVlQ096rWSevmP+96sQYrZllFkUCqNQhHG7qxMN2M1TkxuPXZ01ibGytaLXyW8GpdMOrdBnz5y19GWlraxV6OCp/tp5qOSxbZ2dk4c+YMNmzYgN///vc4ceIEoqfNA2Z8Gf5ZeTAlX6Gyt+eqeiLaieimAIyCJiK3iXSnQEu24AcgSH4iwymQ5NZJPJDipD7fTv2kuE0VqfwpwNMi97nTALf0p+QpLzzgzgNkNUVz0k9Phx1t5SUj/bA+cBCg4JOqNz0ddoTYUuBCMLqvyEfA9BvR6QUaGxvx5S9/Ge+++y7Kysqwbt06QQrq0DFRwO1KuRKSknm8/zwwkuTj/Ttp/8LCQhQXFwvSXnYL0CIcfCVIeVLw97//PdxuN+aY2/HvFg+2HWjFsiwLNhc1IdNmEgQ/V/PTtlRrEFKtQcLy39vbjeTADrz33nv46U9/KubkCVkty1NZBcrVW4WFhaOO4eerZVUq70Nj8mTn+agxdejQoePzCC1SSssa2ldhgC83G/6e1nZZsc5JddlJwNd3HsFoNKKlpQUYGhwVUxP8hgbR09OjapND39n8u5ePrUVe+voeka8dfQ9xyIUMYxVK+NquW3LrmGiQY16tIp+MjAxRCCsf68sdBICK2Kd4kdq9yfP4Us7L+/B9aZ6oqCi43W40tivFrLsrnJgSG4ywsDC88MILms8pufBUjtm11kXgzwKt+17LMYueUfyZrEX+y+c/3jXRoUOHjg+L6dOn49lnn8Utt9yCwIFuBNfsQ+j7r8DQfgYYHh73+IkC6iUPQJVj5Up56jHPiWev0yFIb0DJj0Zn54p2p7SdLPiNFiu8ToeK7AbUrqhGi1U4CQCAu/G0yJdSXjjh6uUIiUlCWMIU1Lz+DLrOVCBi6izFdbWlHkaLVTW+KdKGuLlL0Xy4CNHZuYibd70q/9tedQT1e3cAUAoAkhetRE9rA2xXjrhIkgV/8qKV4lzIhYCfN+XBeVstWgO5AHA3WZ5DpmtB/w9cYEb/F/TeJYPhYRjaaxFa/gqCa9+BcbAH+fn5eHbbts9VTuo73/kOYqKj8XJtCBrcnx1rf8qRPnt7miCgGzu9KsX68plRgmjnxPWusnbkZVqwv9qFt046heKflOw2cyByUs2wBBsESU/EONnVE9FNJP1je5qQEGHE1pIWQdhXNPdi09J4HG3oht3VD0f3ACqae2F39QuS/mhDN5bPjAIAPJmfjNIatyDOax19oi3AXS/W4LnSVuEaAChOAfurXQCUwoH91S7UOvpQ6+gTrQPsrn7cV1iPVGsQXjmuFAetzolBXqYFdlc/7K5+VDT3AlCcCYornZiRGIIn85Nhd/Vj09J45KSasbWkRcxJLgNp0UqLg+JKxVFhV1k7Ni2Nx9aSFqRag5AYacT+apdok/BZQZ0rAH8/EwKbLRbf+ta3LvZyRkEn/HVMOOzevRvz5s3D3//+d1RVVaHT34L26Blo7Q9GcOI0AFDZ2xMoWJHthSiQis7ORU9rg7A8Akb6Q/FgiII5XhxAwSJX0fMWAcCIUwBVmnLFPwWLVLFJARpZJlE7Aa7up+O7zlSI7TQOFQtQMpXsmOh9smvSsv/nAbB8PM3pbjwtgr76t/+CrqFA+M2/E47ITPT7B6GoqAh/+tOf8Mc//hFXX331h/r/1aHjk4SsqpETcHKSPyMjQyTt5s+fD2C0mmfdunWqPsmUUN2+ffsoRRHNzRORMnGxb98+PP/885ibGIR0ywD2V7uwZkEMdlc4sWlpvIrkr3X0IdOm9Ibitv+k8geUIDdyoAV+APz9/DBlyhSVIl8mdHzZl5aXl4tEsZalq+waIKuo5KQtT7hqKTJ1skSHDh06RkMmt+VnuExoy+/5cq2Rt/lSp8rvA+rnv1YxAsFgMCA2NhYYHhqt7McHcebwMEJCQjBt2jTVOPQ9SyQin8vXGrWum3zOWu/JLWbGUjX7mktvU6NjIkOLsKf7lceHcosq+ThCRkaGqmBWi+jn8FWYQ7+TS5z8fk+PQvRfPikYlXYPlmVZYO9UkoPXX3+9zyJTPg6P2fl+Ws9OOidf580LqagoiebQOi/+uqCgQNM94fNEMOjQoeOTR3h4OP7zP/8Tf3rxRdx4440w9HUhuPqfCKn4OwI66y8J4p/yrCRy4pCt8GnfrjMV8Lo70Hy4SKj6Kb8KQLzmRL8p0gavu0NVIMCFXxS7xs1dKnLH0dm5iJu7FDWvPyPs+klg5XU6EDfv+pE11Z9E2g13w914WriyciEYP09aA9nyJy9aKZwCeFtaygXTsVxMRm0JSPzF8+G8tSyJzIwWqxCV8Ra3vECAnHN5KwHhYiCJ1CY0hocR0FGPkIq/Ibh6LwL7Xbjpppvwpz/9Cd///vdhNpsv9go/VYSFheG+DRswOAxsKbOgpuuzQfpvO6Co1HdXOFHR3IuaNo8g+6lHPSnsl8+MQk2bR7gCkGV+aa0Lq3NisL/aha0lLchJNQuSHFAU8H873o6jDd2oaO6Fo3tAzHu0oVuo6DctjUdatAmNnUov+8ZOr3i9u8Ip1O3U6/742R7YXf2oafPAZg7E1pIWzE4KxbYDrchJC8Nje5qwfGYUjjZ0i7YDadEmPHxjolDqH23oxuykUFFYQE6xjZ1eFFc6sTB95HOeYTMJwr7W0Sf2dXQPYHZSKLLigvHK8Q5kxQVjbW4sZieFotKurG19YT0SIoywhhpEocKusnZYQw1YPjNKtCpYPjMKm5bGY3NRE9bmxmJrSQvW5sZizYIYMeZnAdVOA7Yct2BwGNiwYSNCQkIu9pJGQSf8dUwYDAwM4IUXXsDjjz+OoaEhOBEM6/Xfg9OcgiBbKnpa6lVqoebDRSpbe0Ctqid1PlVXUhDDA0RZfURBWPPhIhH80H68AACAKA5oKy9RjcsDQBk8kAOU4Inb+wMQwRT9zqsnaX4KQGXIxQmdp44JBT8HbzOgNU50dq4Itqk/Vk/bWQxYkoCcb8CQtRj29i784he/wPr161FZWTlqDB06Pm3I5INWkk7Lil9O2slkt6xCKiwsRFVVFbZs2YLycsUun/rYcxt8rYSe0+lEefkJTMuYglWXdcPPD1izQGmTQYp9bt+fag1CpV0JSjNtJqH0J4V/pd2DSrsHN2SFIX64EScrK/H//t//U603OztbFDpwRRJPSMrXhH7nCVAqjigvV2ye6Tpt3LhRjF9VVaVKiPoipwoKCvT+pTp06NChAV/KW7lYS+tZLW//OHPz7wqZgNcixIk4dLvdYhuPMUdeDyMsLAx+fn6aY8pz+ZpvrLVrvadFyMnwpdLVWodO2umYqCguLlYVnAIYVQjE723+uZcV7/LzhrepIvB9+Jy8iIAXFwAjLQjoWIpFu7q6EBYWhgNVHSLuDfnA3t/lco26j+XnH5+XQ8sRgJ+TrNbnxwHqAgctxxGtc9ZyytKLXXXo0PFJwWaz4b777sP27duxZMkSGHo7EHJqD0LefwWBLZXAYP/FXuKY4CQ6MJKzjMqYg7byEpH3JVETqd3DJ2cJUZOMuLlLheMp2f1zC33eChUYnWOOm7tU5Ezj5l0/iiCnHHDz4SJ0njqGxC8sR09rg7DC7zpTgbPv7FLNx0VebeUlANRqenIK4OdLYjcSk7VXHUHzoTfhdTqEQIyulRbpT9eTHGIp10vnQdeeX3/KS8vKf1rzhMVgPwJbTiL0/ZcRcnoPDL2dWLp0Kf74xz/i3nvvVQqTP6e46qqrsH79ergGAvDIsQi82xp4sZf0sbEw3Sws6dfmxgrb/NJal1DqE9n/2J4mpEWbsKusXdjWVzT3qiz0+fZNS+MFYf7lGVGwmQORl2lBXqZFWOjPTgpFXqYF1lADNhc1YXZSKBamm0XBQUVzLxo7vXiutBXFlQrpT73uH74xEbOTQmEJNuAXb9tFC4GF6WZV64CaNo84ByoMIPU/FS00dnpVayd7fSoMAIC1ubFYmxuLDJtJKPGPNnRjbW4sjjZ045XjHbhlRiRKa13YX+1CY6dXHE9r27Q0HrOTQkXBxOykUOwqaxfXfH+1SxQJ0JxbS1qwuahJFBtc6jjcYsQjxyzoHgjAfffdhzlz5ox/0EWATvjrmBA4e/Ysvv/9H2Dbtm3o7PGiM+IyeCYvRFvjGVHVmHbD3SIo6TpTIayWCFrENVUnypWVwAiRLpPzVD0ZEpOErjMVo1T9FOiQ3RP1duIBGAWMZPnE7an4XNT3Se6BxCtb+XuyewEH7UcBMADEzbseNa8/IxT9fG00HtlVycUMAESwp5rXPwBOfzOwYDUaXYNoa2vDd7/7XTz33HMYGBjwuT4dOj5p8CQlJ7FJlUTbCwsLVT3tAagUhQSu4ONJQr7f9u3bsW7dOhQXF6O8vBx5eYrtGj+OK42+9a1vYXBwCCvSuvFenWInVWlXLP1JsU/bgBHyn/8k5T+BXABunwbEBA+hoaEBb731lkhgFhYWjlLuFxcXo6CgQJWQ5Hb+BLp+nOQH1MqmVatWiXPk15rvIydotZKgOnTo0KFDG+Op9X2pUvl3nAzZneXD2ExrFdfl5+ejpqYGYWFh6OlsFfvy+LKntQH4gOgfGhoaNaavNchkHZ+X46NYZfMiNV+QXXJ0sl/HREV2draIRTlBLRcCUXwoOy9x5wqK/fjzhApcOYkvq+tpLD4XjydpLL4eigtramrQ1+PCjVeMFMGGBA7D7Xajq6tLtVaKY7WKnuR7dOPGjaMKUPk6+LHkPsCvA3e1omtCP/n18DW/fH106NCh45NCYmIi7r//fvzhD88hLy8Pxn4XTHUHYD7+ZwTV/x/8PM7xB/mUwV1OuY0/oJDppGSnnGZUxhx0nakYV3FOOVoai8h+IrkJ5JRKc1ORAYGT6pR3JQt+Kj6ImDoLbeUlaCsvEYp7AEj8wnLV8WSpT+uh83I3nhbHyMUL7VVHhB0/rTdu3vUIn5yF8MlZYkx6n/Lm9JpEbLxFbeepY0K1T7nvuj0viLnp/GjNtC4Sh000+PU6EVR3EObjf4aprhTGfjeWLFmC55//A374wx8iPj7+Yi9xQuDmm2/Go48+igCjCb88EY43G0yXggnImKho7sVbJ53YX+1CcaUTCRFGrJhlFYQ5kc+k3LeZAwWRT2r24kqnUP4vTDfD2auo+MkqH1AKAqi96mN7mgBARbyTPf+usnYkRBix85gDeZlKPLs6J0YQ63Rcps2EZVmKMv4H19qE+n1/tQtHG7qxaWm8yPuSVX9ChBFrc2OF+p+s9e2ufiREGEWbAmo9QD9r2jx4bE8T9le7cLbDK87p+Nke1Dr6VMr7tGiTuKYARHFDY6cX2w60ItUahLW5seIa2syBosCAxGwEymNTYcSlbOk/PAzsrjfh1+VmBAYF42c/+xluvPHGi70sn9AJfx0XHW+//TbuWrMGFRXvo9+ajp70LyIwMUuxaPpAQU/JQrlfU/jkLLgbTwMYCbw42U7bQ2KSxDg8UJOJdn5sT2uDIOjJFp+qMWk/HiTKhQNE2lNVKQVJVFFJlaHR2bmjgloqVACUoJMHwLRmblVF14LaCpA1FaBUiHJ3AlonnQ+5BdB1rHn9GfE+BXtdZypU1yYkJgkICEREzgr4X74Ug4EheP755/G9730PHR0dH+2DoEPHxwTvB0yJQyK3KSGXl5eHjIwMpKSkiH1JoU/7c7tRXyQKJey2bNki5qMEn5a6v7CwEHfddRdOnz4NT0stUoydWJZlEWQ9BUuc6KfgkoIkUvNn2kwicCO1/+aiJjR09uG/rhqCH4Zx4EAJrFaraq0c69atQ0pKyqiEJ0/m8utRXFysKlzg1rBUaCGTILJVLFf/nw/BokOHDh2fN5yPglzLgcbXsVydqvWM5iS6FhmmtQZfCtjy8nIkJibC7XYjJGoSgJGEKneWavz3e3C73ejv79ck27TOR2t+rbV9FCJeJkXH+m7SIvd06JgIkIl0+TWgLm7hrlcETtbTZ51ia1+fd7l9FB1HcbUvZw0qSpW3GwwBCFFERKIgNtQwhLCwMHR2dqricB7L83OUr0t5ebmI1+X3eCEvEf38bwhaHz/P/Px8UQR7Ps4hcgGArvLXoUPHp4GUlBRs2rQJf/3LX3DXXXfBGhkOo/19hJ3YheCqIgR0NkwYu38uzuJ5VVOkTeRTKV9K78XNXSqETQQi37m9PSffyZ2VcrpEvNM+PFeavGilINpJgU/53aiMOaJlLKDEu20n9iN50UpEZ+eqxg6JSYLX3SHOh4/Fc6zR2bkiJ0vxMxUd0HGUn6bcMuVpqUUruc1SUQQA4W7A1wGMOAlQvtloscJ2ZZ6YPyxhiqpQgcDdFi46hocQ0FmP4H8XIax8F4wtFYiOsmDNmjX461//ivvvvx/JyckXe5UTDldddRV+9atfwxptxZ9OheLJ98xo6b006cEHXzsLa6hBqOZJ5Z5qDRJEf0KEEfcV1mNhuhkL081YsyAGW0taBLm/v9qFrLhgbC1pgTXUoBJXJUQYkRBhxOykUKF4r3X0YcUs5Z57bE8Tato8eOukU9jzkw3/illWLMuyoLRWUcvz4oFMmwnbDrRic5FSOPDKceXePNrQLdT86wvrAQCWYIOw3y+udGJrSQs2LFYKWGzmQNQ6+rBpaTyONnTD0T0g9iX7/ZeOOJAWbcKzt6ehorkXMxJDUNPmQU2bB4mRRpFbtoUbxLkCwJJpFlUBQ0VzLyqae1Hr6MPWkhbsKmvH5jcbxbo3LFba05KSn9T+5A6Qag3CpqWXZuGNvccfTxw346XToYiJicGvf/MbzJ0792Iva0xcmne0js8MDhw4gIcffhh9A0PoTV8ET9o1gEF5KMfNXQqjxYrkRStFBScFb8BI9SUFVBTkcMshU6QNRotVBFD0nnAIqD8p9m0+XAR342mhgid7IxrTFGlD/d4dwtqICH1uryRb5HudDrRXHRHzcXcAOg+qIFWpnz4AnQMp7XkRAl0Lui4AVNcHUIIxHjDTGrvOVMDdeFoEzGTd33WmAiGx6oDI3XgacXOXwut0jCqI6DpTgcHQaLgvvwX91imorKzEhg0bVHauOnR8WkhJSRF28YWFhSJxR8S2Vv/S4uJiQdbLyVIaj5J0dPzq1avFfrJVKU+g8mN7enqw7+23ERY4jKe+HIEDNSPBHjBC6lNQtLtipN/S7gondlc4VYGnXCCwaWk8Uq1B8PZ2Y81MP5w5U4cf/ehH6OnpEeug5CpdC96LVU5YctUUAOTl5akIDkrk8nG4lSsvEuDH1NXVqRLBOnTo0KFjBOPZ0gMjbja8KG0s1bmsTufjaZFQWkUBWmvRIuvJ6amnY8Syj2Jfinfjp81GWFgYBgcHxVzkuiOv19e5aG2jtfKxzgeyc4D8nlwAwb9TdeiYCJDvf/7Z5O9R4Sbg262CYmQe//H7w1cx0Hi/a62Fby8vL8fw8DAOHz6CydEjLawWppsRGgj4+wFtbW2abgJ8PnIRoOcCLyyQr49c9Cq3GZDXJ8/D/z6g/ai4lR8rj6XHwDp06Pg0ERUVha9//ev4844d+NGPfoSZM2fC4GxEyKlihJ74K4yNx+DX5xp/oE8QXLwlE8zNh4uEAIsIe2DE2ZT3ryfCHICwr6fXAITVPuWFOXGtIuidDiGs8ro7hBiNVPR8TmoBEH3FQiGOIsEXqe+pOIDOj3LK7sbTKiEara+ntUG0H+CFs/STXGi5ay0/By7wqt+7Q+SEo7NzxXWjY6hAwOt0qHK+URlzED45C/V7d4iigK4zFTCGRYp5Lhb8+lwwNh5F6Hs7EXJqDwxdjZg1axZ+/OMfY8dLL+GOO+5AZGTkRV3jRMeUKVPw9NO/xZw5c3DcYcQP/y8Sr9QGwzt4sVf24bA6JwY2cyBKa5Vn2FsnFaV+raMPdle/ILMzPhBUbS1pwbYDrVibG4sn85Oxq0xxXbW7lJYnRHavmGWF3dWP4kqnGKOiuRdHG7qRag0S2wBgw+J4zEgMgc0cKNoDULHB5qIm5KQquduF6WYcP9uD0loX1hfWIyHCCJs5EBXNvejtH8LRhm7MTgpFTZva0TUv04JdZe1466QTzt4B5GVaxPsVzb3YecyBSrsHjm71e47uAex+vxP3LZ6E2Umh2FzUhLW5SkuLnFQzclLNsIYaUFrrEgUKAER7BBpjdlKosP5/Mj8ZRxu6kRUXjNlJodh2e5pQ91NBw9rcWCREGLEw3Yz7CuuxfGYUiiudeGxPk8hfXyrwDgKFNcG4/1Ak3ms3Yt68eXjq6aeRlpZ2sZc2LvyGhydISd8ljq6uLlgsFjidToSHh1/s5VwSKCsrw4aNG9E/OITujOsxFKY8UKiKMm7uUpXSnch1Iq8pSOHbefAHqAMesuenQItbHnHbfj6nPK+nwy7WBijBJ72m3kp8fF9za41P+1LFKT8n/pOOcTeehjEsUlRxUpBISn+6fnLVKsHdeBphCVNU14ECRl6YwPtc0dqpQILmDolJAoaHEVRfCmNLJaZPn47HHnsMQUFBH/ZjoUPHR4ZMahQXF4tEJSXhDh48iFWrVoljiPDnhHVGRoZQ7hQXFyMlJQV1dXVYt27dKLtTep+2VVVViX0BXiTwDbi7OrHQ2oGBfi9mJ4UKGycCWfovy7II237ahwIj2lbr6FPtR68zbYol1xOHgNdOdmPFihWYN28e/P1H6vvkHqRy0regoGCU5T5dP/lYun50HNnIcvt/mVDKz88X11G3Rf7o0OMOHRMF+mfxk4VsP/1hSH5A2+5fS5063vyyAl7r2F27duFXv/oVeqd8EV0D/qrYlWJL49kjCDr3Hp566ikMDQ195O8BrfOXrw//3hrrOF/nqkPHpYLx7nm5kGese4CeD/L9o/UsoCJRiqW15tdap9ZzrKOjA1/5ylcwL7YPi2PaRHwLAOsORKLHLxR33323qpgUUNprUWyvdZ5ycaqv8x/ruvBz1HoOjvfMON9nt47zgx536JgIuJQ/hzU1NXjllVdQXLwHvb09AIAB8yT0R0/FQGQKEHBxenvzHCMwItSSc6MAVHlV2YGVi8VIKW8MUxPA3B2A52yBkdwu5Xu5eywAVa5Vzh/z/C0/L1oPzyfLuWMai+dz6XdZ3MVzz9wBwdNhR+epYwiJTdYUxdG5cjdXft40NoHWQHlhvt5PFYP9MHScQWDbKRhczQCAkJAQ5OXl4ZZbbkFqauqnv6bPAIaHh7Fv3z78+te/QlubA7bgQazK6MYV1v6LvbTzAuVDGzu9WLMgBpV2D/ZXu2B39QtV/sJ0syDBySp/c5GizN+wOF4cT5b9gJJ33XnMIUhwQFHXr82NFer8hAgjlmVZsLvCiWVZFtz1Yg1yUhUXgQdfO4u/3DUFuyucYmyy/udrS4gwqtbY2OlFRXOvsOWn94lUJxV/VlywcBRweYYwIzEEm5bGY3eFUxQO8J9ku7/5zUZ8Y36MOJbW+9gepTDB7uoXLQ8ybSZsLmrCpqXx2HagFWsWxGDbgVaU1rrw7O1puOvFGnF95LnIOYEKKZbPjBLXkefAJzKOOwLxx6pQtPQGIDYmBt/7j//A1VdfDb8P2hNeDHyYuENX+Ou4KHC73XjggQfQ3z+InimLBdkPjNg2UWDBLfA5aU0Vm1RR2XWmAvV7d4jjSBUvW9dzVb7RYhWWSqRal4M1ruAHRiz2mw8XwevuEMfyYgSq6OR2U/Sa+kHxoJQnQ7mNFe0jtyswRdpEKwBaLwVpZDNFFamAEmDSGFS9GZ2dq7oONH/XmQpxfgBEjyZqF0AgKysRyPr5oS85B/1RaXjvvfewdevWj/bh0KHjI4JU5VyhD6iToFu2bBHKnqqqKqxbtw4FBQUqxQ5PcBKZzW1DuTKIWgQQMjIyVFagwcHB+Pa3vwWj0YiHF5nw5cvDYDMHqsj+3RVO0Qsp1RokiHtKcu6ucIp9qQ0A7UfbACUo3V3hhJ8f8KUUDxakm/Haa6+hsrISaWlpyMjIEGQ7FUQACglPfUjLy8uRkpKiUitt3LhRZdtPRQxVVVWqa5ySkiKUVFwdxqGlxtKhQ4cOHWpoqUKBkecmPYd9KVFlm355HP6Mli3AtZT78u++nt9nz55VXgwPq9RIPKHa09EGAAgICBhFzmm1exlrffy7Smvd3I2G9tNS5Y51ztzJR16PDh0TBdzFaazPqEw8czU6vaZiINmunxfQAiMFoxT38vl9rUF+7vBY9IUXXoDb7UZU0BCAkfgWAIY9Xejv9+KWW24R4xQXF6OqqgpbtmwZ87k0lqJeq1BCXj8/R3lfep8/V7SeWVrPWx06dOi4WEhLS8P69etRWLgL999/P2bPng2D6xyCa9+B+fgOBNXuR4Cr+VOz/Cebep7fpBwuAKHu53lTEn9xxTy5mRIonxydnStaAPDcp9wioPlw0SiyHxjJw/L8MTnAUs6VINvd83wrzUPnTGvnoHwujUNFD3Q+1OaWC9K406wp0gZDiFnka/n1lBESkySIf54/pt+Bkbw75YV53vsTx/AwAlzNMNX+C+bjOxBc+y8Euu248sor8cADD6CwsBDr1q3Tyf6PAT8/P1x77bXYvv2PuPXWW9HaF4jHjofj8TIzKjsME6Xrh09Qv3sAWF9Yj8f2KBb5ju4BocKn/CmgKPjXF9YLBf7+apcg3LllP6D0sgcUxXtjpxd5mSP5Wdr/rhdrAAB3vVgjbPYzbSaszolRkf00N6n8AcWNgAoVtpa0iHWszY1FqjVIuLpSsQCR6aSgt5kDkRZtwsM3JsJmDkSl3YPGTq+wzaefNnMg1iyIQXGlE5uuT8DCdLMg+xMijNhf7RLnSoUBgOJOQM4AC9PN2FzUBLurH5ZgAzYXNWHD4ng0dnqxLMuCmjYPUq1BWD4zCgkRRpXLgM0ciP3VLuwqa5/wZP/wMHCyw4AtZWY8cTwcDq8Rt912G57fvh1f+MIXLirZ/2GhE/46Lgpee+01uN1u9CXMwmC4uocHV7hTYEUBHrfB54Q6oAROYQlTRKBHxDwdT8dRgQAFM3xM+p22EelNY9Ax1EMpedFKeJ0OVR8oQAnKyPqJQK/l9gJ8bl+gIIyCweZDb2oeS/vRdmpn4HV3iH5NPa0NiJu7dFT7ASoSoB5ZtA/NRS0Jus5UiMB4VKDn5wdP6hcwFGTGq6++hs7OzjHPS4eOCw1S9HNQErCurg4FBQWaZDRPwMlqwLq6OmRkZKhsgrOzs7Fx48ZRVvhk5VlYWIjt27fj0UcewfDQML5obcGs6H5hTwoogWKl3SOCOQqKKAjaXNQkAlCqXKWgMdNmEvtV2j1iHCoE8PcD/nfBEK6eGonf//732LFjx6gEZl5enihuoGvCf6dzkvuekl1qRkaGKonKe7/ya6JFlrz66qs+/gd16NCh4/MLLdWoFvgzWn7mjmVNz8fmx2i9ljFekVZ5eTmamxXFDYaHNJOBITFJCLUoCivuPEPjy9/PvDhNXj8nJH0VONB3kPy9Dqivoa9z1CqeoGuu9+HWMZFQV1cn7nMi5Dn5zC3u6XdqvcSJfhlUXARAxL20nzy2L3JbjgP5/USFo/n5+Zg1axbCwsIE4U9xMgBMjQ1GZ6dT/G1Jivv8/HzNNh5jFejIRRFyjMrXJ58Dv65a7Q2oWEIuaPC1Fh06dOi4mAgODsaSJUvw5JNPYseOHfjmN7+JSbHRMLZVIaTyDYSe2KVY/nucn+g6iNwngp76xBMJHZUxB2EJU8T+FGNSC1VyJiUbeq7ep1wyV69TrpgXp7ZXHVHlUznpTvtQDpes+KmQQG5fJYNU+tQqgOam15xc5/b8lHfmQjgi/0nZTwUElC/3dNhFawCah86P8tu83SzlqWnszlPHRuXB+Xo/DbLfr9epWPaf2ImQyjcQ2HYK8bYYfPOb38SOHTvwxBNPYPHixTCZJjZ5eCkhJCQE3/3ud7Ft2zZceeWVeK/diEeOWfDjd8NxtDUQQxOU+K9o7gWgkOJ5mRY8e3sa7K5+5GVahLqc0NjpRao1CFlxwQAUW/s1C2IE6Q0AO485hG0/CbUIO485sKusHTuPOcScK2ZZ0djpFU4BC9PN2HagFY2dXuw85hC53+JKpdXA/moXlkxT1Pt/uUt5pm0uakJWXLCKKN9a0oJaR59oKTA7KRSObqV1HuWIifR/bI9CxO+vdikq/qImHG3oxu4KJ4orleKEW589jay4YBRXOrGrrF0UJ6Rag2B39WP5zCjYXf2C7N9V1g6bOVAo9+n3mjYPrKEGbFqqnG9ChBGVdo8oGOCg/5OECCNKa12wmQOxvrD+AvyvX3gMDQPvtgbi4XfD8egxC8rbjZgzZw6effZZfOtb30JwcPDFXuKHhm7pf4FwKds5fdro7+/H1772NbQ73XDNuBUIMI7aR7bn57bzVPUpW+ETKBBpKy8RBQBkP8Sti2Q7KG7HxO2Q5LloPm6zBIzYJMnWUjSeXOlJoHn5GNyen9ZK1wJQAluy7ieLq/aqI8Lmn6pTve4OhCVMEbZR3IqKV5YCENeL1kHnXL93h2gdQPPyIgPZrgoAAltOwlRXilWrVuGb3/ym5nnr0HGhwZNrRGYTyMqTLPdTUlJUBABZzHOLftnyWLbzl8GJl97eXvzooYcQGWHBV9O7cWuWQQRcZAPFLfzpNVV4bjvQKoJDYLTtESVA91e7VPvLbQBSo014qMQfjQORyM7OxqOPPopt27apXAjIlp/Wvn37dvzkJz8RSUpZ1cSvA1d7UdKY26bSmNTm4MNaSevwDT3u0DFRoH8WPxloWUePZwvty8b+fOaRt9GcH2ad1dXV+OEPfwhzzq0YiFJ628lx4sB7uxHZdw733XcfbrzxxlHj0ffIeHMSPo59ufz++Vhtf5hro0PHpwl+/8uqc602S/LzQuuzzeM5mcweD76eWbz4gMeH//jHP/Dyyy/jnstdsKBLjFPr6ENH4CS82RCMFStW4Nprr1W1jtKaS45HteY/n7US5FZUvvYd6xl8Ps82HecHPe7QMRHwWf0cDg0N4cSJE9i9ezfefvtteDxK3mEwNBr9UekYiErFsDHkE5u/fu8OJC9aqWpPSrlOspSnHG/yopWjcsdaeVkSjFEuU87n8jyn3LaVcqMAxlS38xyy1+lQqfL5ewQt5T3P1/I8L40nW/PTeRL49ZJz5dxta6zWAL5+Ui6d55IvJPy83TC01yLQUY2Ang+EdsHBuG7RIlx//fW44oorLil17aWOkydP4qWXXsK//vUvDA8PIyF0EDck92C+zQvDBJMOby5SVP2zk0IBQCjliaQmhfzymVHYX+1Caa2iaCfreSLZl2VZsO1AK9466cSSaRZNO32y4gcgLP3XF9YLi32bOVBlyU/W9qW1LqyYZUWqNQi7ytoBQLU2sumncQGlSCAv0yKU/YDiCrA6Jwap1iDcV1iPW2ZEqvLAVLhAlv1UkMCLH+g6EKiVwWN7mkR7gOUzo0TBwdrcWFFMQG4KdL3l9gHUfpZfL3oNjLgOTBQMDAGl9iC8VheMcz0B8PPzwzXXXIPbbrsNl1122cVe3ijolv46JjSqqqrQ3t4OrzXdJ9nP1edUBUn2S7JlEjBCkPPqxOjsXLgbT4vXAEb1PaKgR+69RBWMoj89IOydmg8XwdNhR/jkLDQfLoIp0iZsjnhFZ0hMkqqtAO1HFaoAhNuAKdImgigam1tN0RhytShVexKMYZEIn5wllPrkJCDaEDC1fk9rA+r37kBITBI8HXZRHEFz0trCEqaI4JIXCdA/LXeC/uipgL8BJSUlo97ToeOTQnFxMbKzs5GSkiIU/Vx1ztWAXBFEanVAUb3TPnV1dSKBx9VDvJCAkJ2dLfZpamrCL3/5S0RHWfD1jBGyP9UaBGuoAQBE1ScA8R4wEtzZXf2C5CfynooCiOwHIMh+YMSqaldZu3AECAoAfrxwCFH9jfjnP/+Jm2++CdOnTxfXpKqqCnl5eSIJmZGRIfqgAsC5c+dU58mvFR+DlGXye/R/kJKSgoKCAlU7BR06dOjQoYYvIltLSapFOJP61pctvqxqlcfhCt0PQ/bTON3d3QgJCcEwi+9HFYla4wAACQkJADBKKS+Tj77mlO3Lx7MQ58fL78vKZNqP76sr+nVcCuD3vy/lfkFBgfi88/21WgLQPSET1bQvxd58O3cRkIuW+E9qg0X7dXZ2oqWlBZ1dSlKQ3KyWZVlwpKoRAOB0OsV6eBsDLZU/Qb53+fODnzN3RuCFA7wgVr4uWq+p0EB+NtF2HTp06JjI8Pf3x4wZM/Df//3fePnll/E///M/WLBgAYyeDpga/g9hx/+M4H/vhqG1ChjwXvD5icQnIppeG8MUhyjKsVKOlyvPqRCgrbxERdRrkeOUN43KmIO4uUtFa1Pan96jHC/P89JYlANuK1fyns2H3hR5U5nQJ0EV5YRlkGMsuR3Q+VM+l6v8CZS3pX/kGMBzxJ4Ou2Y7BHIQ4M4HPJ9N86nauAIXluwf6ENgaxWCK3cj7PifYWo4BKPXidzcXDz44IN45eWXsXHjRkyfPl0n+z9lTJs2DQ8//DCef/55fOlLX4K9z4itJ82472Ak/n4mGO19E4NO5IpxUuZXNPcKUr2iuVeQzVtLWgAAK2ZZ4egeQEKEEQ++dlbY5VNedck0i3AOsLv6kWoNwtGGbtS0eXC0oRsJEUZBoO+ucAqinkA5X06yE9kPKEQ5KerJScDZOyCOKa5UYl1nr9KWgIoIEiKMmJEYgqMN3XhsTxNy0sKQEGHErrJ2cY52Vz8qmntR0+aBJVhZR0KEEctnRgFQLPZrHX0orXVhYbpZtBXYWtKCFbOsSIw0CrL/aEM3rKEGbC1pEdeD1u/oHhCFCqnWIMxOCsVzpa2ixQK5EtDriQaHxx9/qw3GfaWReOZkGNq8Qbjxxhuxfft2PPTQQxOS7P+wmBh3qI7PFerq6gAAgyHWcfZUQCQ9EehkP0QkPVkv8f5DNa8/A2AkWASg6mFPBQXtVUfEdgpoeBAIAFW7fi5sn0gpT0EQrY3m4HZM7VVHhL0TJ+q76k+q1P48cKPAsOtMxaiWBhTAkU0VrdvTYRfFALQeuaghKmMO3I2nETfvelXQZgyLHGVT5XU60Hy4aFSwB4yotHhwq1nh6m/AoMmChrNnMTQ0dF7/zzp0fFzk5eUJ617em5cs6smCkwhueh8YIaBJ1S734iTLUa5Or6qqEv8KCwvx7W9/G/v27cNTTz2F2HATlsa2ISNCCdx4cAcoQdeaBTGq4IfbRW1aGo/NRU3CCYAC1t0VTtFXiqoyF6YrVlSk7OdVk8JVYAawJC0AdnsLnnzyCfzkJz9RWfdTwpdbj65btw7z589XJTtlW2Nqd3Du3DmR+KVrmpGRgZSUFHEsFQ/IPZV16NChQ4c2fCnOtZ6fY5F2hPGU7Jysk78ntebjxB4AvPfeewgLC0N3l2/rV1KFtba2jhpbbp3D5yovL1cRcb7Ozdf7vtol+LLwlolMWU2sQ8dEAy+m1GpvQe+TcxO/n+R7j9+bvECAjqH3qaCTzym7CfB7Sy4m4MUJLpcLsbGxcLh7VW2rACApIhButxu9vb1iHbwIIS8vT3W+vGVHRkaGKFDVKnoqLCxUtTegmJjmoOLVVatWabZJ4K/loin5maU/O3To0HEpITg4GF/84hfxyCOPoLCwEOvXr8f06VfA0HUOwWf2w3z8JZhO/wOG9lpgcOBjzcXt7SnPSC1FAQhBlNFiVeVJZRFS8qKVojiA4OmwI27uUlVbV8pp0ryU5+XjE+Q8LxH8lI+Ozs5FT2sDIqbOEi1QAaiKFnhOlXLa5CjASXdaD62TttOx9JNcZHleGFA7CtC8yYtWiv35GLy9Le3PCw+4hT9vC/uxbP0H+2For4Hp1D9gLnsJpjP7YXCdw4wZM3Dvvffi5cJCbN68Gdddd51u2T8BkJycjI0bN+Kll3bg1ltvRa9fCHbWhGDdgUg8ftyMQy1G9F/ElD+R60RoE6kPKLnXtbmxmJ0Uik1L42ENNWBhuhmNnV5kxQUj1RqEh29MhM0ciONne1DR3Au7qx+ltS5YQw2CyN5V1o7lM6OQk2oW+VwAohCAW+ETuV5c6cTspFBBrh9t6MausnZVG1ebORAPvnYWAJAWbRKqfEApXtiwOF6MS+utafPAZg5UrYV+1jr64OgewNrcWKyYZRXuAPTe8plRyMu0INUahLRoE3aVtWPJNAsWppuRFReMow3dWJsbK9bIr6s11IBlWRZsWhovCgGWz4xCVlywKDggVwSbORBrFsQAGHExsJkD4egeECK2i4H+IeD/7EY8VmbG+gOR2FUbAo9/KFauXImXduzAfffdh6SksdttX0rQLf0vED6rdk6fBH73u9/hpZdeQve0GzEUFjvqfa2KREBtd0+W9dxmHhixpafCAK/TgZ6WeoTEJot9uCUR2dzTHJ2njiHthrtHWftzkJVR86E3ERKbrHId4Lb5HGQ3RW0JwidnjVqrlj0UzSWvg69dtqfyBfmcyCaKuxhwyyqtdgn8/4P+T3zNaarZh0BHNXbs2IG4uDif69Kh40JBJu/Jlh9QW/pTIpJe8591dXXIy8vDf/zHf8BisajU7uQKQOQ/zZGdnY21a9eiqqoKbrcbyWEDGHScwYwEkwh0Ku0eQd5za6c1C2JQafeI14RtB1qxZkEMdlc4VVZIvCiA2/dvLmrCpqXx2HagFRXNvVibG4tdZe3CVglQgsqfl7jxj6Zg9A8Ct9xyC7761a+itrZWJEY3btyILVu2iOvJk6q87QElVmVLVZ5sJptWrVYIesLz40OPO3RMFOifxQuPD2tLP9YY8k/Zmvp85j/fse+77z4cOXIErtlfBwIU60GeiO1pbYA5KAAh/37zvNo+8fG1rMp92XVrrV3eF9AugBhvHB06JjJ8qer5+wRSxlOsxgl0rWcQHTPW2LK1vdwGwNe9VV5ejr/97W948cUX8aevBKKlswfAiMtVebsB24774Sc/+cmoggKtlgW+1qhlzS+va/Xq1XjuuefE/rK7wflu83VtdHx86HGHjomAz/Pn0G6345///CeKi4tRU1OjbPQ3oD8iCQNRqRiwJAL+hg81JsWLZOlP4E6nZLfPLei1cra8YIDb9/P8KeVgaQ55LK2cqDyXnAulfC+AUfPJbQK4kywJt3ge3Je4isfUcitarXOnc+H5dN4ugKDV2laej1/zD4WhARg6zyqW/c4GYEgpDpkyZQoWL16M6667DrGxo7kBHRMPPT092LdvH9544w2cOHECABAWOIwFNg++EN+H5LDBT3U9lF8FFPfTu16sUVnn28yBQmlPoqrlM6Owq6wdm5bGo9LuwdaSFuRlWgBAWNI/V9qKHu8Q7rlGuQ+KK514Mj8ZuyucPluyAhBtWR987awgwJdlWUTOd2G6GZk2E9YX1gvbfw5qC0DH8bwwoBQC0HmQ0ItaGiyfGYWtJS14Mj9ZrIfaEwCK2wEVSDi6B8Q503lorYHmo/XLbQ6WZSlj8Ja0dJ48Xy3/P32aqHMF4J1zQSi1m+DuV5xCpk+fjmXLluGaa65BSMgn16LmQkO39NcxoUFWfMOBwZrv88BCtk8iu3uqwASgqo6Mzs4VBQBkzRQ373pVlSaNJZPzURlzEDfverGGtvISYe1PcwMQhQMRU2eJ13Fzl4oiBKqG5G0GwhKmjAoMkxetVNkzUQDFXQa4hT4n2o0Wq1Dh0+/caYDPxatL5cCMB7A82KNtFLDS+VDQq9U7SsawQfn/7erq0nxfh44LDbLaJGt6rkAvKCjA9u3bhU1/VVUVDh48KAiE1atXIz8/H3l5eaiqqsLNN9+MV155BcCIUomrn0jtMzw8jKeffhrvv18Ot9uN2OEW5MW2Y0aCUqG5u8IpFPqVdg+WZVlUfaLIen9hulkEcZuLmkQhAPWaSrUG4Tf77Mi0mYTCnwdPy2dGiWBwba7yx9LspFAsy7KIY3ZXOFFvb8fvvhSIyVYT3nrrLfzsZz9Fe3u7SHjOnz8fGzdu1Ly+VBTB3Q7y8/NRXFyMqqoq4Q6QkZGhSnrywgsti1QdOnTo0OHbzl9LSX8+ttC+yKX8/HxNIo+/9vU+H1t+hp84cQJHjhzBUFA4etqbRVzJY8WQmCS43b1wu92qArHzseXnil2uovVlF+7Lup9ea6luOSlH32ljtUfQv8d0TBRoEdf0mqvS5XiM1P6kapfvLS3nEC1HDBmkrPdlg8/HpriTXADrWnuEnT/FxsYPslanTp0aNYbWs4Hfv1rPAnnt/L6+9957xXWjvwH4vlrW/PJ+8nWn4oqxWg/o0KFDx6UCm82G2267Db///e/xhz/8AXfeeSeSEiYhsL0Wwaf/qSi3a/YhoLMeGDo/ApByldyl9eRLj44iponM5rlMygdzIRMnvin3S+r7npZ6leLe63SMsurnxQDcRVVLFU//widnIW7uUtEugAoYKIdNintPh13kWrmDLT8Hfl5dZyrQVl6iyvnKuV3+O+WiaTudK+XT5Za2dIx8ben8aRxfojBNDA0ioKMepuq3YS57CcHV/0RgRy2SE+Nx55134vnnn8e2bduwcuVKney/hBASEoJly5bhV7/6FbZv347bbrsNRnMU3jobjAcOReDBwxa81WD61Cz/jzZ0C6J5d4VTkP2kaF+zIAY1bR7MTgpFpd2DTUvjhbp+c1ET9le7hOodUERVO485sGSaBbfMiBRtAsi2P9UahG0HWpFqDUKqNQgJEUbc9WKNisSudfTh4RsTYXf1o7HTi20HWoXzwP5qF7YdaMXa3FgUVzqFW2tChBEVzb2CaE+1BqHS7oHd1Y9tB1pF2wFAySHT+VCcPDspVBQu3PVijXAdWDLNArurH3ZXP6yhBji6lWIbfs6p1iAsTDeLtgGzk0KxMN0sFP3rC+uxq6xdkP2ltS7sPKaIXrcdaMXmoiYsTDcLB4OK5l7REmB/tUuQ/eRy+2mg3eOPogYT/ueQBf9zOALFZ4MRZLbi9ttvxx//+Ef88pe/xLJlyy4psv/DQif8dXzq6OlRKvbhH6j5vhyocTLa63Sg+dCbItCg/kcUYFEAw4MkAKKnEQVI3PaIbOxla/vo7FxBxNN4POAikAU+VWbKVZl8W/jkLFEk0NPaIHpLARC2UGTbT+g6UyF6QdGYVNTASXlqASAHw/STXlOhQNzcpSIQpjFpDgp4uW0TFSbQmniRghaGSdlF/986dHzC2LJli0ioUUKTyOmUlBRMmjRJZT26ZcsWZGRkYOPGjTh8+LBIypHKn17zsfLy8kRice/evdi0aROeffZZ9HZ1YFPOEP5zfhDOdXmFlVNjpxfLsiyiipTQ2OkVfZAaO70iIKq0e7B8ZpSw7idl/9aSFrz2HSWZmGoNEsfsrnAi1RqErSUtSIgwYtuBVjEPVZLSPhSodrl78Ivr+pEc5ERzsx2/f/ZZ/PSnP0VZWRleffVVzJ8/X1zDwsJCvPrqqwBGCBdS+VNymNuocnKfQM4JwEjRxKuvvjqmEkqHDh06Pm/wRdBTcZUMTs7J27TG9UXia9mAy0SfFrhKNjs7W/zB3DVoGJUs5EnI4Ph0hEQn4L333kN/f784XlYHFxQUjGnfP5aFPy+S4Ntkq3JfrwsLC5GSkqJyReBz03b9e0zHRAK/bzlxT8WuWip+AKq4WS6Gkccl0D0hPz8ozqP9V61apalu5/c6uWk1NzcjJCQExoARK39SDpHFv9VqVa3T13OAYlOt8+Fr4O9RGw8qDObXSiu25deHfvL10DOSrtW6detEgYUOHTp0fFYwefJkrF69Gtu3b8e2bdtwxx13IN4Wg0BHNUJO7UFY2Usw1f4LAZ0NY5L/7VVHUL93h8qu3nal8iyn3CPP9XLreQIdy3OytJ3nitNuuFvkTkNikmC0WMXcvHUsAOHmKrvQcuKdi7Z4G1QAiM7OHaXeJ3Fa8+EicW58Tjqefg+fnCXcYYmYp/coN8vXRcIxGoOuE+XE6bx4Hpja0XJXAN46gcOnwn9oEAGdDTDVvANz2UsIOb0Hge01iI+LxR133IHf//73eP7557F69WqVa6aOSxPJycn41re+hb/85a945JFHcPXVV6OhJwgvnArFf5ZE4sfvhuPNBhPaPJ8c9bh8ZhT2V7tQ0dyLZVmjFfOkdKc+9YASYy5MN4uCgJ3HHEKQVVzpRFq0EnMmRBhR0+bBPX8+g4QIoyDX7a5+7Cprx/5qF1KtQdiwOB53vVgjhF2Uq10+M0rkfElNvzDdDLurH/urXciKC1bZ5z+ZnyxIdQAiH0yW+DZzIDYtjceDr53FsiyLyCHbzIFItQaJIgJLsEHkkRemK9b/9M/ZOwCbORA7jzlU7Q9qHX2whhrQ2OlFqjVIFCZU2j1YmxsrRGgJEUZsWByPZ29PE+PbzIHifAFgbW4sUq1BWD4zSuUI0NjpFfH9J4G2Xn/srjfh4SPh+M8DkXjxVCgaPUH4whe+gJ/+9Kf481/+grvvvvszZds/FnTCX8enDlJ8EyEsgwhsCn54wEaKfd7fiQd9vAqTwBX3VDVJZDkPHHkARkp9AMKCyRRpU1Vh0tqIxDdarOg6UyHWEj45S6XC50UCFASGJUwR26Kzc0e9z8+5rbxEBGCk6KeglYoevE6HIP4JPNhsrzoiCg4AJWjlfZxof6PFquojRf8HFHiHT84S5yMH04Rhg2Lxoiv8dXxaWL16NQoLC5GXl4e6ujoUFBQIJePBgweRkpKCuro6vPfeewBGEpyTJk0a1X+UEnTr1q0TZDVh586dGBoawje+8Q00NTXhsoh+JOIcQodcwr6IgjQKDPdXuwBABIkJEUY8mZ8stlP15P5qFzJtJlFtebShG7WOPmTFBQu3AECxQWrs9IpgknourVkQA5s5UMxV6+gTwSBZMGXaTKht82BJYh/mBtchJtyIt956Cw8//DDuv//+Ufb7ZGtKPVxJ5V9VVaVqn7Bu3TqVoiovL0+VIH7iiSeQl5eH7du346abbjovhaoOHTp0fN5BalKZTBqLyCLIRQFEPNF3HFfH8mPGs/OnMfjY//jHPwAAg+ZJAMZW/wxEJKOlpQUHDx4cdW4EXkzGCXdfinsOmYyXr50v0HvkVEPnyBW9+neXjokK+vxWVVWpng9EMnMlPO3H36dCz8LCQqG6p7GqqqpUhTRU9Entrui+4C2fZDcBQNt5g37GxcUhKGAYl08yCYKfnLBCA4cREhICt9uteQ9z5yiam2JSDh7j8mdZcXGxuA40Dr/n6dpxVwH+7BqrWIofq0OHDh2fVfj5+WHKlClYs2YNXnzxRfzud7/DypUrERcdicC2Uwg5VYyw42OT/9HZuSLnCECQ75TT9eUwStu4yyq3tad8ZteZCjQfLhJtAijHa4q0wRgWKQhz7jJLuWJ6Tyv/Kavl6/fuEGvn+Wxu40/EPJ0XidTofLi4ja4FOcvya0PtAGThGJ0jd2jl14vG4fvza0vH0PEkIhtF9g8NIqCzHqaadxBW9hJCThUj0HEacTFRuO2227B161a8+MILWLNmDdLS0uDn5zfq+um4tGEwGLBgwQL8+Mc/xs6dO7F+/XpceeWVqHYF4U+nQrH+QCR+dCQcb9Sb0Np7YWlIEjuR3T4n3XeVtWNhuhkrZlmREGFEXqYFm4uasLWkRajR1xfWw+UZwrIsi+hNTyT7siwLclLNuG/xJDHf/mqXIM8TIozYX63kgNOiTdhf7cLRhm6h7M+0mZCXaRH5YburXxDjb510qhwAUq1B2FzUhFRrENYsiMGusnYsy1JU+OQEACg53hmJIaK1QE2bR9jr7yprF26vwIhNP4m/lmVZxLXISTXD2Tsgzum5UqUwwu7qx9aSFixMN4v2A/urXcJlllwG1hfWi3Pk12ZZlkUldKP9AaC01qV670Kgpdcfr9eZ8NBhC9aXRuKl06GocQdhzpw5uPfee7Fz5y48/PDDmD9/PgyGD9dm5lKH3/Dw8PDFXsRnAZ/n/k0fFnfccQca7O1wz1yp+b7c65P3Carfu0NUNhJxTX3uAXWfJd7rST5OrgLlVY6815KwfWqpR9oNd4t9ozLmjOqHRNsp2KN1yT2U5ACJ9pfPkxcA8CpWrT5VfA0ARlk0yT2rtK4zBdZ8fLnCk8bmPag0gz4Aho4zCD79T3zve9/DihUrNP+vdei4kKBEZH5+PjZu3IhVq1Zh+/btmD9/vqrvr9zrk1TsN910Ew4ePIhVq1bhiSeewPTp00VfU0BJEu7btw9/+9srOHu2ETGWYNwzG2hva0VatGKvT72LuA0pkfcc9D5VT5JtE6DueQQogRqNSYlP2kbW/hyy3T8A/GafHfdcY1P1sqIg9pXjTrxWA7QHxMLf3x/XX389urq6sGbNGhQXF4s2B9z5gPqyyj2V6VodPHgQ8+fPFz/J1nXLli3CajUvL0/vZ/oxoMcdOiYK9M/iJ4cP2/eZ23afr/pcnoMr4cfqtw2MEFovvvginnjiCZitNrinfxXwN/iMDwHAv7cToeWFuOyyTPz2t0+PSv5p9cOm7w76XuYOA+OdEwDRq9zXvr7Oc7z3dOiYaKDPZkFBgYi1KD7z9Vzw1SIDGLs/PY+9+TjjjSs7emRnZ2PlypUY6GzE2vRmUbAKKKS/2wv88lQCrrvuOjz44INjrp2gZd0vOx1ordfX+Yz3LJT35XP62k/HR4Med+iYCNA/h+eH4eFhVFRUYN++fXj77bfR0qKoSocNRgxYktEfNRmD4QmAfwAAdW7S63SIfvMEnuel1zynSrlaGoMfq5UDpZwv5ZT5cc2Hi2C0KM4y7sbTot0Az8/ylgOyRT7PmdLYcsFC15kK1TlqnYu8LnkMnkvmOV1+3nzfqIw5qN+7Q9U+geaQr43me9Z4BHQ1IrC9FoGdDcCgQizabDZcc801WLRoETIzM3Vy/3OOzs5OlJSUYN++fXj33XcxOKgU+Uw2D2BuTB/mxHgRFzKEj/MxoZwqEcmkbOdEs6N7AFlxwYIYB0bI8IXpZiHCKq11ISfVLGznSY1O+VcAoq89iayIiAcgxqlo7sXa3FjsKmsXc8u5W3q9q6wdm5bGY9uBVthd/aIt6+aiJrFdnnPNghisL6wXc9jMgWLt/ByptQEda3cpznqUC5avhd3Vj3/+uwu/+dpksb7H9jQhLdoER/eAKKrguWZym12bGyvy2mT7v2FxvLguFc294jrwIoEPi+Fh4FyPP95tNeJwaxDOuBQS32AIwJVXzsE111yD3NxcWCyWjzzHRMaHiTs+X+UNOi46BgYGYLfbMWSM8LmPbBHPiWwKSPg26nlEoCCIrPbDJ2cheZFSXCD3uPd02NF56hjSbrhbbKcAicaRiw8ooKPgk5P7nGQnFb58PAV0tJ/cAoDbONE8BFLwA1CNIwd9WpWntDa+n1awLIMHejyY5VW3WhgyhgEAzp07p/m+Dh0XGtu3b8eqVatQUFCAVatWoaqqCvPnzwcwknhbvXo1brrpJnEMJUBp2/z585GdnY3nnntO1cs+LCwMu3btwjPPPIMpU6agv6MR/7kwFqEA/nG2G8fOdmPT0nhR5bmrrB2zk0JxtKEbz5W2YkaiYnW8fGbUKLJ/YboZD752FkumWURwCCiB15oFMUKpT9h5zIEVs6zYX+3CmgUxqkCUB5Acj+cnA4AIKHdXOHG0oRvLsixo6/bivgVm/Ku2DdsOO/HGG0Pwg1KpO3fuXKF8omtM14muNxEvPLl5+PBhzJ8/H5MmTUJ+fj4KCwsxadIkFBYW4uDBg5g0aZKe7NShQ4cOBi2ibaw+2VqkPlfLni+p5Et960tFK6uEAaChoQH+/v7oi5uOHse5UUS/3G/U7XbBGJWGd989gldffRVpaWmqddN3inwtfNmS82I+Xxb/69at82kt7kt5K1/Psa6NDh0XE1rOFykpKaNU5vw+kZ85dG9x5Tq/H2lf+Z6Te9oTaV5XV6dag/w8o/mys7MxODiI+vo6XGZVCB8i+wGlSPb9cx74Afj3v//t83zlZyIvEiLwol9gxMGAw5cinxwLaJ7xCo84xnqW69ChQ8dnGX5+frj88stx+eWX4zvf+Q5OnjwpyH+7/TQCHafh7u1DUGIW+qNSEWJNAIBRRD2R2qTKJ+U9z31SvpLyo75ylQBUrgGcKKc8JzmrymNw4p3mdTeeFu4EhK4zFaNyyjK4GyyR7Dznq0X28+Pk9rP8unHXAy5Eo/fJbZaL5ui68uPF/4H9DMxGf0S5ahHYsE+Q/HFxcbj22mtx7bXX4rLLLtNJfh0CERERuOGGG3DDDTfA5XJh//792LdvH44cOYwzNQb8tSYUtuBBzIz2YqbVi8siBmD4kAYAy7Is2F3hFHbylBPlJDflV+m9rSUtgnzeVdaO5TOjUOvoQ06qomrfXNSEmjYPNiyOVxHmRLzT/gBUZDflZiknDCj29rWOPsVl9QPXVburH47uAazNjcXspFDsrnBizYIYbC5qQmOnF7srnJidFIpKuwd2Vz8WpptxtKEbFc29yMtUzpfmpLWkRZuEiIwKFMhKf9PSeKwvrBfuBdR2dtuBVqxZEIO7XqwRyn8AeGxPE1bMUgqdNiyOx66ydlhDDSo7/kq7R9j/Z8UFi/w3FQ88e3uaEMPxnPVHIfsHhoDKzkCUtQWizGFES6/yt0KgwYAFC+bhmmuuwYIFC2A2m8cZ6fMF3dJfx6eKsrIy9Pf3YzAsZsz9uA09AFUAQtb2tL3z1DGVhT8FfUaLFV53h9hOdkqAEvRQr6OIqbPQXnVE2PVTLyNOovP36CcFf2SBT3Nzq3uqCgWAtvIS0RvJ63SMst3nMIZFovlwkcrJgM9DbQh48EhrlrdRgEdFEnRtQ2KS4G48jebDRWLNvFUCr1rl1xCAqmDBl2XrUHAEEBCI0oMHoRuJ6Pg0QIp+QOnDefDgQWHHX1VVhe3bt2P69OkARohr2a4fADZu3IjCwkLMnz8fK1euRGFhIb5+xx3485//jAjjIK4OOYP7rrGgpatPBIhUSUpWTZuWxmPnMQeWz4zC6pwYLJ8ZhU1L44VKv7jSKebbVdaO1TkxsLv6kZdpEcEgoA6kAKU6csPieJXqiYJJCq6KKxUyf2tJCxo7vXiutBW1jj5sLWmBzRyISrsHy7IssJkDsbvCKQLSu+ebsW15NJYkeWAKGEZhYSEeeOAB3H///WhqasK6deswadIkTJqkWFq1traiuLhYXMMnnnhCJElvvvlmHDx4EPv27UNBQYFI+tK+3DlBhw4dOnSo+0nL/eTlXtW+FPxyL2mtHvXy2FprKC8vF5b/HFrfmc888wzefPNNDAVHot82TRWD8iJWSjRSPN6XPA9hEVb85je/wTvvvKN5PbTIMfm8iYTLz88XtuPyNaGx6H06Pz4X35/e49beMmmpk/46JhJ4cSZvTcFB5D2R9dnZ2di+fbv4fHP3K63Pua8CGCLW+XH5+fnIy8tTuUAByj1FJDu/l9966y0YjUFwf/D3sdzjM8AfSAwdQH1dHY4fPy7Ol68vIyNDVaybnZ2Nc+fOqWz2OUHPrfnpeceff/IzmZ5/GRkZowqP+DODzpG3FNAq6NKhQ4eOzxv8/PyQlZWF73znO9ixYwd++9vfYuXKlZiSmoJARzWGjr0Cc9lLMNXsQ0Bnvcr2n5PdZGNP8SWAUbb2WsWnnCjn5D6NTzlaWWHP28HSvtRqABhpRUBxLgCRLyb7/p7WBpEb5kUGlOfl+WHazs9PHksm+3kuV+Vi+0FOnIvfqI2BXBTBWwyExCQhxDoJ4YYhRHXVIPTfb2Co7BV0nCxFv6cHt912G37729/ipZdewre//W1d0a9jTJjNZixbtgw//elP8corf8P999+PRYsWwe0fjqKGYPyszILv7o/Cr06E4V/ngtDlPb/PEsWLZNG/LMsi8qPAiOIfGHFetYYaUNHcK8hn2v+tkyOtWInopl70dlc/iiud2LRU2U6E+pP5yah19CEhwohtB1qxtaQFqdYgofynIgPKwVKumLAsyyJIfq7Cp7ass5NChYo/Ky5Y5e7K3QVI/Q+M5KTpdaXdg6y4YCyfGSWKAMg5YHeFE8/eniZyzrOTQrFhcbxoHbu1pAXLZ0bBZg7EY3uaxPXKtJnEHHZXP2zmQNFilsal9zcXNYkcNznQjocurx/+dS4IvzoRhu/uj8KWsnC8dTYY3f7huO6667Bp0ya8/MoreOSRR7B06VKd7NeAbul/gaDbOZ0fHnvsMbz++uvozrwBQ2bt3u9aFkdedweis3NVARgwEthwu3/Z8l6r+pF+5+PJLgEAVHZQ3GafK/1pPwJVRfL+TBSQyqp7eRuNS8cQEW+0WEW7Abm4ga+bz81fyxZSzYfeRMTUWapz9HTYR1lmcQsrmo/2oxYB/BrLMFW/jcD2GmzdunVU0kmHjguNgoICpKSk4ODBg6iqqsJPfvITVVKSbOSfeOIJAMD06dMFCf3ee+/hzJkzmDt3LgDg8ssvx8mTJ/GnP/0JYWFhiDYNwdPeiB9/KQ5n2pWKyYrmXgBKwEigQIuqK7ldPwVqZNV0tKFbWDZV2j2ikpKKAayhBiyfGSVcACj4pMCOqkOpkpLsk8iqn+z/CcWVTpWdFLduovXYzIFYsyAGP/hrPQaDwlHpDES4JQomkwmTJk3CAw88gICAABQXFyMlJUXc19zinxT8dG1TUlLw6quv4t577xX7PfHEE7j33nv1xOfHgB536Jgo0D+LnwzOx1qf7ydvA0bbZ2vZU2vZXQMYZWmtNU9lZSVWr/4m7G2t8NqugHnKlaNiba0YkVRKfdWHEd1+Ara4ODz91FOIiooa89yItJdVtbL6eCyL8bGum7zd13X7MC0TdOj4tPFhref5PaX1+efKfwCa9yCBt8HiSvix7pfCwkI0NTXhD3/4A34wB7AFOEXsy1HSbsW+cyZ87Wtfw9VXXz3KbYDm9WWvLzuB+HI70HrOaDmL8LZWdKyva037A77bKug4f+hxh46JAP1zeOFw4sQJ1NbW4siRI6iqOoXm5g9cQgOMOOcegOWK69BqP4eozKtUzqsAVC6rnDTnOWNgJCalHCe37JdbrPIWpvxYbuEvO6XKuVFfDqp8zbylAK2JuxnIoDYB5ARLa5TXy9fkq82BnCMWP62T4K09inD0INDZAAz2w+12w2Qy4brrrsMdd9yBvr4+XHHFFR/mv1iHDk0MDAzgxIkTKC0tRemBA2g4exYA4AcgPbwfM6P7MTPai6TQQU3rfyKQyQaf50+BEUU5t8wHIPKm9Nru6sfymVF4bE8TNiyOx2N7mpCTahZW9PxY7tQKQOR8OeT8L88D8/XazIEqu3/K01JOl1T43NWVtidEGFU5Xnqf4zf77Hj8g6IEeX28hSzlkinvTGvl+3ERGhUubDvQKpwHKEeeFRcsnGrlVgi82IFjeBhocAfgWJsRZY5A1HQFgsjqpKQk5OTkYMGCBcjOzobB8Pk1q9ct/XVMSFRWVqKoqAjDxjAMhcX63I8IZSKrPR12GC1WEdxQVWTnqWOIm3c92spLkLxopaiqJOKfWxlRwMSDGp6AbCsvwUCPC3HzrkdITJKmHb5s0QRglMqdV5vSnKTQ1+opRcfIRQ4UxGlZ/5OLAG9lQAEjJ+F5lSivHgUgzpOqOzmpT+fDz4WDuxbQ2L7Qb01HYHsNnnrqKTz++OOf6wezjk8eKSkpABSl/xNPPIHt27ejtbVVZeFfXFyM5557DgCECiglJQXnzp3D97//fXzzm9/EnDlz8Pjjj6OxsRGZk234z5xgtLe14thZI/z8RmyjODghT8EeBUbUP4qIeUf3ABo7vTh+tgeO7gFBtKdFK8Eo9UZq7PSKMWsdfaKXFLUDkMl+AlWIplqDsPOYA2nRJtjMgbCGGkQwScUGtB5ao93Vj90VTlyREIyECD98wxyAbe+2oKEzDFVVVaivr8fSpUvx/vvvA1ASq1RIUVxcjHPnzmH+/Pmoq6tDRkaGIPdvuukmkTzdvn07YmJidLJfhw4dOiTIlvmcJKLfyaL6fHpH0+/Z2dnYuHEjtmzZorLRpuM5fJFcMinW1NSE73znO+gf6Ef0otUYtCQCULfNothbTjCO9FuNQ1+wEdX/3oeVK1fi73//O0wmk2rdfE6+Vl6YoKVC1vqdn498Xfkc8nXnpCc5LOjQMZHgqxiGgz8H+P75+fkoKCgQv8vPECK1tSzzeWy3atUqTZcAAi8c4GNlZGTg7bffBgCkhw8gMUx5Bsi2n82DA9h3DvB4PKOeX7JzAc2npeiXX8s2/7KyX3Yj4OunYmNfhe38OUKvP0wrAB06dOj4PMDPzw8333wz0tLSUFVVhcDAQDQ1NSnfDYPn4C57BdYAA4ICPTBETQYs0QCgUqiTCn88ZT/PmXI3VXKABUZU8USk0/G8dQCfk8bg843EurZReVu5WIGT9QBG2fpT7jZ8cpY4Z96Olo7nDgR8TRz0nipHPjQIb/UhBDkb4XfyHAZdXQiMjcXAwABWrVqFhIQEVFVVIS8vTzNO0KHjo8JgMGDWrFmYNWsWvvvd76KhoQEHDx7EgQMH8N577+F0VyB21oQgKmgIV0R5Md3aj+yofgQbFDp4WZYFd71YA2BEzU9kM9nvA0BprUvY1JPlP8+hkjX+hsXx2F+t7JtqDRLirUybSZDspOjnpD8nw2kbzf3YHoXY52T/7gqnaLVKOV8ag3LLlXYPFqabR7Vw3VzUJM6TcsHUNpaKF6iQ4J5rbMi0mbCrrB2O7gHkZVrE/DQf