From 6152fb23be05b5fb7fc534d34df0b2de5db85051 Mon Sep 17 00:00:00 2001
From: Eduardo Escalante <escalantee@jupyterMiLAB>
Date: Thu, 18 Feb 2021 00:15:27 -0500
Subject: [PATCH] Desarrollo de la tarea original para ser entregada el
miercoles 17/02
---
.gitignore | 1 +
Entrega.html | 15331 ++++++++++++++++++++++
Entrega.ipynb | 784 ++
Entrega.md | 491 +
data/zapatocaImage_escala_de_grises.png | Bin 0 -> 427085 bytes
data/zapatocaImage_recortada.png | Bin 0 -> 650 bytes
data/zapatocaRecortada-2.png | Bin 0 -> 309 bytes
data/zapatocaRecortada-3.png | Bin 0 -> 159 bytes
data/zapatocaRecortada.png | Bin 0 -> 241 bytes
9 files changed, 16607 insertions(+)
create mode 100644 .gitignore
create mode 100644 Entrega.html
create mode 100644 Entrega.ipynb
create mode 100644 Entrega.md
create mode 100644 data/zapatocaImage_escala_de_grises.png
create mode 100644 data/zapatocaImage_recortada.png
create mode 100644 data/zapatocaRecortada-2.png
create mode 100644 data/zapatocaRecortada-3.png
create mode 100644 data/zapatocaRecortada.png
diff --git a/.gitignore b/.gitignore
new file mode 100644
index 0000000..763513e
--- /dev/null
+++ b/.gitignore
@@ -0,0 +1 @@
+.ipynb_checkpoints
diff --git a/Entrega.html b/Entrega.html
new file mode 100644
index 0000000..4c5e075
--- /dev/null
+++ b/Entrega.html
@@ -0,0 +1,15331 @@
+<!DOCTYPE html>
+<html>
+<head><meta charset="utf-8" />
+<meta name="viewport" content="width=device-width, initial-scale=1.0">
+
+<title>Entrega</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%; margin: 0; }
+td.linenos pre { color: #000000; background-color: #f0f0f0; padding-left: 5px; padding-right: 5px; }
+span.linenos { color: #000000; background-color: #f0f0f0; padding-left: 5px; padding-right: 5px; }
+td.linenos pre.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 */
+.highlight .k { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword */
+.highlight .o { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator */
+.highlight .p { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation */
+.highlight .ch { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Hashbang */
+.highlight .cm { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Multiline */
+.highlight .cp { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Preproc */
+.highlight .cpf { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.PreprocFile */
+.highlight .c1 { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Single */
+.highlight .cs { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Special */
+.highlight .kc { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Constant */
+.highlight .kd { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Declaration */
+.highlight .kn { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Namespace */
+.highlight .kp { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Pseudo */
+.highlight .kr { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Reserved */
+.highlight .kt { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Type */
+.highlight .m { color: var(--jp-mirror-editor-number-color) } /* Literal.Number */
+.highlight .s { color: var(--jp-mirror-editor-string-color) } /* Literal.String */
+.highlight .ow { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator.Word */
+.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 */
+ </style>
+
+
+
+<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;
+}
+
+/*
+ * Webkit scrollbar styling
+ */
+
+/* use standard opaque scrollbars for most nodes */
+
+[data-jp-theme-scrollbars='true'] ::-webkit-scrollbar,
+[data-jp-theme-scrollbars='true'] ::-webkit-scrollbar-corner {
+ background: var(--jp-scrollbar-background-color);
+}
+
+[data-jp-theme-scrollbars='true'] ::-webkit-scrollbar-thumb {
+ background: rgb(var(--jp-scrollbar-thumb-color));
+ border: var(--jp-scrollbar-thumb-margin) solid transparent;
+ background-clip: content-box;
+ border-radius: var(--jp-scrollbar-thumb-radius);
+}
+
+[data-jp-theme-scrollbars='true'] ::-webkit-scrollbar-track:horizontal {
+ border-left: var(--jp-scrollbar-endpad) solid
+ var(--jp-scrollbar-background-color);
+ border-right: var(--jp-scrollbar-endpad) solid
+ var(--jp-scrollbar-background-color);
+}
+
+[data-jp-theme-scrollbars='true'] ::-webkit-scrollbar-track:vertical {
+ border-top: var(--jp-scrollbar-endpad) solid
+ var(--jp-scrollbar-background-color);
+ border-bottom: var(--jp-scrollbar-endpad) solid
+ var(--jp-scrollbar-background-color);
+}
+
+/* for code nodes, use a transparent style of scrollbar */
+
+[data-jp-theme-scrollbars='true'] .CodeMirror-hscrollbar::-webkit-scrollbar,
+[data-jp-theme-scrollbars='true'] .CodeMirror-vscrollbar::-webkit-scrollbar,
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-hscrollbar::-webkit-scrollbar-corner,
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-vscrollbar::-webkit-scrollbar-corner {
+ background-color: transparent;
+}
+
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-hscrollbar::-webkit-scrollbar-thumb,
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-vscrollbar::-webkit-scrollbar-thumb {
+ background: rgba(var(--jp-scrollbar-thumb-color), 0.5);
+ border: var(--jp-scrollbar-thumb-margin) solid transparent;
+ background-clip: content-box;
+ border-radius: var(--jp-scrollbar-thumb-radius);
+}
+
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-hscrollbar::-webkit-scrollbar-track:horizontal {
+ border-left: var(--jp-scrollbar-endpad) solid transparent;
+ border-right: var(--jp-scrollbar-endpad) solid transparent;
+}
+
+[data-jp-theme-scrollbars='true']
+ .CodeMirror-vscrollbar::-webkit-scrollbar-track:vertical {
+ border-top: var(--jp-scrollbar-endpad) solid transparent;
+ border-bottom: var(--jp-scrollbar-endpad) solid transparent;
+}
+
+/*
+ * Phosphor
+ */
+
+.lm-ScrollBar[data-orientation='horizontal'] {
+ min-height: 16px;
+ max-height: 16px;
+ min-width: 45px;
+ border-top: 1px solid #a0a0a0;
+}
+
+.lm-ScrollBar[data-orientation='vertical'] {
+ min-width: 16px;
+ max-width: 16px;
+ min-height: 45px;
+ border-left: 1px solid #a0a0a0;
+}
+
+.lm-ScrollBar-button {
+ background-color: #f0f0f0;
+ background-position: center center;
+ min-height: 15px;
+ max-height: 15px;
+ min-width: 15px;
+ max-width: 15px;
+}
+
+.lm-ScrollBar-button:hover {
+ background-color: #dadada;
+}
+
+.lm-ScrollBar-button.lm-mod-active {
+ background-color: #cdcdcd;
+}
+
+.lm-ScrollBar-track {
+ background: #f0f0f0;
+}
+
+.lm-ScrollBar-thumb {
+ background: #cdcdcd;
+}
+
+.lm-ScrollBar-thumb:hover {
+ background: #bababa;
+}
+
+.lm-ScrollBar-thumb.lm-mod-active {
+ background: #a0a0a0;
+}
+
+.lm-ScrollBar[data-orientation='horizontal'] .lm-ScrollBar-thumb {
+ height: 100%;
+ min-width: 15px;
+ border-left: 1px solid #a0a0a0;
+ border-right: 1px solid #a0a0a0;
+}
+
+.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;
+}
+
+.lm-ScrollBar[data-orientation='horizontal']
+ .lm-ScrollBar-button[data-action='increment'] {
+ background-image: var(--jp-icon-caret-right);
+ background-size: 17px;
+}
+
+.lm-ScrollBar[data-orientation='vertical']
+ .lm-ScrollBar-button[data-action='decrement'] {
+ background-image: var(--jp-icon-caret-up);
+ background-size: 17px;
+}
+
+.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.
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-Widget, /* </DEPRECATED> */
+.lm-Widget {
+ box-sizing: border-box;
+ position: relative;
+ overflow: hidden;
+ cursor: default;
+}
+
+
+/* <DEPRECATED> */ .p-Widget.p-mod-hidden, /* </DEPRECATED> */
+.lm-Widget.lm-mod-hidden {
+ display: none !important;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-CommandPalette, /* </DEPRECATED> */
+.lm-CommandPalette {
+ display: flex;
+ flex-direction: column;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-search, /* </DEPRECATED> */
+.lm-CommandPalette-search {
+ flex: 0 0 auto;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-content, /* </DEPRECATED> */
+.lm-CommandPalette-content {
+ flex: 1 1 auto;
+ margin: 0;
+ padding: 0;
+ min-height: 0;
+ overflow: auto;
+ list-style-type: none;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-header, /* </DEPRECATED> */
+.lm-CommandPalette-header {
+ overflow: hidden;
+ white-space: nowrap;
+ text-overflow: ellipsis;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-item, /* </DEPRECATED> */
+.lm-CommandPalette-item {
+ display: flex;
+ flex-direction: row;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-itemIcon, /* </DEPRECATED> */
+.lm-CommandPalette-itemIcon {
+ flex: 0 0 auto;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-itemContent, /* </DEPRECATED> */
+.lm-CommandPalette-itemContent {
+ flex: 1 1 auto;
+ overflow: hidden;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-itemShortcut, /* </DEPRECATED> */
+.lm-CommandPalette-itemShortcut {
+ flex: 0 0 auto;
+}
+
+
+/* <DEPRECATED> */ .p-CommandPalette-itemLabel, /* </DEPRECATED> */
+.lm-CommandPalette-itemLabel {
+ overflow: hidden;
+ white-space: nowrap;
+ text-overflow: ellipsis;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-DockPanel, /* </DEPRECATED> */
+.lm-DockPanel {
+ z-index: 0;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-widget, /* </DEPRECATED> */
+.lm-DockPanel-widget {
+ z-index: 0;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-tabBar, /* </DEPRECATED> */
+.lm-DockPanel-tabBar {
+ z-index: 1;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-handle, /* </DEPRECATED> */
+.lm-DockPanel-handle {
+ z-index: 2;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-handle.p-mod-hidden, /* </DEPRECATED> */
+.lm-DockPanel-handle.lm-mod-hidden {
+ display: none !important;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-handle:after, /* </DEPRECATED> */
+.lm-DockPanel-handle:after {
+ position: absolute;
+ top: 0;
+ left: 0;
+ width: 100%;
+ height: 100%;
+ content: '';
+}
+
+
+/* <DEPRECATED> */
+.p-DockPanel-handle[data-orientation='horizontal'],
+/* </DEPRECATED> */
+.lm-DockPanel-handle[data-orientation='horizontal'] {
+ cursor: ew-resize;
+}
+
+
+/* <DEPRECATED> */
+.p-DockPanel-handle[data-orientation='vertical'],
+/* </DEPRECATED> */
+.lm-DockPanel-handle[data-orientation='vertical'] {
+ cursor: ns-resize;
+}
+
+
+/* <DEPRECATED> */
+.p-DockPanel-handle[data-orientation='horizontal']:after,
+/* </DEPRECATED> */
+.lm-DockPanel-handle[data-orientation='horizontal']:after {
+ left: 50%;
+ min-width: 8px;
+ transform: translateX(-50%);
+}
+
+
+/* <DEPRECATED> */
+.p-DockPanel-handle[data-orientation='vertical']:after,
+/* </DEPRECATED> */
+.lm-DockPanel-handle[data-orientation='vertical']:after {