5YIXpptF7M0LBHi+mcbatDRetBwgsj8hwiiuPeXLiehPiDCKNgU0R8+AH95vD8R7jkC8125ER59iQh8QEIBZs2cgJycHOTk5SExM/Eifrc87dIX/BYJe3Tk2Ojs7sXbtWrS0tKLnsqUYDNeu6uGQKzc5qS6r7TkJTpBdAAi+qiXl6koas6v+JKKvWKhS9GtVkNJ2XnTAt/EeSkToyxWcWtWXvNrU02EX/aH4uoGRYFR2JyA1P3cO4NcVGAk028pLhEsCrRWA6hhe1crPTxPDwzBV70VgxxmsXLkS3/72t7X306HjAoASaJRQI6X5vn37ACjJwPnz54vtgEL2Hzmi9BAeHFQs40JCQtDraMLMOH8sTPJHeowSCD342lnMSAyBzRyIiuZerM2NFYETAGTFBavU/MBI4Lgsy4J5W8qxdqFyb/EKSiLgAbVDABUCUMUk7x0FKIEXFQFQNSuvvqTq1AdfO4vVOSNtVCiw41WkNJ7d1Y+aNg9WzLLiudJWmE3+2LA4HifOeeEJicO2d87CzxAEk8mEpKQkJCYmYurUqSgqKsLNN9+MlJQU5OfnY+PGjeIa79u3D5GRkULhX1dXh7y8PD3R+TGhxx06Jgr0z+KFgxbJraVY5/BFqhUUFCAvL0+lsgW01aVa88rv8d+TkpJwzz33oLKyEobLl8DpF6pZwApoJxtVcW5ELCK762Fsq0JUVBT+93//F9XV1SrikK+joKBAFDzIRQ6c8NRSFcvXjgrW5OvsSyFN42tddx06JgroHuGQleb8c8wJb4qhfRHY8v5av/N7SSb5ufKf1tTe3o6v3XorDH3teHpxP6paPKIFFiUFK+0euLzA09UJCA41429/+xv8/f19uoBo3ftargb8vGS3E1/PRflcOHlPz93xXBL058fHgx536JgI0D+HFw78+cu/h4aHhxEUFIS3334bb7/9NsrKyhASEoIwSyQ6/cxwIxiWGXmA/0i3Yi0VvqyAB7RV+77I+5rXnxE5VX48tU/luWQqIuDQcl2Vf5KQjY/PjyfU792h2o/vz10KtI5XXYehIfTVHoXFrxuBnfXAoGK/7ezqwne/8x3Ex8cjOTkZV1xxhfhuI+jfYTo+DbhcLhw5cgSlpaU49H//h06nQiIH+AEZln5Mt3rR7mjBHbPC8e8Wtbspz3OS+ylXpgMYJeLSIu1lUReR/0SuEzm/MN0s2r3yPCt3A+Bj8e28wJWKCmjduyucKvdWeY1bS1pErpgU+TyGpuNk0ZqcE6Zz4nMCwPrCeuFwAEA4FfDzpGP5dee5aiq+uH9JPJ54uw2XpSbivXYjTjsDMfgBIx0ZEYF5V12FnJwczJkzB2FhYR/68/J5wIeJO3TC/wJBD/Z8o66uDo8++igqKyvRl3glvJNmjLk/t9oHRhTtVInpi6zmzgAcNBYP+mSSndsh8UCNH0vvcSKexuckvZb9k2wPxddIBQZ87bzvqVwIwAsWeLEDHUvbKGCUA0si8XlxAL/GsuKfrpt8jeT/B58Y7Edoxd/h73Fi1apVuP322xEUFDT+cTp0fEgUFhYKe/7p06eLP0q2b98uEnJkNX/y5EkcPHgQMTExOHjwILq6uhAXZUZwfweSwwbw6E2TsO1AqwjcHN0DyIoLVlWGkvX+2txYPLanSSjpOVlPr8laChgh+9866cSSaRZVwAQoFZY1bR5Ygg0ieKPjeRUqdw7gARwPCLlVFNkr0Rq0Wg4QeKEB2UQlRBhRdNKJQX8jBoIiUecyYGgYCA8Ph8ViQX19PX784x/D399fZetPqi8CvaeT/h8PetyhY6JA/yxeGHDSWosY0iLxALVqnb4HOYlNjgBaKtbzsfaWifN3330Xf/jDH/D666/DdtWN8CaqC3PluNhXwlJl9z80hKF3/wILevCVr3wF3//+9/H+++9rEmXbt2/Hli1bfF5Dmbjj56q1TSYs+TUfbw79O0zHRMJYynF6fvD72df9Aox/f/Dnkzy23EoLgIpglwn5hx9+GH//+99xy+QerJoeIJRMAFTJzUybCevf8uCMx4Jf//rXaGpqwquvvoqbbrpplDOJr7Yf8jlqXcO6ujoAGOWksnHjRsyfP1/lbpWdnY3Vq1fjueeeG7doiK9Ff3Z8POhxh46JAP1zeOHgqxUVf11YWIigoCAcOnQI//d/h9DW1goACI2IxrnuIRgTshA0eRbg56eKMXm+WHZb1dpPi5Dn0LLcl/fxVTzABVX0Ht+XcrLyfARZhAWMLmaQ87+q18PDCOhuQ7hfLwI7zqC704Hm5mZcffXVuO6663DttddiypQp8PPzOy/nIB06Pi0MDQ2hqqoKhw4dwsGDB3Hy5EkMDw+jpaUFkyKCsTAlEL2ddrx7ugX/tSReJYQigRUp7vdXu4QSnXKnAFTEuEyIA8CusnZV7pW3EaBj1xfWqxTvWpb4HHx8AKpCV1o3qenl39Sk7roAAGy4SURBVAnUOoDneKkNAM/38sIDEp7x86drw235AYi2ArQuWqPW9aMCAHp/kiUIhe/3ICUpCS8eaEBEzCSEhYXB398P06Zl4aqrrsJVV12FqVOnwp8VbunQhk74XwTowd5o9PX14Y9//CNeemkHBgcH4I2eir7JC6HZeIWByGVuZ99WXqJStRO4Gl/uQc/V7G0n9iM8eRoAqNoC8DmA0UQ7BUZyAQIvBODv88pQmYQHFGsmAOhpqUfaDXejveqIUOzzgMxXslSzMhMYtR93O5CvCZ23XAAhFwR43R1C7c8DU15IcL6kv39vJ0KqiuDn7UZCQgLWr1+PK6+8ctzjdOj4MCgoKMC5c+ewatUqVFVV4dVXX0VHRwcyMjLg9Sq9gw4dOoQzZ87A6XQiMjISkRHhSA/vR3RAD5Znh6C+o0+ldN+wOF7YN/EqTyoEAICaNg/Sok1wdA/AGmoQPwG1Yp+CPk6gU/+liuZeABDHr82NFdWaxZVOWEMNsJkDUVrrQk6qWRD/sgtAcaVTBJgAhJ0T3x9QigTo2NJalyguIPBeS/S77ErQ4wUqnYGo6AiEw+MPj8eDYJMJiUlJmDlzJtrb2/Ef//EfeOGFF4TTQmRkpEjM6j2QPx70uEPHRIH+Wbxw0FLG0nYCJ/KJTJMt+Pn7Wkp1rd7XY81JGBwcxMsvv4y//OUvME66DAGzbkFP29lRMaycMJX7mPIEKsXrIVFxCKl8Hb0t9bj11lvxpS99aZTaWFYIE7hNOe03llKfrhnZcdNYY9lz6yS/jokOXyrygoICABAFQ7IKnruC8H1oDK3CIP6ckMfi96hWoQEfPzk5GTfffBOG+9z4WmIrpsSqbVO5cijVGgR7jz+erZ2E4OBg/OxnPxuVHOTPwoMHD2L+/PmjYk1yoeJqRXpeys8W+fnInw1jFUjJP+X/Ix0fD3rcoWMiQP8cXliMRTBrfdcEBASgoaEB//znXrS3K3lWe3sXBsNiYZmRh6HQaBGjjgeZ2JfjVq195Bytr335WOMVEPgqjJXH0HJf1XLGbT5chLg5S+Df3YbA9hoEtteitfEMYmNjERgYiK985StITExEamoqrrjiilHncT7OXzp0XAw4nU4cOXIEf//73/He8eMYBuB2u9HX24OFUyMxM9qLsCEnFqYEwc9vhKjm6nUOTmRvO6AUE1G+FoCqCACAJolPVvec9CcF/+4KJ4ornXgyP1mQ9wDEPgBUinzKv/ICBPkYLcdWIvR5DE3nR+PSsfL6uAiM2r9S4QB3S6B9uSCN1js5KghvVLoRHhGFf3cEos5twOAw0NPTgzibDVdMn46bb74Zc+fO1b83PwJ0wv8iQA/2RjAwMIDS0lI89dRTOHfuHIaCwuBJzsFgxPiBFjCavPZlfyRXYHJSngc73B2AoDUOD7KI9AdGW9ZrWTcB0FThaymb6Heyz+f9m+h4Dq68J1W+7HpABL9ccCC7IsgOB1qvtYJMrUSt7IwwLgb7EdR4DMaW94HhYSxevBjf+MY39H4sOi4YysvLsX37dgCA1WpFU1MTXn75ZVx11VU4efIkenp6YDKZEOAH1NScxszEMGxYZIW9q09VwSmT24/taRIkO5HkpMqngIh6JAFQqf3JZglQnAAoKHqutFXY7NNrTtITeBUqAFXBAO1LFvxHG7pFsQGtkdZG66VxSmtdSIs2iUBOLiDgllU0P40hW1j967QLnX1+KKnzItASi0FDKOrr62E0GmE0GjFr1iyYzWZs2rQJ6enpeOWVV3Dw4EGfCk0d5wc97tAxUaB/Fi8seCKNLDRJpe/LDlpLtetrzLHUvABE6xWZpPN6vdiwYQOKi4sRFJMC/zm3/v/2/js8rvJM/P/fUzR91KvVbCH3hm0w2BAgIWAIJZvAJpSEhIUkm+QXUkic8NkUkixLS+FHIJtNWUoIJZQlAYLp3RBsMLKMi2xLtixZvU3TzGjK94+j5+jMaOQqW5J9v65Ll0czZ855zng0enTu8hDq2TvmhUvIvOxT+vzdWM3U9+EbVMbbCPa0c+aZZ3LaaVqy774CZOmJC5mWAlCvnzGgnylJYqxlDYzHkmonMVkZW+6qwMjq1atTuiyBFtw2/hwYn5ce2FfV7oAeEDe2slfPyRTohtGJRMZxzps3jy9/+cusWbOGCmeIc0+wpVygNFYcwUjV0xceH6BjyMMPfvADrrrqKv1n9pe//GVKpX2m8Sn7W/IjffkD4/eK8X7ja248x/TkIwmUjA+Zd4jJQN6H42dfgeX0+Vn653s8Hmfjxo28/PLLvPraa7Tt1da3dhVMo9+Sg612BUm7Z8wAffp12PQK//TnpBdN7ctY16DVY/u6zqyOdTDXXI3Xb50eLzkMktW9nVBPG6FQiNraWmbPns3nPvc5TCYTixYtyrg0Tqa/M2Df83EhJsKmTZvYtm0bWVlZbNy4kfr6ehobG3G7tWuSJ80up9Tcz7m1Wby9ZS9nzkxtoQ+pAX4gpaI/fdlUdZ9Rejt8tW36EgOZ5rbpVfbqOSo5ABjVgSC9oj59fD3BmP5cFZw3Bv6BlCr/GQX2UcvAqkQHlQihCuCMY1D7fLp+gITNTb8pm9d3xegNa0W+HR3tXHzxJ5k2bRqXXnopM2fOZPPmzTIPPgwS8J8Ax/tkL5FIsHHjRl566SVee+01fD4fmMxEShYQnXYiWKwHvC8V2DZWq6dPeoxV9sbb6dXy6rnGoHk00EfVRy9LWes+fd2mTBcv05MEjMczBsyN3QgyrWeqMi2NAXo1iUvvLmAMtBu7AbS/u4bS5ecBqYkG6vv0RAi1XMBYHQuM4wJSEguM42h85g+ULj8v5TU4qKA/YA714Ni1FktQ+6U6a9Yszj77bD760Y9SXFx8wPsRwsjv9/N///d/PPnkk5hMJurqPiCRSGoBfjO4EkHOqPViiwXp7PNhNmvBdBWch9Q29jB6Qnf7i3v53senpQT5QQu6q5b/5bk2HtvQowfg/2PVNL2C/8unFesTKZUR2eEf0oPuKrvSWNWk2jYtrXTr52rsFKCC+6pDAGhdAtT26RNN4z6AlDb/KjlBdRk4Z05OyrkA+n7VeNMTHm5/cS/XfqSctXtitAQttAWtbN3dQW5uLgDJZBKr1cpFF13EjBkz+OpXv4rVeuC/H8SI433eISYPeS8eGZkudI4VnDMaaz1tFcQfaz1qY2WwUUNDAytWrODb3/427e3tdPiihKedSP7cU4HRVUegzSmbX3kYT3ktkNoRS80bM61B2tuwHqfbTVF3HaZoiPPPP5+zzjoLt9udMVimzlUFMNPP0XheanmZTPsxrrttfC7sey1zISaLsQLMY30eqEC8cQkQYyv8TEtgGDsAZKpgNwbEjYFv41Ikxs+joaEh/vGPf+Aa3MvF08PUFNpTLiqmVyWBNq8dHII/N5fxz02NfPayy/jiF7+oB4CMnU3SP+vU+Rq7gamxGhN/0pMa0qv+0z8zx+q2osaTnmwkHa4On8w7xGQg78Pxk17Br+5Ln/PtL0EzFovx3nvv8dJLL/H6668TDocJBAI4ps1iqHAmvpgFzJaMrfGVAwnkH+i2Y7X2N35vvE/Z1z73lTRAPIa1fzdZ3Q1YfW0AOJxOzjzjDD72sY+xbNmyjNdeMiUGy+8qMZWov/Vuu+021q5dS319PU888QTd3V2YTGZ6e3sZDPnJtSW5cnkxrkQQt20kHKqC9cbKetWuH7Sg/k3P7dXb6ae3x1f21UUASFmG1XhbPaZuGzvMQmrr//TuAunLX8HI3FkVixkr/43B/H3tLz1JwHh++V4HQXM2j9b5aAla6OnzU1paSllpKdXTp7No0SIWLFjAypUr9U5jsqTr4ZOA/wQ4Hid7yWSShoYGXnrpJV5+5RW6u7QAbjLLxVD+DIaKZpNw5h70ftUFQmOrfWBUBb+xrb1x0pQeNFePZ1qLKdO6opn2pQLmmbYztus3BtVVG/z07gJG6Ws2GVvkZ1rLydh5IFN1vnF86kLqWMc27jN/1kn69mN1GlDGOt5BSSax9jaR1bMTq68Vkgk9w/Tss8/mzDPPJCcn8y9IIfr6+mhsbKSpqYmmpia2bt1KY2Mja9euxW63k5VlpcBppiLbQm2BhSJnQs/kVO2V1MRHtbxXFe8APcEYA4MxLl1SoE96VGJATzAGaNX6j3/Qq7f9V5mU6v705AFjtwC1n199uopnNw9wz9tdnDs3R6/8X1zh0s9VVeerQPtjG3rIcVr1Sdvv3+rUj6kq+FUnAoC6lpCeYGBc8+mm5/amLDdgfLzEm6W3bjIG9Dv8Q9S1hKjIs+nJDelLCqiJsdq+JxhjZU0u/7fJx4ITKmkKWGnuCePz+cjOzmZ6dTXzFyygtraWGTNmMGPGDKqqqrDbR69vJVIdj/MOMTnJe3H8Zao0zbSWdqaLcemBK+NtFdxTQah9XTzdtGkTZWVlPPDAAzz44IPE43FiuZUMOKeRP+eUfVY/wdgXNMfq3GXsZFUwfR49z/+WArcNl8vFsmXLuOmmm3C5XBnHbKz2Mo5/f9LbeGeq6FVrd1911VWjXjchJgMVdN64cSMXXXQRoCWq3H///ZSVlekB97EC9ioIvXv3bqqrq/VW+OlLaaiLdMa17I0/H5m6CmT6XAF48sknefjhh3FZ4lxxQpBPn5iTUoWkLi4a26saK5He2RPlNf8MMJtZsWIll1122agKxUxLe6gqReWdd95JSQQyjlMlCTU0NKQsD2D8nDBuo14vlYCUnnihPn/VMcShk3mHmAzkfXjk7K/r0oG0mg+FQrz22ms8++yzrF27Fo/HAxYb0fwZDJg8JJx5uIqrDnhMY3UAOJjroZmel35bHWOsYrRRkknMwS6yuhuw9e4iMNCLx+Nh8eLFnH/++Zx55pn87ne/A1IDbgdS2a/uB/m9JSYnY7Jqptv33Xcfp5xyCj09Pdx6663k549U5yeD3XzulGJCfR18bmk22zrDowLm6RX0mYLrMHqeqhiD58Z9GtvoG6l9quC/qqQ3Pte4baalBtQ4jUkFxgIz4z7Tux2kj1Ft848PB3A4nby6K07cU8qegJXm5mYcDgezZ8+mpKSEc845hxNOOIFXXnlFT8A3JtyLwycB/wlwPEz2kskk7e3t1NfXU19fz3vvv8/e1lbtMaudobzpxPJriHtLwGTez97Glr4+fXrFf3rrfWOVfHonACAlcWCsVv7GlkzGhAPVIUBRrfMDrTtS1rFPPw7A7hcfoPrjn0up6Dd2I0iv6gdSugxkCv4bn6s6FaR3FTCea/pz05Mg0rc1vtZjZb2O1XnhkMUiZPXtwtrTiNWvZaFaLBYWL17MwoULWbRoEfPmzcPpdB7eccSUEwqF9KC++mrcuZP+gYGU7eyWJLXZQ7S17KHYGefi+W5+/fJeLl1SADBqPXt1e2mlOyWT07iWkXHb9PWRZhTY9Up4FVBXmaAq0K6SCAC+9/FpemV/a3+U57cMcPWKopT2+eqYbzcGWFHj0ffx/JYBfnZhhZ5QoALtant1Dhf+dwNfP7OE1v4o977TxfLpHj0Af+F/N/Avi/P0czJW5te1hPjZhRV6q3+1RMCKGV69K8HtL2pt8XKcWjZ4gVv7d2mlO+UcVEeExu6wnjyxtNLNYxt6WDHDq7+ObzcFSVgddA5aKCirojWYmmVuNpv1teRqamr0RIBp06ZhsVjG5b11LDge5h1iapD34vjLtN71WK320wNKxoAeMGptbuPFEGNlu9pXSUkJt99+O62trTQ0bCcYDFBYNZM+Zzm2E04Bkynjslrpc0w1ZzXOIcdqm2pchkqfk777LK7kINNsYUyxML29fXzykxdTWVnJiSeeiMvlSjmH9CCbMUipApDG1v/GdWCVTOufr169GkBfhmb16tXcdttt0ppbTCrGDiCAXk0Oo5fsSP9sMTJeJDVWzavPHXU/MKpaPT1Ak175/utf/5rBwUHi8TgvvfQSWWZY6drFNE9C237rAF8+LbXbW/rFTGMHgHfas/j9P33Mnj2bs846iwsuuIBdu3ZlTP5J//xUY1cB//TXQDEmM6jlDdKXQ/j2t7+dkgSRvi/1WPpnsTh0Mu8Qk4G8D8ff/uZW6QlcmZIvMwWoW1tbWbNmDWvWPEdXVyeBQABXYQXR4jkMFc4ES9Y+x5W+jOtY24xZeZ92X6ZrrPvrFABp17bzS7Ugf+dWzGHt+pjdbueyyy5j1apV9Pb2jgrop78u6Yx/Uxhf2/TlgWT+KyYj4/wuvdOUeqy7u5v+/n7uu+8+gsEA0egQgUCAmiIn5dZ+5ucNEYuEqCkcXTGvqGC6uj+9Il7db1wKVRVUqX2qgP4f13bR4R/SOwcY9//HtV0pz1OMz09v758pscA4nvRzMW5v7EqwtSNMIgn/3DOEI7eEl5pitPQO4nK5KMjPp39ggP/3//4fPT09LF++fFRXQvW3A4wkJkuF/+GTgP8EOBYne4lEgl27dlFfX8/GjRup27hRr+IHSFpsxHIqGSqoIZ49DczjG4hJr1BXbUABPQifqV09kBKoT6+OT2/dP1b1v5J+UdIYCFf7MLboV0FzY5Df+Hw1JvVYemA+vcopffkCI2Nr1PTkg+5Nb2Hz5KV0Jhirej9TAoSxw0A64+t72AF/A1M0pFX+9zbqLf9BCwDOmjWLRYsWsXDhQhYuXKi3CBdT39DQEM3NzSNB/eHq/fb29pTtTECxM06lJ0aFO06FJ06FO0aJM4HFDDc9t1cPQqevZb+00s0LWwcYGIyxYoaXt5v8/OnKmowZk+nV8qr9vmqbf86cHD3gDtDYPTJhynFa9e4AqosAoE/iVEW/sUpeJQsA+nPUxE61jlLnAfB2Y4B/WZynB+5V0gGgB9evXVnE2XduZXGFS+9koDoQGLsAqI4F6pzUWNM7C6ixqXb/xueocajXHLTlEn78dAuLK1w0dofxhxNcvaJI34ca8/nzcgjFTLQGLewJWGgJWmgJWGkJWgkMmVL+/202G9XV1SlJADU1NRQWFmIypW57PDgW5x1iapL34vg6kKom4x/T+2pfbQzEwegA3AcffMBbb71Fa2sr+fn5bN26lQ8++ACPx0NzczO2vDLi3hKyT7qYUHdrSret