+ top: 50%;
+ min-height: 8px;
+ transform: translateY(-50%);
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-overlay, /* </DEPRECATED> */
+.lm-DockPanel-overlay {
+ z-index: 3;
+ box-sizing: border-box;
+ pointer-events: none;
+}
+
+
+/* <DEPRECATED> */ .p-DockPanel-overlay.p-mod-hidden, /* </DEPRECATED> */
+.lm-DockPanel-overlay.lm-mod-hidden {
+ display: none !important;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-Menu, /* </DEPRECATED> */
+.lm-Menu {
+ z-index: 10000;
+ position: absolute;
+ white-space: nowrap;
+ overflow-x: hidden;
+ overflow-y: auto;
+ outline: none;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+
+/* <DEPRECATED> */ .p-Menu-content, /* </DEPRECATED> */
+.lm-Menu-content {
+ margin: 0;
+ padding: 0;
+ display: table;
+ list-style-type: none;
+}
+
+
+/* <DEPRECATED> */ .p-Menu-item, /* </DEPRECATED> */
+.lm-Menu-item {
+ display: table-row;
+}
+
+
+/* <DEPRECATED> */
+.p-Menu-item.p-mod-hidden,
+.p-Menu-item.p-mod-collapsed,
+/* </DEPRECATED> */
+.lm-Menu-item.lm-mod-hidden,
+.lm-Menu-item.lm-mod-collapsed {
+ display: none !important;
+}
+
+
+/* <DEPRECATED> */
+.p-Menu-itemIcon,
+.p-Menu-itemSubmenuIcon,
+/* </DEPRECATED> */
+.lm-Menu-itemIcon,
+.lm-Menu-itemSubmenuIcon {
+ display: table-cell;
+ text-align: center;
+}
+
+
+/* <DEPRECATED> */ .p-Menu-itemLabel, /* </DEPRECATED> */
+.lm-Menu-itemLabel {
+ display: table-cell;
+ text-align: left;
+}
+
+
+/* <DEPRECATED> */ .p-Menu-itemShortcut, /* </DEPRECATED> */
+.lm-Menu-itemShortcut {
+ display: table-cell;
+ text-align: right;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-MenuBar, /* </DEPRECATED> */
+.lm-MenuBar {
+ outline: none;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+
+/* <DEPRECATED> */ .p-MenuBar-content, /* </DEPRECATED> */
+.lm-MenuBar-content {
+ margin: 0;
+ padding: 0;
+ display: flex;
+ flex-direction: row;
+ list-style-type: none;
+}
+
+
+/* <DEPRECATED> */ .p--MenuBar-item, /* </DEPRECATED> */
+.lm-MenuBar-item {
+ box-sizing: border-box;
+}
+
+
+/* <DEPRECATED> */
+.p-MenuBar-itemIcon,
+.p-MenuBar-itemLabel,
+/* </DEPRECATED> */
+.lm-MenuBar-itemIcon,
+.lm-MenuBar-itemLabel {
+ display: inline-block;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-ScrollBar, /* </DEPRECATED> */
+.lm-ScrollBar {
+ display: flex;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+
+/* <DEPRECATED> */
+.p-ScrollBar[data-orientation='horizontal'],
+/* </DEPRECATED> */
+.lm-ScrollBar[data-orientation='horizontal'] {
+ flex-direction: row;
+}
+
+
+/* <DEPRECATED> */
+.p-ScrollBar[data-orientation='vertical'],
+/* </DEPRECATED> */
+.lm-ScrollBar[data-orientation='vertical'] {
+ flex-direction: column;
+}
+
+
+/* <DEPRECATED> */ .p-ScrollBar-button, /* </DEPRECATED> */
+.lm-ScrollBar-button {
+ box-sizing: border-box;
+ flex: 0 0 auto;
+}
+
+
+/* <DEPRECATED> */ .p-ScrollBar-track, /* </DEPRECATED> */
+.lm-ScrollBar-track {
+ box-sizing: border-box;
+ position: relative;
+ overflow: hidden;
+ flex: 1 1 auto;
+}
+
+
+/* <DEPRECATED> */ .p-ScrollBar-thumb, /* </DEPRECATED> */
+.lm-ScrollBar-thumb {
+ box-sizing: border-box;
+ position: absolute;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-SplitPanel-child, /* </DEPRECATED> */
+.lm-SplitPanel-child {
+ z-index: 0;
+}
+
+
+/* <DEPRECATED> */ .p-SplitPanel-handle, /* </DEPRECATED> */
+.lm-SplitPanel-handle {
+ z-index: 1;
+}
+
+
+/* <DEPRECATED> */ .p-SplitPanel-handle.p-mod-hidden, /* </DEPRECATED> */
+.lm-SplitPanel-handle.lm-mod-hidden {
+ display: none !important;
+}
+
+
+/* <DEPRECATED> */ .p-SplitPanel-handle:after, /* </DEPRECATED> */
+.lm-SplitPanel-handle:after {
+ position: absolute;
+ top: 0;
+ left: 0;
+ width: 100%;
+ height: 100%;
+ content: '';
+}
+
+
+/* <DEPRECATED> */
+.p-SplitPanel[data-orientation='horizontal'] > .p-SplitPanel-handle,
+/* </DEPRECATED> */
+.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle {
+ cursor: ew-resize;
+}
+
+
+/* <DEPRECATED> */
+.p-SplitPanel[data-orientation='vertical'] > .p-SplitPanel-handle,
+/* </DEPRECATED> */
+.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle {
+ cursor: ns-resize;
+}
+
+
+/* <DEPRECATED> */
+.p-SplitPanel[data-orientation='horizontal'] > .p-SplitPanel-handle:after,
+/* </DEPRECATED> */
+.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle:after {
+ left: 50%;
+ min-width: 8px;
+ transform: translateX(-50%);
+}
+
+
+/* <DEPRECATED> */
+.p-SplitPanel[data-orientation='vertical'] > .p-SplitPanel-handle:after,
+/* </DEPRECATED> */
+.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle:after {
+ top: 50%;
+ min-height: 8px;
+ transform: translateY(-50%);
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-TabBar, /* </DEPRECATED> */
+.lm-TabBar {
+ display: flex;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar[data-orientation='horizontal'], /* </DEPRECATED> */
+.lm-TabBar[data-orientation='horizontal'] {
+ flex-direction: row;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar[data-orientation='vertical'], /* </DEPRECATED> */
+.lm-TabBar[data-orientation='vertical'] {
+ flex-direction: column;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar-content, /* </DEPRECATED> */
+.lm-TabBar-content {
+ margin: 0;
+ padding: 0;
+ display: flex;
+ flex: 1 1 auto;
+ list-style-type: none;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar[data-orientation='horizontal'] > .p-TabBar-content,
+/* </DEPRECATED> */
+.lm-TabBar[data-orientation='horizontal'] > .lm-TabBar-content {
+ flex-direction: row;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar[data-orientation='vertical'] > .p-TabBar-content,
+/* </DEPRECATED> */
+.lm-TabBar[data-orientation='vertical'] > .lm-TabBar-content {
+ flex-direction: column;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar-tab, /* </DEPRECATED> */
+.lm-TabBar-tab {
+ display: flex;
+ flex-direction: row;
+ box-sizing: border-box;
+ overflow: hidden;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar-tabIcon,
+.p-TabBar-tabCloseIcon,
+/* </DEPRECATED> */
+.lm-TabBar-tabIcon,
+.lm-TabBar-tabCloseIcon {
+ flex: 0 0 auto;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar-tabLabel, /* </DEPRECATED> */
+.lm-TabBar-tabLabel {
+ flex: 1 1 auto;
+ overflow: hidden;
+ white-space: nowrap;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar-tab.p-mod-hidden, /* </DEPRECATED> */
+.lm-TabBar-tab.lm-mod-hidden {
+ display: none !important;
+}
+
+
+/* <DEPRECATED> */ .p-TabBar.p-mod-dragging .p-TabBar-tab, /* </DEPRECATED> */
+.lm-TabBar.lm-mod-dragging .lm-TabBar-tab {
+ position: relative;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar.p-mod-dragging[data-orientation='horizontal'] .p-TabBar-tab,
+/* </DEPRECATED> */
+.lm-TabBar.lm-mod-dragging[data-orientation='horizontal'] .lm-TabBar-tab {
+ left: 0;
+ transition: left 150ms ease;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar.p-mod-dragging[data-orientation='vertical'] .p-TabBar-tab,
+/* </DEPRECATED> */
+.lm-TabBar.lm-mod-dragging[data-orientation='vertical'] .lm-TabBar-tab {
+ top: 0;
+ transition: top 150ms ease;
+}
+
+
+/* <DEPRECATED> */
+.p-TabBar.p-mod-dragging .p-TabBar-tab.p-mod-dragging
+/* </DEPRECATED> */
+.lm-TabBar.lm-mod-dragging .lm-TabBar-tab.lm-mod-dragging {
+ transition: none;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ .p-TabPanel-tabBar, /* </DEPRECATED> */
+.lm-TabPanel-tabBar {
+ z-index: 1;
+}
+
+
+/* <DEPRECATED> */ .p-TabPanel-stackedPanel, /* </DEPRECATED> */
+.lm-TabPanel-stackedPanel {
+ z-index: 0;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+@charset "UTF-8";
+/*!
+
+Copyright 2015-present Palantir Technologies, Inc. All rights reserved.
+Licensed under the Apache License, Version 2.0.
+
+*/
+html{
+ -webkit-box-sizing:border-box;
+ box-sizing:border-box; }
+
+*,
+*::before,
+*::after{
+ -webkit-box-sizing:inherit;
+ box-sizing:inherit; }
+
+body{
+ text-transform:none;
+ line-height:1.28581;
+ letter-spacing:0;
+ font-size:14px;
+ font-weight:400;
+ color:#182026;
+ font-family:-apple-system, "BlinkMacSystemFont", "Segoe UI", "Roboto", "Oxygen", "Ubuntu", "Cantarell", "Open Sans", "Helvetica Neue", "Icons16", sans-serif; }
+
+p{
+ margin-top:0;
+ margin-bottom:10px; }
+
+small{
+ font-size:12px; }
+
+strong{
+ font-weight:600; }
+
+::-moz-selection{
+ background:rgba(125, 188, 255, 0.6); }
+
+::selection{
+ background:rgba(125, 188, 255, 0.6); }
+.bp3-heading{
+ color:#182026;
+ font-weight:600;
+ margin:0 0 10px;
+ padding:0; }
+ .bp3-dark .bp3-heading{
+ color:#f5f8fa; }
+
+h1.bp3-heading, .bp3-running-text h1{
+ line-height:40px;
+ font-size:36px; }
+
+h2.bp3-heading, .bp3-running-text h2{
+ line-height:32px;
+ font-size:28px; }
+
+h3.bp3-heading, .bp3-running-text h3{
+ line-height:25px;
+ font-size:22px; }
+
+h4.bp3-heading, .bp3-running-text h4{
+ line-height:21px;
+ font-size:18px; }
+
+h5.bp3-heading, .bp3-running-text h5{
+ line-height:19px;
+ font-size:16px; }
+
+h6.bp3-heading, .bp3-running-text h6{
+ line-height:16px;
+ font-size:14px; }
+.bp3-ui-text{
+ text-transform:none;
+ line-height:1.28581;
+ letter-spacing:0;
+ font-size:14px;
+ font-weight:400; }
+
+.bp3-monospace-text{
+ text-transform:none;
+ font-family:monospace; }
+
+.bp3-text-muted{
+ color:#5c7080; }
+ .bp3-dark .bp3-text-muted{
+ color:#a7b6c2; }
+
+.bp3-text-disabled{
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-dark .bp3-text-disabled{
+ color:rgba(167, 182, 194, 0.6); }
+
+.bp3-text-overflow-ellipsis{
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal; }
+.bp3-running-text{
+ line-height:1.5;
+ font-size:14px; }
+ .bp3-running-text h1{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h1{
+ color:#f5f8fa; }
+ .bp3-running-text h2{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h2{
+ color:#f5f8fa; }
+ .bp3-running-text h3{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h3{
+ color:#f5f8fa; }
+ .bp3-running-text h4{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h4{
+ color:#f5f8fa; }
+ .bp3-running-text h5{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h5{
+ color:#f5f8fa; }
+ .bp3-running-text h6{
+ color:#182026;
+ font-weight:600;
+ margin-top:40px;
+ margin-bottom:20px; }
+ .bp3-dark .bp3-running-text h6{
+ color:#f5f8fa; }
+ .bp3-running-text hr{
+ margin:20px 0;
+ border:none;
+ border-bottom:1px solid rgba(16, 22, 26, 0.15); }
+ .bp3-dark .bp3-running-text hr{
+ border-color:rgba(255, 255, 255, 0.15); }
+ .bp3-running-text p{
+ margin:0 0 10px;
+ padding:0; }
+
+.bp3-text-large{
+ font-size:16px; }
+
+.bp3-text-small{
+ font-size:12px; }
+a{
+ text-decoration:none;