6ECPPvcdi0rIteUU6PepuXL6UlPp81M9sTS/BN+6vxHas4WZ0ysAGBwcZPny5cyZM4fZs2czZ84cent72bFjx6iqZWBUcC69kvdAWpinXzCSVqdiMkkP6Ke38jd+Hlx99dVcf/31KZXrQEpL/EyV68b71PaZ2t9DavKMuq+7u5sHH/wLgUCQJeV2aswtLJtm482dfn1erpa1AvT5d3rirXqsqSdCzOLm1pe78eQVUXvCCdx8yy3Mnz9fT+QxVt2r81KBeWMQH9AD9+kV/w0NDTz11FMp3RPU62pMOErvmjLWa/HUU09xzz33jMv/+/FK5h1iMpD34fhLX8ZqX9scing8zoYNG1izZg1//etftWpfi41o0SyixfNI2j0p2x9MEH+sSv10B9opdawkAFPEz9C2N8iL9UI8SpbNxplnnMH555/PkiVLMJtHiu/SO4YZZXodJZlVTFXpHeCMMt33xBNP8IlPfIJHHnmEPXv28Nxzz2GxWOjs7GR2ZSHLiiKcXBQlEQ4wv2x0NXymILm6P1PgX0lv22+87mvcVi0nkOkY6fvNFPQ33g/ss6Lf+NiHbWFMdg/PNMRpieeybU83ADNmzKC2tpZLL71U775nfH3TA/wH0j1EHDwJ+E+AY2GyF4lEaGhoYNOmTWzcuJH6+k0EAn798WSWi5inhLhX+0o48w6rkn8sxqB0eoW9MWieXk1k7AzQvu45ooE+AAoXnKZvq/5VFfHGiiIVIE+vcFdjSk8sMO7TuHapcZKnAvvp2Zvqueo8jBc/jedmrI5KD8CndytI384Y/De+jumV+8ZkhbGSH9T5G5MQxspOHTexKJZAh/bl78Aa7IJkQn+4qrqaxcMJAPPmzaO8vPy4DPpNJdFolJaWFpqbm/UAf2NjIy0tLcTj8ZRt8+wJKtyx4aC+FuSf5opj20dekZp0qQB6a39UD9Kr4Dowal36upYQPcEYl59UoK9pv7l9kIHBmN6uXwXALzkxn9tf3JvyfBipdl9a6daPf8/bXYSiCVbUeKhrCaW07a/Is42qlFfP3dw+SIHbqicdqOUGLjkxX6/MV9X+D63vYXGFS08yUOcGpHQbKM+18diGHmoKHfrx1LHVtqqyH9ATAtITH37/ViegBfvVsV7YOqDfp87d+BqXeLO4950uvnhqUUoCxfNbBvjrNbUZ/y+TSRiImmgJWmkJWNgTtNAasNIashCJp/6cez0eZgwnAVRXV1NdXU1VVdUxnwhwLMw7xLFB3ovjx1g9DqnVtup7JdM26WvWq31t3bqVTZs2MXPmTDo6Oti0aRMOh4PtO3awc8cOAAKBAPMWLGIgkUU8u4JAzEwyy54yx1XSl8WCzEs+GeePinGeP9YyWWruqubk6rYpPEB05zqs/jbCvXtxOZ16ckJubi7z58+nurqakpISIpEI+fn5fPGLX2Tz5s368dODcKozgDFomX5Rwrg+enrVtFzAEJOBWiMeRrp6VFdXs3v37pRW/0BK6/7bbrstpctFepJAOmObf2OLemM3APWzcv/99/PII4+wadMmvve97+Hz+bBb4NyKQU4piTKv1JGyfulNz+1NSWJVFVHGTlyAPi9X65EWe2y83WmnIZSDx+slNzeXq6++mgsuuIAtW7akBPbV2NS5GDsAqNfu6quvpqioSF8Owbj8AaAH/9MD+cbkifvvv58nn3xSf456zY2vo3x2HDqZd4jJQN6Hk0emRM70x9Pn0BUVFTz99NM88cQTNDc34/F6GcqtJloyn4SnGMa4jnCwbfz39bxMCQMZ959MYgl0ktXxIVl9u4EkBYWFfPpTn+LCCy9kz549+vkfiv0lWsh8V0wVmRK4jY+NtTzI7Nmzef/993nkkUfYuXMH27fvoLi4mGTYz1kzsigxD1CTE2NeaeZg/r4C+5keNwbajcbqEpDe3j89cG+UfmxFdciCkS4CWzvCzCp2sLkvi3c6bLzfbae9L0goFKKkuJgLLryQM844gyVLlpCVlZUxuJ/+eqcXIaR33hOHTgL+E2CqTfZisRi7d+9my5YtbN26VV8DO5EYCagmHDkjAX5PCUm7d8xJz3gytuk3BriNFxKNFwGNjxmD5u3vriF35hIgc8A8fZ+Z1iFN7wSgnqOkB9aNwXelf/sGai74UsbW+sZAfXoSgTFQn16BH2jdobfwV+eZHnTP1PbJKD1gP1Z26lhLIxzwmlLjJRHDEuzG4h9OAgh0YopH9Yc9Hi9z585hzpyRr4KCgn3sUBwpPp+P3bt364F99dXWtpdEIvVXjsuaNAT2Y1R64pS743iyDv5X03eeaOacOTm8vyeoB9ifrOvTW+SrdvnGSnRjIP/NnX49gN7QEebrZ5bo+/rZhRX8+OkWzp2bk9LqXgXX736tQ98e0IPzKoj//JYBzp2bo7f5ryl00NgdJsdp5cunFevV8CXerJSAv0pgUEF/FZRXAXlj54Icp5VffbqK7zzRzJdPK05JDlDnq6r8AW5/cS85TqvehaA818bdr3Uwq8RBgduqdxJQiRLGBAfj2I37+vJpxfz+rU7OmZOjPyd9aQRV5f8fq6Yd9P9xIgldg2a9E8CeoIXWoIW2kJW0txZOp4OqKi34r5IAqqqqKC8vJytr3237poKpNu8Qxy55L44PY9DJ2Bb6hRde4O9//zvf+MY3RlXaKvPnz+ef//wnRUVF3HnnnfT392OxWEgkEtTV1TE0NERhYSGbN2+msLCQ4uJiMJnxxSwEYibyZi8nEB7CUTGX3u3vp8yb0wPv+0p+TU9qNVL7MXbCyp4+T39uw+N3ULjwdPJnnUTzKw8D6HPd9H22v7uG0pPOwb9jHRW18wnvbSDSvQdTVPs95XK59ESA4uJiOjs7OfvsswG48MILGRwcJC8vj56eHhYtWqRfuDB2Qmhra6OsrCylNTqkXryQixZiMjC2rAf0IDWkBuiN3xtbzSsqYG9cGkNRPxPGpTFmzZrFD3/4Q6666io9YSaZTLJ+/XoWLlzIL3/5S4aGhmhvb6eqqoqVVTayBppYNcczam3R9PVQn908oLf4VwH+a1cW6V2vjFX/b+70c+3KIm55qYcBzwls69CSfdva2lixYgWf//zn2bBhA5dccgkmkynjRcf0BCr1ehiTqIxJAekdP4yJDsbP6bKyMr2zgEogUIld4tDJvENMBvI+PLLGc561r3b2Q0NDvPrqqzz66KP653yHL0z20guI5VYd8Wvg+0wgSCax9u/GtncjlpBWaTt79mz+9V//lcLCQk488cR97vtQq/il+l9MJfurKE+f4xmXdcu0LNWcOXOor6/nkUce4b333mNoSOu0mjXk54KZFj5SFqHImRjVLdYYZFfB9bESAtR9ilqy6tqVRSmPpwf4M91nDOTvKxEg/bkdITNvtNt5s91Bc3cIj8dDUVEhZ5xxJmVlZcycOROLxTIqGci4jJhxmar0LgvpXa8k4H/4JOA/ASbzZC+ZTNLW1pYS3G9oaCASiYxsZLYScxeScBcSdxcT95aQzJqYNdMzVRCNFeA3BvHTK9eNFya7N72Fp1yrJFVB6sZn/kDNBV8CRoLaaskAVYmUvgZpetW+sW2/sZLJ2O7eeD6qiwAwZucCNWZjIoHx3Iz7T3/uWNVV6txCnc2ULj8vY9UUjCyjkKlLgFpqIBro07sj7K+V6xGVTGAe7NMSAIJdWILd+tpVSlFRcUoSwOzZs3G73WPsUByMeDxOZ2cnzc3NqcH93bvpHxgYtX2OLcE0V5wyd5xprjilLq1yP8+eGLe/oYwTHRXsVq3l/3pNLZ/50w4q8mz6xUPjWvUFbisvb/Nx+UkFesXQ201+/OEEiytcgBYsVwkFPcEYA4Naa3u1tr0xcK4q5lVFvQrKA6yY4eXed7qYXeKgwxdjRY1Hb3uvKv8bu8N6MkFrf5Qn6/ooybbqQXXV0lQlA6gxtPRF9db5Kmnhha0DtPRF+dmFFXq1vrF9v+oWoJIR1LIEK2Z4eX7LAF6HmRynlXPm5OjV/KoLQkNHWB8XoCcWPPthP3+8skZv9a+eo479/JYBfnZhxT4npAdjKAFtQQt7QxbaQpaU20OJ1DeY2WymvHyangxg/PJ6veMynqNhMs87xPFF3ovjI1OG/OrVq7n11lsJBAJ0dXXx17/+FbfbzZYtW6ivr2f69OkAvP766xQVFdHe3o7NZqOqqgqA5uZm8krK6en3M23+cgKDEQYHIyRsTnLnn0GoZ68WPF9+HsCoAH77uucA9CA/kDJfteUUpLTsV3NQNe82ztFVh630+wOtO/T7fLu0SvxMS2MZxxZo1boSFC44TZ/Tly4/D1d+KebBPvq3/ZPC0gp2rXsBcyxCdDCA1+XE4XDg8/n092lxcTE+v58TFy8GtLlNLBZjxowZLFiwgJUrV9LR0cHJJ5+sr42ugneABO3EpPDEE0/olfxFRUVcddVV+ntUBZyNnSxU8Fl1APj2t7/Nr3/9ax588EHuueceXnjhBQA2btzI9ddfzy9/+UvuueceVq9ePWp/u3fvxuv18oc//AGLxYItK4vNW7bg8XgoyM9nmjvOCdkx3Ak/xMJ0Bob0ZFh1IVQF/QF9aS0V4FcXUVUCqTEJVSXGqueAlhg6ZHYQNrl4e2c/gzETHo+H/Px8urq6+PrXv05+fj6XXnop99xzj/6aGBMa7r//frq6urj++uv1+43LAKhqf2PXABipasq0HILx9c+0PrI4ODLvEJOBvA+Pjv0FmscrEJ1MJqmvr+exxx7jjTfeJJlMEPOUEKk8Wav4Zz9V+AfgYLqjmv0dOFrWaYVOJjNnnPERLr30UhYsWKB3MRyP3yUHsoyCEMeCsRJ/0gPXRolEgi1btrBmzRpefuklgqEQAMWmfj41x8JJxVHshi60mYLz6RX6RmMF9YGM3xv3aWzfv799gpZM+7HZObzbaefJrTGa/Nq1W6fTyYoVK/jCF77A3LlzMZvNoz4PxvqsGSv4n+l58hlz+CTgPwEm02QvmUyyZ88e3n33XdavX8/mzZvx+XwjG5jMxJ15xN2FxN1FJNxFJJw5R6Q9/6FQF+0gda37dJnaiaZXrRsr6I3V/+qCorGVvboP0APuxkC+usioWpOmX4g0jqfl9ccpXHh6ytjSOwmoZQXSq/ph5AKozZOnX0RNvyCaPX1eysVWdT7G81WB/N6G9XpXAN+uzYQ6m3EVV6W06FeB/+ZXHtYrqtR5GRMr0i/4Gu+bcLEollA3lmAX5kA31lAXpmhIf9hkMlFVVcWiRYtYvnw5S5culQSA/Ugmk7S2trJt2zY9qL97925aWlqIRqMp25pNUOKMU+bSvqYZgvvuQ6jYPxQqqK/WiQdYXOFiaaWbm9a0cv78XBq7tQmTqm5/fssAiytc/MeqaXrlkDGIrqhgNsDL23xML7DhDyfwOsxs6wiT67RSkm1lW0eY5dM9FLitLK10c/drHXpQXLXCz1Th73WYqSl06IkFAL94sY3LTyrg9292sLDcRYcvxtfPLEnZhz+c4OoVRXoF/rMf9rN8ukcfs6rwV+d16ZKClCSCmkJHSmcBtb1KalBjUgkLNYUO6lpC+njVa6Hur8jTLsYODMbwhxP0BGN89+Nl3PN2l56MoM4vU6up8ZRIQk/YTFtoOAHAkAjgi47+nZeXl5eSADBjxgzmzp07KT8nJtO8Qxzf5L146MLhMD09PXR3d7Nu3Tr+/Oc/M2vWLNavX8+8efNobm7G5/Ph9/uJRqNkZ2cTDodxOByEw2Gi0Sje/CKw2rHnFBOKRPD19eCdVoutqJpQIICjcJoewFeV82o+aQzs+5q3ULjwdKIDPXpyZ7ivg+76N8mumkvfjveZe/kNNL/ycMb5qZq3AilzUzWnNiYGAHTXv0nFGZfoc1m1L5snj2igj6qPXqYn3hrHpOarKgnWllOgj1HNbwF9e5VkEO1tx+Fy0b/zfcpnLaZrex05Obm4HFb27NhCdUW5Prbe3l4CgQCFhYUADA4O6p1i4vE42dnZzJo1i2XLllFQUEBhYSH5+fnHRPcYMfWkB5mBlLXpAb2F/6mnnspTTz2lB7NhpM39O++8w7p16zj55JP1ADegbwfa8lw7duzg1FNP5be//S2JRJxIJIrL5aK5uZkTphVgCvcxq9CCeShMlpWU5a4AfR6ogv6qm1WHf0gP6qslrtR2Hf6hlGWoVCctlbSa/ly1/V/e62XViVWsbx3ig5YQTk8O4XCYQCDA6aefzrx583jttddwuVxcffXVXHbZZaxevZqrrrpqVKePd955R38dTj311JSlEYwBfvV6Pfjgg6xbt47Vq1cDWvKFMtaFZXFgZN4hJgN5H06cQ0kCONBg06ZNm8jJyeEPf/gDr7/+OgBDedOJVJxE0qH9P6d3hh1PpvAA9pb1ZPXtJhAIcOGFF3LttddSUVEx7seSAJyY6g53GQrjdsbgtApgGx8Ph8O88cYb3H///bz33nsUFxfjsCY5tTjCmWURTsiJ6fvdX9t9o0zBfiNj8D5T8D/T8YyJAdPz7VidHl7fa+efnXbCcRMmk4nKykq+8IUvcPrpp2O328d8fSDzcikH8trLZ8z4koD/BJjoyV4gEGDDhg28++67vPvuu3R0jLSdT9izibuLiHuGA/yufDBb97G3iRfq2qO3qk9vJa+qjRRj0N5Yyd+/fYNW7WPoEqAuKBoD64oK5BsD2elJAOmM7fWNyQlqv+nJAUbGNVGNQXRjVb1irL4yJiuoc1T3+5q3UHHGJRn3obYJdTaTO3MJ3fVvMuuSb43qYmBMZDAmJagLxer1VeetHpusTNGQlgAw3AXAEuzWlwKwWCzMnz+fk08+meXLlzNz5kzM5smR+DJREokEu3btoq6ujo0bN7Kxro6e3t6UbZzWJGWumBbUHw7sl7niFDsTWCfw5fvOE80AvLsrwOwSB9/7+DR+/HQLAOfOzUlp1z+rxEFDR5gVNR7ebgwwOJTgY7OzU5IBjMFvFchu6AjTPxjTg/uqQ8ArDT7+6+JKfvFiG4srXHqgXF18vPu1Djr9URaWu/TA+NUrirjn7S4WV7j0C5agVd03dofp8MUYHErgD8fwOqzc/dnp/PjpFnqCsZQA++IKFy9v8+mdCIzHfrvJz66eqH7e6nxX1HhYWulOWRZAeXdXgOXTPdS1hLj8pALufr2DfJeVxRUu6lpC+MMxFpa7+N7HtZb8t7+4V++E8PI2LbnsY7Oz9YQLr8NMhy/GvyzO05c2UOd5KG39x0tgyKR3A1AJAXuDFrrClpTlAcxmE7W1M1m0aBGLFy9m4cKF5ObmTti4lYmedwihyHtxtEQiwcDAAN3d3XR1daV8dXd3a189PQQDAf05geHboZBKVDSxp3UvVpud7OJy7DmFOPJKGRwM4etuJyuniGB3J5hMKUFuT3kt/ds3YHV59cB++7trqLngS/p8WG2nAumxkF/fhy2nICXpVAX01bb+5i0AeKvmAhBsbyKvdimgzZVbXn+c7OHHVLC/7e2nKJi3Up9Ld296SzvW8DFU4N6YPGAcUzTQR7i3Xd+vmsuqMalEg1BnM1aXV9+3Os+O914gr3YpXRtfpfwjl+gdAtQxfM1bcOQVYXe6GfJ1EQv2M+vUc9j17ovYs6z0tO0m2+thZs0M/f+qubmZefNS/zbIzc2lsLBQ/yoqKtL/Vbc9Ho9emSXEePn1r3+tV6jDSPWS6kwBpFTmq+C/ClBv3LiRf//3f+e6666jtraW9vZ2ioqKqKuro7i4mEAgoAf329vbiUQiuN1u3I4sXKYwebYk0/PNdPQP6t2rVAX+C1sHmFfq5NqVRfxxbRegdcNSSzwZA/kl3qyUuSKgB+8f29DDpUsK9ID/7S/u5Xsfn8bv3+pMSWxVCb3qGKB1mVpZ46U9ZOat5hgBk4cmfxa+gPZ5qzp/uJxOzBYL5eXlescPh8NBJBKhoqKClpYWbr31Vj0ZoKuri6KiIj2Y/+CDD3LFFVdQXV2tj//mm29mwYIF9PX1ceaZZ7Jx40buueeeI/VWOC7IvENMBvI+nHoOtiL+ww8/5Le//S0ffvghmMxEi+YQKV9CqK9zXIL9KZ0CYhHsre9j69oGyQQLFy7kq1/96qi55oGSQJs4Hhk75hnXkzfed6j7NQaxCwoKeO6553jooYfo6enB4/EwO2eIi6YPkjXk17vY7isgrx7fV3KA6mKbvmSAUXpHAGVLe5iGASuvtNppDmgxwJkzazn//E+watUqSkpG4kUHGsxXDvazVD6PxocE/CfAREz2mpqaePPNN1m3bh2bNm0ikUgAkLTaiWWXE8spJ55dTtLmOirjGS8qcG+8CAikXBBUFenqPlXJnl7Fr6rgjZXuQEqVkTH4ryqExnrMkV+KzZOXUq1kHJu6bazYN7bZV2NSyQzp0qv3jRdGPeW1etBdVSwZL8amt+JXLfxdxVX6+IxJC+ljMXZEMF7oTT+XTOc2pSQTmIM9WH2tWAZasAa6AO1jMCcnl5NPPonly5dz+umn43JNrZ+dQxGLxdi+fbsW3B8O8PsNAYg8e4I5uUPU5sQod8eY5oqTY0se6aXMDsk1f2nUg+QFbiuhaIL+wVhK6/xnP+wnGE0ws0irWv/Y7Gz+VtdLsVerOhocSuiV+3sHovSEEpxQoD3W6Y/y5dNL9Db39a0hhhLgtpn1ivqBwRgdvhgl2VZ9H0DKGB5Y18sJBTYGhxJEYgnsw1kSzizt3919UarzbMwqcfBKgxZAz3dZ+e7Hy7j7tQ49WH/3ax3MKtGC/mo/6rxdNrMeaFfdBRo6wvpro6rw390V0Me3rSPM7OFJYo7TSkufNnavQxtXhy9Gpz+KPwqfOzmfupYQu3rCFHtt+vEAvduBGhtonQa8DjNrm0IsLHPoY/zrNbVH6u1wyIYS0DmoBf+bAxYa+rPY4ctiKDGyTXV1tZ4AsGjRIm097KNMLjKJyeJ4ey8mk0n8fj/t7e20t7fT0dGREthXt2Ox2Nj7sDpIZLlI2lz6v917m+ls3EzSZMbq8lKy/CKanv0TWZ48sqvmEg30AaQEwgG6Nr5K0aKzAPTgvZGruIpooI9gexMWm5OhQB9mm4OSZefo8z3fcBBfzYH7t2/QnxcL+YmFgzjySwm2N+n7rf745+je9Bbh3nbi0UHs2YV6om3zKw8T7m2ncOHp7Hr+HqadcjGhzmZi4aB+DGNQv2fzWj2BQI1HnbPapm/H++TVLsWWU0DHey9gzy7E37IVZ2ElhQtPZ88rD5E362T8zVsw2xy4S2dQ9dHLaF/3HH073sddOiMlGUIlCfiatzAU6MNZWIHV5dXPN7tqLh3vP4+zsJJIfwc5NYshmSTUvgO7O5uBPds4+V//f5iiIcxDIUxDoZHb8dQOSEYOh0NPADAmApSUlFBaWkpJSclxMf8U4+eJJ57gqaeeYtOmTdxwww089dRT9PVpnxezZs2irKyMXbt24Xa7WbNmDUuWLGH9+vUsWLCArVu34na7icdi1G/aREVFRcqyF7t37yYvL4/oYJAVC6bTsredRCyK3ZrkpHI7F87z8OUHG/niqdqao9euLOI7TzTrSz+p