+ color:#106ba3; }
+ a:hover{
+ cursor:pointer;
+ text-decoration:underline;
+ color:#106ba3; }
+ a .bp3-icon, a .bp3-icon-standard, a .bp3-icon-large{
+ color:inherit; }
+ a code,
+ .bp3-dark a code{
+ color:inherit; }
+ .bp3-dark a,
+ .bp3-dark a:hover{
+ color:#48aff0; }
+ .bp3-dark a .bp3-icon, .bp3-dark a .bp3-icon-standard, .bp3-dark a .bp3-icon-large,
+ .bp3-dark a:hover .bp3-icon,
+ .bp3-dark a:hover .bp3-icon-standard,
+ .bp3-dark a:hover .bp3-icon-large{
+ color:inherit; }
+.bp3-running-text code, .bp3-code{
+ text-transform:none;
+ font-family:monospace;
+ border-radius:3px;
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2);
+ background:rgba(255, 255, 255, 0.7);
+ padding:2px 5px;
+ color:#5c7080;
+ font-size:smaller; }
+ .bp3-dark .bp3-running-text code, .bp3-running-text .bp3-dark code, .bp3-dark .bp3-code{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ background:rgba(16, 22, 26, 0.3);
+ color:#a7b6c2; }
+ .bp3-running-text a > code, a > .bp3-code{
+ color:#137cbd; }
+ .bp3-dark .bp3-running-text a > code, .bp3-running-text .bp3-dark a > code, .bp3-dark a > .bp3-code{
+ color:inherit; }
+
+.bp3-running-text pre, .bp3-code-block{
+ text-transform:none;
+ font-family:monospace;
+ display:block;
+ margin:10px 0;
+ border-radius:3px;
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15);
+ background:rgba(255, 255, 255, 0.7);
+ padding:13px 15px 12px;
+ line-height:1.4;
+ color:#182026;
+ font-size:13px;
+ word-break:break-all;
+ word-wrap:break-word; }
+ .bp3-dark .bp3-running-text pre, .bp3-running-text .bp3-dark pre, .bp3-dark .bp3-code-block{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ background:rgba(16, 22, 26, 0.3);
+ color:#f5f8fa; }
+ .bp3-running-text pre > code, .bp3-code-block > code{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ padding:0;
+ color:inherit;
+ font-size:inherit; }
+
+.bp3-running-text kbd, .bp3-key{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ background:#ffffff;
+ min-width:24px;
+ height:24px;
+ padding:3px 6px;
+ vertical-align:middle;
+ line-height:24px;
+ color:#5c7080;
+ font-family:inherit;
+ font-size:12px; }
+ .bp3-running-text kbd .bp3-icon, .bp3-key .bp3-icon, .bp3-running-text kbd .bp3-icon-standard, .bp3-key .bp3-icon-standard, .bp3-running-text kbd .bp3-icon-large, .bp3-key .bp3-icon-large{
+ margin-right:5px; }
+ .bp3-dark .bp3-running-text kbd, .bp3-running-text .bp3-dark kbd, .bp3-dark .bp3-key{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ background:#394b59;
+ color:#a7b6c2; }
+.bp3-running-text blockquote, .bp3-blockquote{
+ margin:0 0 10px;
+ border-left:solid 4px rgba(167, 182, 194, 0.5);
+ padding:0 20px; }
+ .bp3-dark .bp3-running-text blockquote, .bp3-running-text .bp3-dark blockquote, .bp3-dark .bp3-blockquote{
+ border-color:rgba(115, 134, 148, 0.5); }
+.bp3-running-text ul,
+.bp3-running-text ol, .bp3-list{
+ margin:10px 0;
+ padding-left:30px; }
+ .bp3-running-text ul li:not(:last-child), .bp3-running-text ol li:not(:last-child), .bp3-list li:not(:last-child){
+ margin-bottom:5px; }
+ .bp3-running-text ul ol, .bp3-running-text ol ol, .bp3-list ol,
+ .bp3-running-text ul ul,
+ .bp3-running-text ol ul,
+ .bp3-list ul{
+ margin-top:5px; }
+
+.bp3-list-unstyled{
+ margin:0;
+ padding:0;
+ list-style:none; }
+ .bp3-list-unstyled li{
+ padding:0; }
+.bp3-rtl{
+ text-align:right; }
+
+.bp3-dark{
+ color:#f5f8fa; }
+
+:focus{
+ outline:rgba(19, 124, 189, 0.6) auto 2px;
+ outline-offset:2px;
+ -moz-outline-radius:6px; }
+
+.bp3-focus-disabled :focus{
+ outline:none !important; }
+ .bp3-focus-disabled :focus ~ .bp3-control-indicator{
+ outline:none !important; }
+
+.bp3-alert{
+ max-width:400px;
+ padding:20px; }
+
+.bp3-alert-body{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex; }
+ .bp3-alert-body .bp3-icon{
+ margin-top:0;
+ margin-right:20px;
+ font-size:40px; }
+
+.bp3-alert-footer{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:reverse;
+ -ms-flex-direction:row-reverse;
+ flex-direction:row-reverse;
+ margin-top:10px; }
+ .bp3-alert-footer .bp3-button{
+ margin-left:10px; }
+.bp3-breadcrumbs{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -ms-flex-wrap:wrap;
+ flex-wrap:wrap;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ margin:0;
+ cursor:default;
+ height:30px;
+ padding:0;
+ list-style:none; }
+ .bp3-breadcrumbs > li{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center; }
+ .bp3-breadcrumbs > li::after{
+ display:block;
+ margin:0 5px;
+ background:url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M10.71 7.29l-4-4a1.003 1.003 0 0 0-1.42 1.42L8.59 8 5.3 11.29c-.19.18-.3.43-.3.71a1.003 1.003 0 0 0 1.71.71l4-4c.18-.18.29-.43.29-.71 0-.28-.11-.53-.29-.71z' fill='%235C7080'/%3e%3c/svg%3e");
+ width:16px;
+ height:16px;
+ content:""; }
+ .bp3-breadcrumbs > li:last-of-type::after{
+ display:none; }
+
+.bp3-breadcrumb,
+.bp3-breadcrumb-current,
+.bp3-breadcrumbs-collapsed{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ font-size:16px; }
+
+.bp3-breadcrumb,
+.bp3-breadcrumbs-collapsed{
+ color:#5c7080; }
+
+.bp3-breadcrumb:hover{
+ text-decoration:none; }
+
+.bp3-breadcrumb.bp3-disabled{
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+
+.bp3-breadcrumb .bp3-icon{
+ margin-right:5px; }
+
+.bp3-breadcrumb-current{
+ color:inherit;
+ font-weight:600; }
+ .bp3-breadcrumb-current .bp3-input{
+ vertical-align:baseline;
+ font-size:inherit;
+ font-weight:inherit; }
+
+.bp3-breadcrumbs-collapsed{
+ margin-right:2px;
+ border:none;
+ border-radius:3px;
+ background:#ced9e0;
+ cursor:pointer;
+ padding:1px 5px;
+ vertical-align:text-bottom; }
+ .bp3-breadcrumbs-collapsed::before{
+ display:block;
+ background:url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3e%3cg fill='%235C7080'%3e%3ccircle cx='2' cy='8.03' r='2'/%3e%3ccircle cx='14' cy='8.03' r='2'/%3e%3ccircle cx='8' cy='8.03' r='2'/%3e%3c/g%3e%3c/svg%3e") center no-repeat;
+ width:16px;
+ height:16px;
+ content:""; }
+ .bp3-breadcrumbs-collapsed:hover{
+ background:#bfccd6;
+ text-decoration:none;
+ color:#182026; }
+
+.bp3-dark .bp3-breadcrumb,
+.bp3-dark .bp3-breadcrumbs-collapsed{
+ color:#a7b6c2; }
+
+.bp3-dark .bp3-breadcrumbs > li::after{
+ color:#a7b6c2; }
+
+.bp3-dark .bp3-breadcrumb.bp3-disabled{
+ color:rgba(167, 182, 194, 0.6); }
+
+.bp3-dark .bp3-breadcrumb-current{
+ color:#f5f8fa; }
+
+.bp3-dark .bp3-breadcrumbs-collapsed{
+ background:rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-breadcrumbs-collapsed:hover{
+ background:rgba(16, 22, 26, 0.6);
+ color:#f5f8fa; }
+.bp3-button{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ border:none;
+ border-radius:3px;
+ cursor:pointer;
+ padding:5px 10px;
+ vertical-align:middle;
+ text-align:left;
+ font-size:14px;
+ min-width:30px;
+ min-height:30px; }
+ .bp3-button > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-button > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-button::before,
+ .bp3-button > *{
+ margin-right:7px; }
+ .bp3-button:empty::before,
+ .bp3-button > :last-child{
+ margin-right:0; }
+ .bp3-button:empty{
+ padding:0 !important; }
+ .bp3-button:disabled, .bp3-button.bp3-disabled{
+ cursor:not-allowed; }
+ .bp3-button.bp3-fill{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ width:100%; }
+ .bp3-button.bp3-align-right,
+ .bp3-align-right .bp3-button{
+ text-align:right; }
+ .bp3-button.bp3-align-left,
+ .bp3-align-left .bp3-button{
+ text-align:left; }
+ .bp3-button:not([class*="bp3-intent-"]){
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-color:#f5f8fa;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.8)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.8), rgba(255, 255, 255, 0));
+ color:#182026; }
+ .bp3-button:not([class*="bp3-intent-"]):hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5; }
+ .bp3-button:not([class*="bp3-intent-"]):active, .bp3-button:not([class*="bp3-intent-"]).bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none; }
+ .bp3-button:not([class*="bp3-intent-"]):disabled, .bp3-button:not([class*="bp3-intent-"]).bp3-disabled{
+ outline:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ background-image:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-button:not([class*="bp3-intent-"]):disabled.bp3-active, .bp3-button:not([class*="bp3-intent-"]):disabled.bp3-active:hover, .bp3-button:not([class*="bp3-intent-"]).bp3-disabled.bp3-active, .bp3-button:not([class*="bp3-intent-"]).bp3-disabled.bp3-active:hover{
+ background:rgba(206, 217, 224, 0.7); }
+ .bp3-button.bp3-intent-primary{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#137cbd;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-button.bp3-intent-primary:hover, .bp3-button.bp3-intent-primary:active, .bp3-button.bp3-intent-primary.bp3-active{
+ color:#ffffff; }
+ .bp3-button.bp3-intent-primary:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#106ba3; }
+ .bp3-button.bp3-intent-primary:active, .bp3-button.bp3-intent-primary.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#0e5a8a;
+ background-image:none; }
+ .bp3-button.bp3-intent-primary:disabled, .bp3-button.bp3-intent-primary.bp3-disabled{
+ border-color:transparent;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(19, 124, 189, 0.5);
+ background-image:none;
+ color:rgba(255, 255, 255, 0.6); }
+ .bp3-button.bp3-intent-success{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#0f9960;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-button.bp3-intent-success:hover, .bp3-button.bp3-intent-success:active, .bp3-button.bp3-intent-success.bp3-active{
+ color:#ffffff; }
+ .bp3-button.bp3-intent-success:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#0d8050; }
+ .bp3-button.bp3-intent-success:active, .bp3-button.bp3-intent-success.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#0a6640;
+ background-image:none; }
+ .bp3-button.bp3-intent-success:disabled, .bp3-button.bp3-intent-success.bp3-disabled{
+ border-color:transparent;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(15, 153, 96, 0.5);
+ background-image:none;
+ color:rgba(255, 255, 255, 0.6); }
+ .bp3-button.bp3-intent-warning{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#d9822b;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-button.bp3-intent-warning:hover, .bp3-button.bp3-intent-warning:active, .bp3-button.bp3-intent-warning.bp3-active{
+ color:#ffffff; }
+ .bp3-button.bp3-intent-warning:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#bf7326; }
+ .bp3-button.bp3-intent-warning:active, .bp3-button.bp3-intent-warning.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#a66321;