6nu1jJZa9kot96QSV43LPj1Z16fP2f94ZQ1v7vTrFzvvfq2D/sEYf7yyhttf3Kt3u7p0SYE+R+4JxvjyacW8udNPh19bd1Ul0qq56UvXzeHqPzcSiJmZVphLY1eIbK+Hlt4Q0Tj4QxEcDofe5aOlpUXvrHLiiYsZHAzrSQH19fWUlJSwcuVKmpubaWpq4vOf/zygLYuwaNEiXnvtNQAGBgaYPn26BPwP0/E27xCTk7wPjw/JZJI333yT//mf/6GlpYWkzUOo5kwS3tFdaMeyvyUALP524nVPYRoaZO7cuXzlK1/htNNO48MPP5ywIJkE6MRUcyTfs2N1DUkkEsRiMR5//HHeeustOjs7OeWEfC6eHsIZ9zOvdN9V/mNV5h8K9dzN7WGC5mye2u1kl99KIBDgvPPO45JLLsFisbBo0aIxz2lf9x/o45m2h0NPthAjJOA/AY72ZG/nzp18+ctfIR6PASZiniLiORXEsstJuAsmTXv+Q2FsFdq/fYN+0S29laex0l9V8BirztXFSmPw3hhEV7eN64caEwFUgFwF+wsXnp6yXXrFv6qGV7dVJbzxuN2b3tJblBq3V0F31d4UyJhQoM5T7VNdPLU63HqlE6QuSWBMjFBrsBqr+tOfo6hzNW6jLsCqMQFTL+CfLhbB6mvTgv++VsxRrS36kiVLUqpijhWRSIQtW7boAf5NmzYRDo+0DSpxxpmTO8Ts3CFm58YodCQmZXA/k7Pv3Io/rF1ALPbaKMm2srYpxMoZLvxhLVq7dyDK8ukeWvqihKIJSrK1TMcOX2pgpn8wpgfiQQtY17eFKXCZmV3iwB9OsKsnzPQCLXGgMxDDaobyHC2QrgL76tgVeTbqWkJ0BmLMLdGes9cXI5EAl01LGpiWY2NxhYvHNvTqFfUDgzHqW0P89MJK/SKnSlgAqG8Lc/68bJ7d7MNrA5t1ZHwVeTa92v/h93qZW+Jg70CUaEx7LRaWu9jVE9WTBAaHI9oq4UEF8wFKsq3Ut4bwOqw4s8wMDiXoDcVYWumivjXE9AItiL+zJ8q0bKv+eq2cMbIMwf/7u9Y9ZWmldt9kDfhnMpSAXX4rW/usbBvIomEgi3Bs5AejrKyURYsW60kAR6LlXjq5yCQmi2PxvagC+m1tbXpgX321tbUzOBjK/ESTmUSWk2SWm4TNRdLmJmFzk8wy3naC2TLqqaq7lZrXRXzdlCw7R5//qWC7u3QG/uYtOAsr9Dlyz+a1mG0O7NmFDHa34CzUPoPU42r+prYDsNicRPo7MFttlK24iF1r/kjuCcuI+LqxZxcS8XXjLp1BsL0Je3YhVpeXvoZ15M06mVjIz2B3CwXzVupB+cHuFrI8eQx27yFv1sna6zgcfM+rXaovGaCSa1XSqQr4OwsrKF1+Hi2vPw6A1eHG37IVW3YhFpvWAUfNxXu2vE3B3BV6EoPV4dZfN1dxFaHOZiK+bv24AJH+DooWnaV3AVAdA1RybPb0eex+8QH9NbZ58gh1NlNzwZdoePwOHPml+nkCetJExnlwfAjTUAhzNIQpGsQ8FMSkbkeDwwkCg2O+/7JzcigrLaV0jC+n07nP9684fiQSCW6++Wbee+89Kioq2LNnD6FQiObmZsLhMHl5eXR3d1NcXKwnKFVWVhIIBPB4PNrSFTluPNYkzqwEnT0DTMuzs7cnQCyW4MsfKWHNpm6ae6N6JynV+Up9r7pWqeWmAL1DFmjLYF1+UkFKi/7ntwzo81Q1Z51X6uTed7r4j/PKeWyD9ren6qT17q4AXzy1iLeb/HrXqA7/kB7cb+qJ6B0AVEt/1dFKLaHV0BHm62eWcNOaVn3ObeyodflJBfq43tzuY2aZm2jcREG2k+1tQboCUcoKcwjHTfQHwkRjCRKJBE6nE6vVSiwWIxaLMTQ0hMPh4IQTTsDj8fDOO+8wd+5cbDYbp556Kl6vl4suuojly5dLt49DdCzOO8TUI+/D44MKbsViMR588EHuvfdeEskkkWlLiZYtPLxr78kEtraN2Fs3YDab+Ld/+zcuu+wyrNbJ3ZFXiKlE/QwfSKv5w0ka2LlzJw888ABPP/00yWSSOSUOFnt6+Nd5VszjNN0bq5ofIJ6Af3bauL8+SciSTSgY5KKLL+bKK6+kpqZG325/576v1+BQlkoQ40cC/hPgaE/2/vd//5f777+fSMVJRItmgzXzehtTkWobHx3ooWfzWgrmrdQfU4F+deFTVesAKWuHwkj7z4ozLtED6qqaSFEXA1UygapKAvR9pQf2jW3+gVHrjqavW6ouZqpg+5aHbtbHbWxFqi44qouyoc5mSpefl5K8YByP2q8aO6AnFDQ+84eU1qyq9b9KErC6vHpHABXYVxVPgN5BQFVnGc/H2BnA6vLqr9sxIZnEHO7H0fQmlmAXjz32mF7Zcay45ppr2LlzJwAmoMITY3buEHNyY8zKGSLXPnV/JSy5ZRPlOTZW1Hj4W10vgzEIRUCF8vOdkGXWgrf5Lit7fTGmZVvxh2MUe23s7IkSHYICw3LtNquZYDRBlhkGY1Ds0YLZeweidPgSeBxakL8k28quHq2irzMQw2kFr8NKbyhGvstKS3+MHId2XySWYFqOTe9AYLeaicQSdAUSFHm0Pxin5dj07gB2qxl/OMZgDHIcZs6fn0tdS4i9A1Gm5dhY1xzGY4dYAmIxcNhgebUWzG/siVGeo+1zIJygOs/Gh+1Ragq0sQXCEE1qr00soT2vwxdjd19UTxDoCiRw2SAUhZzheaXXoZ1TkcesJ0b0hmJ6wkOnP0pPEJZVaYkA2zqizC7Ruhqo5IiHrq495OzViZZIQnPAwrb+LLb1W9k2YMMfHZnFX3/99Vx00UVHdAxykUlMFlPxvZhIJOju7qa1tZW9e/fqX62trbTu3ZvSat8oabWTsHlI2Dwk7R4Sdo8WyM9yk7S5SWY5DvnCX6hrDy2vP048qgWCVQv6nJrFDDTW4S6twery0l3/KtNWfIq9bzyKp3oB8eigXrmfiEUxW21kefKIRwdJRMMkYlFyahbrlfiQWp0PEOxowmp3YbbaKJi3kr4d72OxOfWqfpVkkIhFseeW6McELQjf+sbj2HNLiPRriaMqsN7f9AEAdm+hXkGvkgBUEsFAYx1WVzbuUq1dvr95iz5+NV9W+1fdAbrr32Swew+27EIS0bC+PxX0V/Pc+j/dgNmq/V5S2wTbG7G6svXxg5ZcMNjdgtnmoPrjn8O3azM9m9cSDfZTMHcFsZCfiK+bRDSc0olAdRA7JIk4pqFBzNEgpuEvc9SPORLAFAlgiQYgkblLRF5+PuXTplFeXk5ZWRnThm9PmzaN3NxcCSJOMUNDQwQCAfx+P36/n0AgoH+/7/t9BIMhkskkGzduxOVyEQqFsFqtFBYW4vP5GAoHITHEqbPLWL+1hYpCJ75AmKpcO819g1hNSbr8UT65OJ+eYIy6lpCe+KmSQZ1ZZr1b1MCg9p5UCaMAiytcvN0YoNMf5fTabD2Ir6r4PzY7m5e3+ShwWzl3bo4eqDe24YeR7lJqCan6tjCfO1kbV0NHmE5/lMEYfPMsrduW8dgum5lQNDFqDNu7wnx0VrZ+Xh2+GP2DMc6fn8uzH/brS3QZk3PVPB+0+ThAKJpgVolDTxieVeJgT2+Uxp4IpbkObQ6eMOF2OdjZ7sfpsDOUgHjSRGFhIU1NTZjNZsxmMzNnzgSgtLQUj8eD1+vVvzwej36f8bH0+z0eDxbL6MSx48VUnHeIY4+8D49P9fX1/OxnP9O6eXnLCNecud+uupkq/E3REI7GV7H62ykuKeEnP/4x8+fPP6QxSXBNiMwOt1r9QH620rd54YUXeP/993n++eeJx+OUu+NcOyfACTmpf9ftq5r/YB/bPmDlT1s87A1ZsFotnHvuKq644orDLkQ62OSAg10aQBwcCfhPgKM92fvSl77E9u3bGaw5i1hO+TEV8A91aVWgKtBduvw8PWCvAuSFC07T17U3BuBVQNpYpW+sjlft+FXgG0hp62nsIqCe52veklJBb2wzqoLdxsof4z7VMXJnLtFb4KevG6patCqqU4GqPFJtTwsXnJayLqq630hduFUXO1W3AxWwV89T1f47//5bihadpZ+T8TG1ZICqyFLtU42vedfGVznh4q8dcwF/W+sHZPU18d3vfpcLL7xwokc1ru644w6efPJJ3NYEPz5pgDJXYv9PmiKW37YJr8PKrp4YZhPMLrFR3x7FDNgs6AF3gF09MRJATYGVzkCMaAxicS3Y36U1eaDIrQX5nVYYCGuV+L5BLYEg2w7hqBb4TQBWk3bbZQerWQueByKQ64TAcAOFPJe27yK3tj+zWQvQgxakjyUgPKQ97o+Cw6pVw7++PURJtlkP/PcEtXF2BMGKdnwzYMuCEwpsetv9adlaNX7/YIy2gYQ+bl8EKnPM9IQSTMu20twbw+OA3kEoGU526AtpYwpERsZrs2qvRUdQ264nqL0W6nbZ8D6tZphb4mB7Vxi3zcyegQTm4dfIagWvbSR54qXr5hyV98aRlkzCU7udPNbowuGw8+tf38HcuXOP6DHlIpOYLCbrezEWi9He3q4F8dO+2traMrfcN1uJ270k7F6Sdi8Ju4eEzasF920eGA4eHwm9DetpfeNxrK5sor5uvBVzUgLYsZCf3JlL6N++gYivm1jIh9lqw1s1N6Xtfcmyc1La1hur/1UiaesbjzM06MPuLcRbNZe+hnV4K+akHKfjvRf0Y4AWMLfYnMSjg3oygvH4sXBQb+2vxhL1dVOy9Fx8zVsY7N6D2WojFglRMHcFPVvexl0yI6XyPuLrJtzXjiOvlHBfO2UnfwJA7wCguheoBFkAR36pnjQQC/ko/8gl+vx4oLEOe26J3gFgKNBH2YqL6HjvBao//jlaXn8cR34p4d52hgJ9eKvmpiQcgJZ40fH+83gr5ujduFRibs0FXzpi7weSSUyxMKZIAHM0MPyvH3PEjznsxxwNQHL0HM7hdOrJAOlfhYWFmM1TtwvcZJVMJgmHw6OC8saA/Zj3+/2EI5GDOp7LmsRlTeCyJnFbk+zt6GT91hbmVXh5b2c3XrsVt91MbyBCXwiWVDrY0hEmxzHSTepvdb0MhKHIo923pSPM8moXa5tCTBvufhWJJQhGE7htWveotU0hfW6qAuegBcV7gjGcWWZcNjP1bWFOKLDp1fX1rSFOr83mlQYfsYQ2T55Z5ODqFUXctKaV2SUOcpxWXmnwMbPIkRJcr28L47COJOyGY9o8cnqBg109YYYS2vw5x2HWE1s7/VFsVjO5zpEKyZ09UU4o0BJ0O3wx/fv+wVjK+FW3q4/Nzubet3tZUunQE3SjsQTFXhu7+6KEo1CVP5I0rJa2enNniIpcLakYoMBpxh9NkEiCzWoh122nPxTj86uWERwyEYyZCMXMBGMmIvGDS9Rxu1xa8N+QFJApQcD4mLrfbp/a144m67xDHF/kfXhsOpC1qX0+H7fffjtvvPEGSbuH4JwLSNrcGbfNGOyPBHBvfQZTNMiZZ57Jd7/7Xbxe72GP/VCCa+nPUecvgTpxrEuv+IfxbTvf3t7OX/7yF55++mkgyXmVgyxw9bJw2vgVPUXi8Fiji+f3OMFk4qKLLuLKK6+kpCR1yZFM3Q0OJZnhULcR40MC/hPgqAf8v/xltjc06N/HnXnEvSXEPaXEvSVjTjamAlV1bvPk6UH13S8+gLt0BrGQn9Ll5+nt8FUAXbUbHexuoWyFVlXpyCvRL+TFQn6sLi/B9iZKlp1Dx3svULLsHICUte5VW1LV6lNVt6vAfeny8wD0/ar9Kf3bN1BzwZeo/9MNKeupAvp+jW3yjeuZgtYyf9Yl36L5lYf1dq3qgq1as1RdoDS2LwVS1kVViRIA25+4A2/FHILtjZR/5BI9CcKRV8LuFx9IuTCcXtFv7LBQevIq/f9GJVyoLgKHVeE0kZIJzMEeLIEOLP52rIFOTLGR9varV6/mE5/4xAQOcPwlEgnuvPNOnnzySaa54nx/yQB5U7iq32jGTzbpgf3B2EjFu9msBavDUa2aHUaC1LYsLbDuGwSzCTwO7bbVkhqQjya15wzGtIC5CpybAY995D7VUcBh0RIElla6eLEhRL4T+ge14LxtOPAdGhoJ2JfnmOnwJTCbIRzXKu5BC8KbgfmlWnX8Xp9WHW81a/vLdWrbMHzMcFz712zW9g/aMVzDYwRwZWmJBfNLbWxpj5I9fKzyHO0YO3piuLK05zuGX8+eIEw3dAWIJVPP2xcZOb7iytJev9hwUoR6/axmbcy/+2wl58/LOTJvhqPszTYbf9jqxeV0cetttx2VCa9cZBKTxUS/F8PhMNu3b2fbtm3s2bNHD+p3dHSQSIwOiCatDhJ2Lwl7NgmHCu5rt5NW7Y/liaCWe1LB66ivG0APNEcHeuja+Cru0hp9ztqz5W0ceaVYbE6CHU3Y3LkUzFuZEuQH8LdspfKjl9O/fYN+vGB7I/bcEj3QrZJWY+Egkf4O3KU1RIbHkFe7lJ7Na/FWzdWTS4cCfWR58oj0d2DPLdHvU/vq3/kenvI5+r4AfVkAZ2Gl3iUg0t+hV/gbly1Qia8qWUC9DnteeYiSpecSDfTRXf8qWe48fazGZAPV9SDS14azZAaDHU1keQsoWnRWyjIEzsIKgu2Nw8etwd+yFavDo79OatkC1ZlALSHgKq6a2PlvMqF1BYhoSQCmsE+/bY74McWjo56SlZWldwMoLy+nurqa2bNnM2PGjOO+fWwikSAYDB5AVX3a/T4fgWCAWCy+/4MMs5hGgvburJHAvTsrOXx7+L4xvk9vC3rNXxp5d7e2zEh4+L/9++eW8P9/tYNij5bYClrSpupyBVry612freQ7T+zRl2Pa0hHWE11VoqxKHlUB9e1dUWzDb5cch5aQWuC24nWYeXd3iBzHSFJpbyhGOAYFLq1jVnmOFmSfXeKgwxejdSBKvksLnKtk15lFWoJCsUc7SIHbyvauMOU5I0mtsZiWyFDfFiYW0+bpC0ttzCpx0NARZnAoQSSW0JNlvQ7tGANhiMa1OWw0ps3VPzpLS0bIMmudvexWM829MarytSTiuaVa0tPuvig5DrPekSvXadUTB1oHomSZ0ZMogtEEsYSW3OrMMuvPBWgdSPDbDHPgWAJCseEkgCHzcDKAieDQ8L8xs+H2cKLAkIlQ3ExoyMTB/DVns9nwej14PKMTAvbXbcDpdE54F5GJnncIAfI+PJomY0ApmUzywAMP8Kc//YmEI4fQnE9oy3bthykawrXtH5jDPr70pS9xxRVX8OGHH477+Y33azYZ/w+EGC/jkSwzlo0bN3L7bbexp6WFEmeca+YEmJOXuYvbvqRX9m/us/K/W710Dprxej1cffW/MWvWrMP+OT2QpQ/29Rxx5EjA/zDcfffd3H777bS3t7N48WJ+85vfsHz58v0+72hP9iKRCFu3bqWuro76+nrqN20iPDiyFmTC7iXuKSHuLSXmKSFp92oRoCmgt2F9yprxqlpIBaRVJY4Kbne894J+IbJsxUV017+pB/mNXQFUxb2/ZateNWVsDaqqddRz+na8T17tUj2ADqSslQrox4tHB/V1Vn3NW3Dkl+pBekdeCb5dm1OSF4xJB8aEAlWV3/SPP+prmarnAvrFWHVRU91WyRDqwmXp8vP06n11gVZ1DlCJFMZ9qWUN0o+h2p068ksB9AQHtcSAqrg6ohVO4ykexWIM8Ae7ID6kP1xWVqavwb1o0aKjsg73REgmk/z+97/noYceIseWoDZniFJngjJXnDJ3nFJnHK9t6v1qqP7JJswMV9wz0so/nSsLEgktOG0zaQFpMjxPBb0PVXoAfF9sppFkhHRqTNl2reI+gXZRc2dPNOU8VBKBkepuoLZRlfz7G5sZcGSlJg3E0saiLhyrBIl97S/T/0e2Her/39SaFMYT0B020x6y0Db81R6ysKU/i+xsL7/4xS+ZNWvWURmLXGQS4+lQ579w9N+LjY2N1NfXs23bNrZu3UrTrl0k0wL7CZtbD+onHcPB/eGgPpYjV6V/OHob1utzQzW3TES1JERnYYVeQT/38hv0zlLB9iY9ERTQk0BVpb5irP7veO8FLDanHkRXa977W7bqgXg1L/QPV9F7q+YSbG/SK/6zPHn6vFntO692KX073tdb7AP6sgBqOYH0czO29lfHyvLk6fNOtZRBsL1RT3RQc/W2t5/CWVihdyNQ82Lj+aq/D9TceNujv6Ds5E/oHa1Ut6xwbzuR/g69O4DNk0fH+89jG95nIhrWzzka6KOvYR0AlR+9nPxZJx2x98Qh07sD+DGHfZgjPq0rQERLCjAmt4IW/Js5cyZz5sxh9uzZnHjiiRQXF0/Q4I+O3bt3c+edd9La2kog4Ndb4x8om1kF4FMD9io478rS7nNZE6OC+XbL+OYV/XFtFz9/rkNPwCwZ7gKV79SSObd3RTGbYWGZA6/DnBJoN3a5mluqBdSnFzhSAv+gzZur8q3s6InhGO4kX5E7skzVrp4wXUGtc1ZLf0zvCuWPasH+Dl+CaFKbf1bkatuE49pcu8BlJhpL4I9q1fvKQBhmFmkJAj2hhF6Rr5ba6gtp3bOmF2hV+K0DUXoHtfmu2awdRwXuF1e4eHazjwKXFrAPx7VuV2rZKtVBIBTVkoTVslYA0ViCvhCUZJtZPt1DXYuWXNHYE8OMllR7zpxsWvqienernlCC8+dl88JWn564oBIQIrEEf7yyZlyXtUokYTBmSAYY0hIE0r9PTSLQvg8OmYkfxJ99ZrNZTwCYO3cu3/jGN8jJOboJvDIHFuNpqlwDFpPTH//4R373u9/hLKpicNY5JC1ZY25rig/hange82AfX/jCF7j66qsP6lgHs+64BODE8SJTxfrB/KwYH4NDr/Lf1/EjkQj33nsvjzz8MIlkkvOrBvnsCaFRSbwHIpGEh3a4eG6PE7PZzBVXXMHnP/95tm/fPu7LE+zr8YP5jJHPo/EhAf9D9Mgjj3DVVVfxu9/9jlNOOYU77riDRx99lG3btu33osdET/ZisRg7duygvr6euro6NtbX4xsYMGxhImFzaVVMNm3NUePtpM19yGuOjreGx++gcOHpdNe/qd+nKuBVu8+82qUpVfmA3hp0KNBHwbyVevtNddFzsLtFX3dTXQRVLUELF56uB7EBvcW9Ct57ymtTEglcxVV6ssHcy2+g+ZWH9fb3oK1n2vb2U5StuCilPb8Kvqv1UFUlk/ECqvGcjZX4iWiYgnkrCXU2j1qGQHUPUGuMqqC8al+q2p92vP88i7/yS3ob1utV/QB9DevIm3UyPVveJqd6Qcr6psbXPhYO6v83g917KFl6LracgslzsTMe1dc+Na6Dao4Ot0ONpbbMrKmpYdGiRSxcuJBFixZRVFQ0QQM/+pLJJA8//DAPPfggPr9/1OOerCSlzhilrjhlrjilLi0hoNgZxzZJl4ys/smmA942PcC+rwSBsZ4DI9XtB7MfRSUnqH/3t92B7Ms4VlVZb3w80/jS71MXig/0eAeyfSaTNeCfTIJ/yKQH80eC+2Y6B62jLoqazSZmzKjhP/7jP6ipqTlq45zoeYc4dhzO/BeO7nuxrq6Ob37zmyN3mK3E3IUk3IXEXYUkXHkk7F4wT71q5VDXHj1wD1qyZfeHb1A4/yPYPHkp7fpzZy4h0LojJUlTtc9X1f0wEnBX1emJaDglORbQK+5Vpb3F5kyZ66m5tL95i97yXs0ro4E+vcuWWi6g7e2nyPLkUbjwdH0O7Mgvpa9hHVaHh0QsStGisyg9eRXv3/V1Cud/RO9+pebixiWxAq079KRVdez05QPU3NhTXpvSpcrY5UAlsqqk3K6Nr5JTs1if1+99+//IPWGZnhg82N1CwbyV+t8EKnFAdddSfwtMmjnwwYhFtE4AoV4swW4swS4soV4YrhG22Ww8/vjj49JedjJ64YUX+OUvfkE4EqHQER8OzCdxZyUMtw3BfGPwfjhwnzU5/mwG4NnNA6x+UlsSrzpPSwgF9AB5VyBBRa5Wab69K6oHwj0O9MC51apVzSeScNYsF+/vCRFLwGXL8vnftb0AZDu1gLjZrCUAqMB4fZuWFVDg0trq+yJQW6B9BveGYnqlu6q0b+mP6V208lykLEMFsK0jSkm2djsa02abKvi/uy9KIKItE6WC+pFYgraBBFaLVl0fjSWwWUda/O/ui2I1awmqc4cTZodX+GJppXauoaiW9BBDS0JQiQfGjmFWK0SHRvZhXFqgL6SNxzX8PPU6LSxz0BOM0dIfI5HQlssCePSa2nEN+B+OZBKiCbQEAX2ZgcxJAiqJIDRkwjdkZiBqpri4mJ/+9KdHfCkrI5kDi/Eyla8Bi8MzXgGoZDLJXXfdxeOPP77/jYd95jOf4atf/eq4d0vZXzBTAm7iWHekAtbjNY6tW7dy8803s3v3bj5SGuaaucH9Bv1VZf/WjjAzixz819smtkfymTFjBjfccMMhFxwd7vkfzNIA43E8IQH/Q3bKKadw8sknc9dddwFaa7/Kykq+8Y1v8IMf/GCfz51sk71kMklzczN1dXVs3ryZtrY22tvb6ezqGlUFBYDJRCLLPRz8T08I8JK0uY5aQkDjM38gFtaiR4ULT2fPKw/pFTbG6iFv1Vy98icWDuoXLhVVye5v3sKMT1yb0oJeXbxT64tWfvRy/YKiMRDub95CwbyV2HIKAPRKf/U4gKe8lra3n8JbNVfvImAcj7qQqCqSVCKD1eHW12JV51txxiW0v7sGGKm8B61l/paHbta/h5HkB3XxUlXfqwut6j5j9T6gt+1XFV4qsQFG2rOq+9TFWtCq+1WFk1pOALTEhKPW0jQ+pFUmRQOYI4HU2xkC+orD6aSstJTS0lKqq6tZtGgRCxYsmBQ/q5NBf38/LS0t7Nmzh+bmZlpaWmhubmZvaytDaWscm4ACh5YEoCUCjCQD5NkTh5ShOF6MAf8DqZhXjO35VQDejNbuP1OF/772fSBUdX3+cDt+K6Mr5PMNrfrHapmvqE4E++pIkJ6YoJhJXRZA3Wf8LaH2eyCJBwejxA3vrp64CV80Dh2DI1X6bSFVuW8lFBv9Rs7OzqaqqorKykoqKir029OmTcNmO/oVw5Nt3iGmrsOZ/8LRfS+GQiF+85vf8NJLLxONRsBkJm7PJmm1k7Q6hv813naAfp/2NVkSXNP1Nqyn9Y3H9fb4kf4OPRk0Hh0k6uvG6vAQ8XdDNML0C/9dD4JHg/3Y3LnaY4k4We48zFYbZpuDqK+bRDymPT7QgcXuxmy1kVOzWA/CAyRiUWKRkJ48q+5Tbe5V9f9g125MVm39Z3fJDAa79xAfCuMsqCDc147ZYiURj+mPqWQCd2kN/U0fYDJbMVusWB0eosF+rHYXiZgWoPRWzKF/53sULjxLr6IHUrZVyx3kzTqZgca6lNfLKBYJ6WO0OtwMdreQ5cljKNCnv17Owgr8LVv11ycWDmDLLiTq6yY+FCbLmU0iFsVbMYeB3Ztwl8zQjzU06GP6uVdP3oB/Io4pFhn+Cqf9G8EUj2AaGrnfHPEBkJOTy6c+9S9cddVVmKdId7gDFYlEuOuuu3jqqadwWZN8aa6fZUWH0cppkrjpub38fjgoP5aDSUhNdyAdq9LniAfa5WqsuevHZ2lLYo3nGA/UgXQLS992XzLNwY+FZa0SSXh6t5PHm1xYLBa+9rWv86lPfeqotPuXObAYL8fSNWAxcRKJBA899BBbt27d77bz5s3jsssum/ClUYQ4lh1M4H+8j7W/ffv9fr7//e+zefNmlhdH+Pd5Aaz7+ZNra0eYWAJe6i7kvS47CxYs4JZbbmHXrl0THkTfV2cECfKPLwn4H4JoNIrL5eKxxx7jX/7lX/T7v/CFL9Df38/f/va3lO0jkQiRyMhfbj6fj8rKykk/2YvFYnR1ddHe3j7qq62tja7u7v0nBNi9JI9g5VRwoIdB/0h3gsKKGoLD1TqD/gEKK2po3VaH3e2lsKKGpg/W4i3Uguv+7na8haU4vTl0Nm2jeMZs/TndLY0UVmjVl63b6iifvVjfD4DTm0N/ewsA5bMX093SSCTox+72Egn6U7bvbW0iv3zGqMe7Wxr1fblzCuhuacTpHfljftA/oI/N5nRTPnsxTR9oywPMOHGlfszoYBCb0z1qbOqcW7fVkVtaQX97Cz2tTUybtQh/dzvFM2YD0Nm0TX9N1BiNx40OasF69VoB9Le3kFtakfL8SNCvH0c9prZVcksrcA8nRIy/JKahsFaFtK+AvsNBWVkZpcNB/fSv7OxsmVAfgng8TkdHR0oiwJ49e9izZw9dXV2jtrdbkpQ445Q44xNS+fTASxsBCIa1y3PhWIxpeR4iQzHK8r2EIkM0dvQzLc9DvtdJr38Qh83K3p4AWVYz1cU59PoH8Q9GqS7OweO08eHuLmxWMz2BMFecOZ8HX/sQq9lMLJHAajZjNZvJspqxWc109Ie4YHktazdrPx/VxTm09fpZtewEnvrndn3/kaEY9iwrvf4wtdPyaOsd6bDQEwjjddiYX13EO9taKfA4sGdZ9fF2DoSwms1MK/DgsmcRigwRjsbwD2rBkvnVRTR3Duj7Bmjr9ZPjdhCOxugcCFFVpP2OGghqFVkzywt4Z1srNSW5uOxZ9PoH6fWHCcdiOKxW/fyisQTzq4vY3qp9Hpfle/XXEKBrIIQ/HMVhtTKtwENxrpt3trWyoKqIUGSI5i4fxTkuAPK9Ts5eMuOIvh/G4ouaaB+00hM2j1rvNCsri4qKCiorK1MC+xUVFUe9Xen+yEUmMR4Odv4Lk2MOHAgEeOmll3j++edpaWnF7/eRyDR/zSBptZO02FOTA/bRfvNoafpgLe07PoSkIWplsqR+r90J+1ut2WSBpHo99rWtiSyni6HBkTYtdncOkeDAgR1nf2OyZGEym0kOZZ6/pT9/5Njac0eWXTqYsRh3m+n1G70/U5b9AMY42swV5+p/W0ycJKZYNCWgb45HUpas2her1Up2dg6zZs3k/PPPZ+XKlWRlTfzPw3jz+/185zvfYfv27QDMz4tS7BzPNMaJc+ND/5zoIYiDtGJ2CauWTp/oYYyLHQNW9gS1vwXOPvtsfvjDHx7xv7tlDizGw/FyDVgIIcSBOVLr16fvt6ZG6xD6xhtvsLTcTpU3c4ppR1+IkjztGupuv5XtA1ksW7aM//zP/8TpdB7MqR10Rf54kID/+JKA/yHYu3cv5eXlrF27lhUrVuj3r169mtdee41//jP1D+kbb7yRn/70p6P2M9Une4ecEHAEBAIBPB7PUTmWOh5wUMfc1xgPdfyHe97G5x/ovg7lOUeTw+EYM5hfVlYmAf0JEAqFaG1t1RMA9K/mZkKDg/vfwRF0tN7DmY4znj+/EzGmyfjzfyQUFxdRWVmlB/bVV3FxMRbLJF2zIo1c7BTj4WDnvzA558CJRIJgMMjAwAA+n0//GhgYSLlP3R4YGGDA52MoGp2Q8WbS2dmpj9NqtRKJRLDb7cRiMSoqKvD5fPT19ZGXl0dfXx/V1dV0d3dTVVVFY2MjseGOPPF4HLfbTV9fH5WVlXR3dxOPa0Hv6upqmpqaKCgoIBqNEg6HsVqtWK1WCgsL8fl8RKNRPB4P/f39WK1WbDYbPp+PeDxOSUmJ/ntCzZttNht9fX1YLBYcDgexWAyr1Uo4HMbhcBAOhxkcHMRms2GxWMjOzsbn85GdnY3NZqO7u5vCwkLy8/Opq6tj5syZtLRoiXMOh4Oqqiq2bNmC2+3G7/dTVlaGw+GgpaVFP57L5SIajWKz2QiFQkQiESwWC7NmzSIUCtHd3Y3H46Gjo4O8vDz9NR4cHGTGjBmEw2H9fIPBIG63W9+vOsdoNEpfXx+JRAKn00lpaemkW+fe4XSSk51NTk4OOTk5ZGdn619j3ed0Oo+LOfTGjRu57rrrJnoYR8SOHTtobW2d6GGIg7Bs2bJjcr5tt9t5/PHHj/i5yRxYjAe5BiyEEGKiRCIRfvrTn7J27doDfs7pp5/Oj370I+x2+xEc2eGTQP+RcTDz36m3wOUkccMNN/Cd73xH/15ld051VquVsrIyysrKMj6uEgKMma1CHEm5ubnk5OQcFxcjpxKXy8XMmTOZOXNmyv3JZJKBgQE9uCDEZONyuQ46G1YIMWIyzoHNZjNer/eg1xwPh8MMDAwwOMGJakIcKpPJhNvt1hMoRGaLFi3i8ccfJxwOT/RQhDhmZWdnH5OJDELA5Jz/CiGEmJrsdjs33XQTra2teuL+vlitVsrLy6dEbESC/RNPAv7DCgsLsVgsdHSkrv/Y0dFBaWnpqO3tdvukz6g5ElRCgBBCZGIymcjNzZ3oYQghhDgABzv/hWNrDuxwOHA4HBM9DCHEUVBQcKSWIBNCCDHVyDVgIYQQE8lkMlFRUbH/DYU4SBOwyvLkZLPZWLZsGS+99JJ+XyKR4KWXXkpp7ySEEEIIIcSxQOa/QgghhBDieCNzYCGEEEIci6TC3+A73/kOX/jCFzjppJNYvnw5d9xxB8FgkKuvvnqihyaEEEIIIcS4k/mvEEIIIYQ43sgcWAghhBDHGgn4G3z2s5+lq6uLH//4x7S3t3PiiSeyZs0aSkpKJnpoQgghhBBCjDuZ/wohhBBCiOONzIGFEEIIcawxJZPJ5EQP4ljg8/nIyclhYGCA7OzsiR6OEEIIIY5hMu8Qk4W8F4UQQghxtMi8Q0wG8j4UQgghxNFyMPMO81EakxBCCCGEEEIIIYQQQgghhBBCCCHGkQT8hRBCCCGEEEIIIYQQQgghhBBCiClIAv5CCCGEEEIIIYQQQgghhBBCCCHEFCQBfyGEEEIIIYQQQgghhBBCCCGEEGIKkoC/EEIIIYQQQgghhBBCCCGEEEIIMQVJwF8IIYQQQgghhBBCCCGEEEIIIYSYgiTgL4QQQgghhBBCCCGEEEIIIYQQQkxBEvAXQgghhBBCCCGEEEIIIYQQQgghpiDrRA/gWJFMJgHw+XwTPBIhhBBCHOvUfEPNP4SYKDIHFkIIIcTRInNgMRnI/FcIIYQQR8vBzH8l4D9O/H4/AJWVlRM8EiGEEEIcL/x+Pzk5ORM9DHEckzmwEEIIIY42mQOLiSTzXyGEEEIcbQcy/zUlJS12XCQSCfbu3YvX68VkMk30cMQk4/P5qKysZM+ePWRnZ0/0cIQQU4R8doixJJNJ/H4/06ZNw2yWFZrExJE5sBiL/A4TQhwK+ewQ+yJzYDEZyPxX7Iv8HhNCHAr57BBjOZj5r1T4jxOz2UxFRcVED0NMctnZ2fKBLYQ4aPLZITKRqiYxGcgcWOyP/A4TQhwK+ewQY5E5sJhoMv8VB0J+jwkhDoV8dohMDnT+K+mwQgghhBBCCCGEEEIIIYQQQgghxBQkAX8hhBBCCCGEEEIIIYQQQgghhBBiCpKAvxBHgd1u5yc/+Ql2u32ihyKEmELks0MIIcRUJb/DhBCHQj47hBBCTGXye0wIcSjks0OMB1MymUxO9CCEEEIIIYQQQgghhBBCCCGEEEIIcXCkwl8IIYQQQgghhBBCCCGEEEIIIYSYgiTgL4QQQgghhBBCCCGEEEIIIYQQQkxBEvAXQgghhBBCCCGEEEIIIYQQQgghpiAJ+AshhBBCCCGEEEIIIYQQQgghhBBTkAT8hRgn7e3tfPOb36S2thaHw0FJSQmnnXYa//3f/00oFNK327BhA5/97GcpKyvDbrdTXV3NhRdeyFNPPUUymZzAMxBCHE0mk2mfXzfeeCOvvvoqJpOJ/v7+Uc+fPn06d9xxx1EftxBCCKHI/FcIcbBkDiyEEGKqkzmwEOJgyRxYHA3WiR6AEMeCxsZGTjvtNHJzc/mv//ovFi5ciN1up76+nt///veUl5dz8cUX87e//Y3PfOYzfPzjH+e+++6jtraWSCTC2rVr+eEPf8hHPvIRcnNzJ/p0hBBHQVtbm377kUce4cc//jHbtm3T7/N4PKxfv34ihiaEEELsl8x/hRCHQubAQgghpjKZAwshDoXMgcXRIAF/IcbB1772NaxWK+vXr8ftduv319TU8MlPfpJkMkkwGOSaa67hggsu4Iknnkh5/ty5c7nmmmsku1OI40hpaal+OycnB5PJlHKfEEIIMZnJ/FcIcShkDiyEEGIqkzmwEOJQyBxYHA3S0l+Iw9TT08Pzzz/P17/+9ZSJnpHJZOL555+np6eH1atXj7kvk8l0pIYphBBCCCHEuJD5rxBCCCGEON7IHFgIIcRkJgF/IQ7Tjh07SCaTzJ49O+X+wsJCPB4PHo+H73//+zQ0NACkbLdu3Tp9G4/Hw9NPP31Uxy6EEEIIIcTBkvmvEEIIIYQ43sgcWAghxGQmLf2FOELeffddEokEV155JZFIJOM2ixYt4oMPPgBg5syZxGKxozhCIYQQQgghxo/Mf4UQQgghxPFG5sBCCCEmA6nwF+Iw1dbWYjKZ2LZtW8r9NTU11NbW4nQ6AW0yB6RsZ7fbqa2tpba29ugNWAgxZWRnZwMwMDAw6rH+/n5ycnKO9pCEEEIImf8KIY4omQMLIYSYjGQOLIQ4kmQOLA6XBPyFOEwFBQWcc8453HXXXQSDwTG3O/fcc8nPz+fWW289iqMTQkxlM2fOxGw2895776Xc39jYyMDAALNmzZqgkQkhhDieyfxXCHEkyRxYCCHEZCRzYCHEkSRzYHG4pKW/EOPgt7/9LaeddhonnXQSN954I4sWLcJsNrNu3Tq2bt3KsmXL8Hg8/PGPf+Szn/0sF1xwAddddx0zZ84kEAiwZs0aACwWywSfiRBiMvF6vVx77bVcf/31WK1WFi5cyJ49e/j+97/PqaeeysqVKyd6iEIIIY5TMv8VQhwpMgcWQggxWckcWAhxpMgcWBwuUzKZTE70IIQ4FrS1tfFf//VfPPPMM7S0tGC325k3bx7/+q//yte+9jVcLhcA69ev59Zbb+X111+nt7eXnJwcTjrpJK6++mo+85nPYDKZJvhMhBBH27333su3vvUt+vv7Rz0WDoe55ZZbeOSRR9i9ezelpaWcc8453HTTTRQWFh79wQohhBDDZP4rhDgcMgcWQggxFckcWAhxOGQOLI4UCfgLIYQQQgghhBBCCCGEEEIIIYQQU5B5ogcghBBCCCGEEEIIIYQQQgghhBBCiIMnAX8hhBBCCCGEEEIIIYQQQgghhBBiCpKAvxBCCCGEEEIIIYQQQgghhBBCCDEFScBfCCGEEEIIIYQQQgghhBBCCCGEmIIk4C+EEEIIIYQQQgghhBBCCCGEEEJMQRLwF0IIIYQQQgghhBBCCCGEEEIIIaYgCfgLIYQQQgghhBBCCCGEEEIIIYQQU5AE/IUQQgghhBBCCCGEEEIIIYQQQogpSAL+QghxFJhMJp588smJHoYQQgghhBBHhcx/hRBCCCHE8UbmwEKIiSIBfyHEMaGrq4uvfvWrVFVVYbfbKS0tZdWqVbz11lsTPbRxsWvXLkwmE8XFxfj9/pTHTjzxRG688caJGZgQQgghhJgQMv+9cWIGJoQQQgghJozMgW+cmIEJISY9CfgLIY4Jl1xyCRs2bOC+++6joaGBv//975x11ln09PRM9NDGld/v5xe/+MVED0MIIYQQQkwwmf8KIYQQQojjjcyBhRAiMwn4CyGmvP7+ft544w1uvfVWPvrRj1JdXc3y5cu54YYbuPjii/XtfvWrX7Fw4ULcbjeVlZV87WtfIxAI6I/fe++95Obm8vTTTzN79mxcLheXXnopoVCI++67j+nTp5OXl8d1111HPB7Xnzd9+nR+/vOfc/nll+N2uykvL+fuu+/e55j37NnDZz7zGXJzc8nPz+eTn/wku3bt2u+5fuMb3+BXv/oVnZ2dY27z5z//mZNOOgmv10tpaSlXXHFFyvavvvoqJpOJ5557jiVLluB0OvnYxz5GZ2cnzz77LHPnziU7O5srrriCUCikPy+RSHDzzTczY8YMnE4nixcv5rHHHtvvmIUQQgghxPiS+W8qmf8KIYQQQhz7ZA6cSubAQggjCfgLIaY8j8eDx+PhySefJBKJjLmd2Wzmzjvv5MMPP+S+++7j5ZdfZvXq1SnbhEIh7rzzTh5++GHWrFnDq6++yqc+9Sn+8Y9/8I9//IM///nP/M///M+oSc7tt9/O4sWL2bBhAz/4wQ/45je/yQsvvJBxHENDQ6xatQqv18sbb7zBW2+9hcfj4bzzziMaje7zXC+//HJqa2v52c9+NuY2Q0ND/PznP6euro4nn3ySXbt28cUvfnHUdjfeeCN33XUXa9eu1Sefd9xxBw8++CDPPPMMzz//PL/5zW/07W+++Wbuv/9+fve73/Hhhx/y7W9/m8997nO89tpr+xyzEEIIIYQYXzL/Hb1/mf8KIYQQQhzbZA48ev8yBxZC6JJCCHEMeOyxx5J5eXlJh8ORXLlyZfKGG25I1tXV7fM5jz76aLKgoED//p577kkCyR07duj3feUrX0m6XK6k3+/X71u1alXyK1/5iv59dXV18rzzzkvZ92c/+9nk+eefr38PJP/v//4vmUwmk3/+85+Ts2fPTiYSCf3xSCSSdDqdyeeeey7jWJuampJAcsOGDck1a9Yks7Ky9HEuXrw4+ZOf/GTM81y3bl0S0M/hlVdeSQLJF198Ud/m5ptvTgLJnTt3ppz7qlWrkslkMhkOh5Mulyu5du3alH1fc801ycsvv3zMYwshhBBCiCND5r8/GfM8Zf4rhBBCCHFskjnwT8Y8T5kDC3F8kwp/IcQx4ZJLLmHv3r38/e9/57zzzuPVV19l6dKl3Hvvvfo2L774ImeffTbl5eV4vV4+//nP09PTk9KyyOVyccIJJ+jfl5SUMH36dDweT8p96e2UVqxYMer7LVu2ZBxrXV0dO3bswOv16pmp+fn5hMNhdu7cud9zXbVqFaeffjo/+tGPMj7+3nvvcdFFF1FVVYXX6+XMM88EoLm5OWW7RYsWpZyTy+WipqYm43nu2LGDUCjEOeeco4/Z4/Fw//33H9CYhRBCCCHE+JL57wiZ/wohhBBCHB9kDjxC5sBCCCPrRA9ACCHGi8Ph4JxzzuGcc87hRz/6Eddeey0/+clP+OIXv8iuXbu48MIL+epXv8pNN91Efn4+b775Jtdccw3RaBSXywVAVlZWyj5NJlPG+xKJxCGPMxAIsGzZMv7yl7+MeqyoqOiA9nHLLbewYsUKvve976XcHwwGWbVqFatWreIvf/kLRUVFNDc3s2rVqlGtoozntb/zVOtcPfPMM5SXl6dsZ7fbD2jMQgghhBBifMn8V+a/QgghhBDHG5kDyxxYCDGaBPyFEMesefPm8eSTTwJaxmMikeCXv/wlZrPW3OSvf/3ruB3rnXfeGfX93LlzM267dOlSHnnkEYqLi8nOzj6k4y1fvpxPf/rT/OAHP0i5f+vWrfT09HDLLbdQWVkJwPr16w/pGEbz5s3DbrfT3NysZ4sKIYQQQojJRea/Mv8VQgghhDjeyBxY5sBCCJCW/kKIKa+np4ePfexjPPDAA2zcuJGmpiYeffRRbrvtNj75yU8CUFtby9DQEL/5zW9obGzkz3/+M7/73e/GbQxvvfUWt912Gw0NDdx99908+uijfPOb38y47ZVXXklhYSGf/OQneeONN2hqauLVV1/luuuuo6Wl5YCPedNNN/Hyyy+zbds2/b6qqipsNpt+nn//+9/5+c9/ftjn5/V6+e53v8u3v/1t7rvvPnbu3Mn777/Pb37zG+67777D3r8QQgghhDhwMv+V+a8QQgghxPFG5sAyBxZCjE0C/kKIKc/j8XDKKafw61//mjPOOIMFCxbwox/9iC996UvcddddACxevJhf/epX3HrrrSxYsIC//OUv3HzzzeM2huuvv57169ezZMkS/vM//5Nf/epXrFq1KuO2LpeL119/naqqKj796U8zd+5crrnmGsLh8EFle86aNYt/+7d/IxwO6/cVFRVx77338uijjzJv3jxuueUWfvGLXxz2+QH8/Oc/50c/+hE333wzc+fO5bzzzuOZZ55hxowZ47J/IYQQQghxYGT+K/NfIYQQQojjjcyBZQ4shBibKZlMJid6EEIIMZVNnz6db33rW3zrW9+a6KEIIYQQQghxxMn8VwghhBBCHG9kDiyEmMykwl8IIYQQQgghhBBCCCGEEEIIIYSYgiTgL4QQQgghhBBCCCGEEEIIIYQQQkxB0tJfCCGEEEIIIYQQQgghhBBCCCGEmIKkwl8IIYQQQgghhBBCCCGEEEIIIYSYgiTgL4QQQgghhBBCCCGEEEIIIYQQQkxBEvAXQgghhBBCCCGEEEIIIYQQQgghpiAJ+AshhBBCCCGEEEIIIYQQQgghhBBTkAT8hRBCCCGEEEIIIYQQQgghhBBCiClIAv5CCCGEEEIIIYQQQgghhBBCCCHEFCQBfyGEEEIIIYQQQgghhBBCCCGEEGIKkoC/EEIIIYQQQgghhBBCCCGEEEIIMQX9f0jNrjFks0RRAAAAAElFTkSuQmCC"/>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [6]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Perform filtering according to the selected filtering criteria and the samples individual needs.</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">filter_cells</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">min_counts</span><span class="o">=</span><span class="mi">1000</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">filter_cells</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">max_counts</span> <span class="o">=</span> <span class="mi">60000</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">filter_cells</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">min_genes</span><span class="o">=</span> <span class="mi">200</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">filter_cells</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">max_genes</span><span class="o">=</span><span class="mi">8000</span><span class="p">)</span>
<span class="n">adata</span> <span class="o">=</span> <span class="n">adata</span><span class="p">[</span><span class="n">adata</span><span class="o">.</span><span class="n">obs</span><span class="p">[</span><span class="s2">"pct_counts_mt"</span><span class="p">]</span> <span class="o"><</span> <span class="mi">30</span><span class="p">]</span><span class="o">.</span><span class="n">copy</span><span class="p">()</span>
<span class="sd">'''</span>
<span class="sd">Note: As described in a previous publication (Salcher et al 2024) we choose a less stringent threshold of < 30 % mitochondrial counts </span>
<span class="sd">due to the increased presence of mitochondrial transcripts using the BD Rhapsody system.</span>
<span class="sd">'''</span>
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<pre>'\nNote: As described in a previous publication (Salcher et al 2024) we choose a less stringent threshold of < 30 % mitochondrial counts \ndue to the increased presence of mitochondrial transcripts using the BD Rhapsody system.\n'</pre>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [8]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Visualize the filtered data again for comparison to the raw data.</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pl</span><span class="o">.</span><span class="n">violin</span><span class="p">(</span>
<span class="n">adata</span><span class="p">,</span>
<span class="p">[</span><span class="s2">"n_genes_by_counts"</span><span class="p">,</span> <span class="s2">"total_counts"</span><span class="p">,</span> <span class="s2">"pct_counts_mt"</span><span class="p">],</span>
<span class="n">groupby</span><span class="o">=</span><span class="s2">"Sample_Name"</span><span class="p">,</span>
<span class="n">size</span> <span class="o">=</span> <span class="mf">0.25</span><span class="p">,</span>
<span class="n">jitter</span><span class="o">=</span><span class="mf">0.2</span><span class="p">,</span>
<span class="n">multi_panel</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="p">)</span>
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"/>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [9]:</div>
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<div class="cm-editor cm-s-jupyter">
<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Perform data scaling and transformation to remove technical biases and stabilize variance. </span>
<span class="c1">#Normalize the data and transform it using the log1p function, but keep the raw counts in a separata adata layer.</span>
<span class="n">adata</span><span class="o">.</span><span class="n">layers</span><span class="p">[</span><span class="s2">"counts"</span><span class="p">]</span> <span class="o">=</span> <span class="n">adata</span><span class="o">.</span><span class="n">X</span> <span class="c1">#optional step to preserve raw_counts</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">normalize_total</span><span class="p">(</span><span class="n">adata</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">log1p</span><span class="p">(</span><span class="n">adata</span><span class="p">)</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Calculate highly variable genes based on Seurat_v3 flavor using raw counts</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">highly_variable_genes</span><span class="p">(</span>
<span class="n">adata</span><span class="p">,</span>
<span class="n">layer</span> <span class="o">=</span> <span class="s2">"counts"</span><span class="p">,</span>
<span class="n">n_top_genes</span><span class="o">=</span><span class="mi">6000</span><span class="p">,</span>
<span class="n">subset</span><span class="o">=</span><span class="kc">False</span><span class="p">,</span>
<span class="n">flavor</span><span class="o">=</span><span class="s2">"seurat_v3"</span><span class="p">,</span>
<span class="p">)</span>
<span class="sd">'''</span>
<span class="sd">Note: The ideally chosen number of selected variable genes again is dependent on your sample, </span>
<span class="sd">please refer to our published papers where you can find the chosen values for our datasets.</span>
<span class="sd">'''</span>
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<pre>'\nNote: The ideally chosen number of selected variable genes again is dependent on your sample, \nplease refer to our published papers where you can find the chosen values for our datasets.\n'</pre>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Reduce the data dimensionality and compute neighbors and umap embeddings for visualization including leiden clustering for cell annotation.</span>
<span class="c1">#Calculate principal components for dimensionality reduction</span>
<span class="n">sc</span><span class="o">.</span><span class="n">tl</span><span class="o">.</span><span class="n">pca</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">mask_var</span><span class="o">=</span><span class="s2">"highly_variable"</span><span class="p">)</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Computing of the nearest neighbor distance matrix.</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pp</span><span class="o">.</span><span class="n">neighbors</span><span class="p">(</span><span class="n">adata</span><span class="p">)</span>
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<pre>OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Embed the neighborhood graph using Uniform Manifold Approximation and Projection (UMAP)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">tl</span><span class="o">.</span><span class="n">umap</span><span class="p">(</span><span class="n">adata</span><span class="p">)</span>
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Cluster the cells using the Leiden algorithm.</span>
<span class="n">sc</span><span class="o">.</span><span class="n">tl</span><span class="o">.</span><span class="n">leiden</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">resolution</span><span class="o">=</span><span class="mf">0.5</span><span class="p">)</span>
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<pre>/var/folders/gk/nnxhwmls7zvg4ghvyrg2xxb00000gn/T/ipykernel_74226/1036972697.py:2: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.
To achieve the future defaults please pass: flavor="igraph" and n_iterations=2. directed must also be False to work with igraph's implementation.
sc.tl.leiden(adata, resolution=0.5)
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<div class="highlight hl-ipython3"><pre><span></span><span class="c1">#Visualize results using UMAP</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pl</span><span class="o">.</span><span class="n">umap</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"leiden"</span><span class="p">)</span>
<span class="n">sc</span><span class="o">.</span><span class="n">pl</span><span class="o">.</span><span class="n">umap</span><span class="p">(</span><span class="n">adata</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"total_counts"</span><span class="p">)</span>
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"/>
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