+ background-image:none; }
+ .bp3-button.bp3-intent-warning:disabled, .bp3-button.bp3-intent-warning.bp3-disabled{
+ border-color:transparent;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(217, 130, 43, 0.5);
+ background-image:none;
+ color:rgba(255, 255, 255, 0.6); }
+ .bp3-button.bp3-intent-danger{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#db3737;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-button.bp3-intent-danger:hover, .bp3-button.bp3-intent-danger:active, .bp3-button.bp3-intent-danger.bp3-active{
+ color:#ffffff; }
+ .bp3-button.bp3-intent-danger:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#c23030; }
+ .bp3-button.bp3-intent-danger:active, .bp3-button.bp3-intent-danger.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#a82a2a;
+ background-image:none; }
+ .bp3-button.bp3-intent-danger:disabled, .bp3-button.bp3-intent-danger.bp3-disabled{
+ border-color:transparent;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(219, 55, 55, 0.5);
+ background-image:none;
+ color:rgba(255, 255, 255, 0.6); }
+ .bp3-button[class*="bp3-intent-"] .bp3-button-spinner .bp3-spinner-head{
+ stroke:#ffffff; }
+ .bp3-button.bp3-large,
+ .bp3-large .bp3-button{
+ min-width:40px;
+ min-height:40px;
+ padding:5px 15px;
+ font-size:16px; }
+ .bp3-button.bp3-large::before,
+ .bp3-button.bp3-large > *,
+ .bp3-large .bp3-button::before,
+ .bp3-large .bp3-button > *{
+ margin-right:10px; }
+ .bp3-button.bp3-large:empty::before,
+ .bp3-button.bp3-large > :last-child,
+ .bp3-large .bp3-button:empty::before,
+ .bp3-large .bp3-button > :last-child{
+ margin-right:0; }
+ .bp3-button.bp3-small,
+ .bp3-small .bp3-button{
+ min-width:24px;
+ min-height:24px;
+ padding:0 7px; }
+ .bp3-button.bp3-loading{
+ position:relative; }
+ .bp3-button.bp3-loading[class*="bp3-icon-"]::before{
+ visibility:hidden; }
+ .bp3-button.bp3-loading .bp3-button-spinner{
+ position:absolute;
+ margin:0; }
+ .bp3-button.bp3-loading > :not(.bp3-button-spinner){
+ visibility:hidden; }
+ .bp3-button[class*="bp3-icon-"]::before{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ color:#5c7080; }
+ .bp3-button .bp3-icon, .bp3-button .bp3-icon-standard, .bp3-button .bp3-icon-large{
+ color:#5c7080; }
+ .bp3-button .bp3-icon.bp3-align-right, .bp3-button .bp3-icon-standard.bp3-align-right, .bp3-button .bp3-icon-large.bp3-align-right{
+ margin-left:7px; }
+ .bp3-button .bp3-icon:first-child:last-child,
+ .bp3-button .bp3-spinner + .bp3-icon:last-child{
+ margin:0 -7px; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]){
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#394b59;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.05)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.05), rgba(255, 255, 255, 0));
+ color:#f5f8fa; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]):hover, .bp3-dark .bp3-button:not([class*="bp3-intent-"]):active, .bp3-dark .bp3-button:not([class*="bp3-intent-"]).bp3-active{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]):hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]):active, .bp3-dark .bp3-button:not([class*="bp3-intent-"]).bp3-active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#202b33;
+ background-image:none; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]):disabled, .bp3-dark .bp3-button:not([class*="bp3-intent-"]).bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(57, 75, 89, 0.5);
+ background-image:none;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]):disabled.bp3-active, .bp3-dark .bp3-button:not([class*="bp3-intent-"]).bp3-disabled.bp3-active{
+ background:rgba(57, 75, 89, 0.7); }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]) .bp3-button-spinner .bp3-spinner-head{
+ background:rgba(16, 22, 26, 0.5);
+ stroke:#8a9ba8; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"])[class*="bp3-icon-"]::before{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-button:not([class*="bp3-intent-"]) .bp3-icon, .bp3-dark .bp3-button:not([class*="bp3-intent-"]) .bp3-icon-standard, .bp3-dark .bp3-button:not([class*="bp3-intent-"]) .bp3-icon-large{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-button[class*="bp3-intent-"]{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-button[class*="bp3-intent-"]:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-button[class*="bp3-intent-"]:active, .bp3-dark .bp3-button[class*="bp3-intent-"].bp3-active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2); }
+ .bp3-dark .bp3-button[class*="bp3-intent-"]:disabled, .bp3-dark .bp3-button[class*="bp3-intent-"].bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-image:none;
+ color:rgba(255, 255, 255, 0.3); }
+ .bp3-dark .bp3-button[class*="bp3-intent-"] .bp3-button-spinner .bp3-spinner-head{
+ stroke:#8a9ba8; }
+ .bp3-button:disabled::before,
+ .bp3-button:disabled .bp3-icon, .bp3-button:disabled .bp3-icon-standard, .bp3-button:disabled .bp3-icon-large, .bp3-button.bp3-disabled::before,
+ .bp3-button.bp3-disabled .bp3-icon, .bp3-button.bp3-disabled .bp3-icon-standard, .bp3-button.bp3-disabled .bp3-icon-large, .bp3-button[class*="bp3-intent-"]::before,
+ .bp3-button[class*="bp3-intent-"] .bp3-icon, .bp3-button[class*="bp3-intent-"] .bp3-icon-standard, .bp3-button[class*="bp3-intent-"] .bp3-icon-large{
+ color:inherit !important; }
+ .bp3-button.bp3-minimal{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-button.bp3-minimal:hover{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(167, 182, 194, 0.3);
+ text-decoration:none;
+ color:#182026; }
+ .bp3-button.bp3-minimal:active, .bp3-button.bp3-minimal.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(115, 134, 148, 0.3);
+ color:#182026; }
+ .bp3-button.bp3-minimal:disabled, .bp3-button.bp3-minimal:disabled:hover, .bp3-button.bp3-minimal.bp3-disabled, .bp3-button.bp3-minimal.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-button.bp3-minimal:disabled.bp3-active, .bp3-button.bp3-minimal:disabled:hover.bp3-active, .bp3-button.bp3-minimal.bp3-disabled.bp3-active, .bp3-button.bp3-minimal.bp3-disabled:hover.bp3-active{
+ background:rgba(115, 134, 148, 0.3); }
+ .bp3-dark .bp3-button.bp3-minimal{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:inherit; }
+ .bp3-dark .bp3-button.bp3-minimal:hover, .bp3-dark .bp3-button.bp3-minimal:active, .bp3-dark .bp3-button.bp3-minimal.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-dark .bp3-button.bp3-minimal:hover{
+ background:rgba(138, 155, 168, 0.15); }
+ .bp3-dark .bp3-button.bp3-minimal:active, .bp3-dark .bp3-button.bp3-minimal.bp3-active{
+ background:rgba(138, 155, 168, 0.3);
+ color:#f5f8fa; }
+ .bp3-dark .bp3-button.bp3-minimal:disabled, .bp3-dark .bp3-button.bp3-minimal:disabled:hover, .bp3-dark .bp3-button.bp3-minimal.bp3-disabled, .bp3-dark .bp3-button.bp3-minimal.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-button.bp3-minimal:disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal:disabled:hover.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-disabled:hover.bp3-active{
+ background:rgba(138, 155, 168, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-primary{
+ color:#106ba3; }
+ .bp3-button.bp3-minimal.bp3-intent-primary:hover, .bp3-button.bp3-minimal.bp3-intent-primary:active, .bp3-button.bp3-minimal.bp3-intent-primary.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#106ba3; }
+ .bp3-button.bp3-minimal.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.15);
+ color:#106ba3; }
+ .bp3-button.bp3-minimal.bp3-intent-primary:active, .bp3-button.bp3-minimal.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#106ba3; }
+ .bp3-button.bp3-minimal.bp3-intent-primary:disabled, .bp3-button.bp3-minimal.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(16, 107, 163, 0.5); }
+ .bp3-button.bp3-minimal.bp3-intent-primary:disabled.bp3-active, .bp3-button.bp3-minimal.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-primary .bp3-button-spinner .bp3-spinner-head{
+ stroke:#106ba3; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary{
+ color:#48aff0; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.2);
+ color:#48aff0; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary:active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#48aff0; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary:disabled, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(72, 175, 240, 0.5); }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary:disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-success{
+ color:#0d8050; }
+ .bp3-button.bp3-minimal.bp3-intent-success:hover, .bp3-button.bp3-minimal.bp3-intent-success:active, .bp3-button.bp3-minimal.bp3-intent-success.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#0d8050; }
+ .bp3-button.bp3-minimal.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.15);
+ color:#0d8050; }
+ .bp3-button.bp3-minimal.bp3-intent-success:active, .bp3-button.bp3-minimal.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#0d8050; }
+ .bp3-button.bp3-minimal.bp3-intent-success:disabled, .bp3-button.bp3-minimal.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(13, 128, 80, 0.5); }
+ .bp3-button.bp3-minimal.bp3-intent-success:disabled.bp3-active, .bp3-button.bp3-minimal.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-success .bp3-button-spinner .bp3-spinner-head{
+ stroke:#0d8050; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success{
+ color:#3dcc91; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.2);
+ color:#3dcc91; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success:active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#3dcc91; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success:disabled, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(61, 204, 145, 0.5); }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success:disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-warning{
+ color:#bf7326; }
+ .bp3-button.bp3-minimal.bp3-intent-warning:hover, .bp3-button.bp3-minimal.bp3-intent-warning:active, .bp3-button.bp3-minimal.bp3-intent-warning.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#bf7326; }
+ .bp3-button.bp3-minimal.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.15);
+ color:#bf7326; }
+ .bp3-button.bp3-minimal.bp3-intent-warning:active, .bp3-button.bp3-minimal.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#bf7326; }
+ .bp3-button.bp3-minimal.bp3-intent-warning:disabled, .bp3-button.bp3-minimal.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(191, 115, 38, 0.5); }
+ .bp3-button.bp3-minimal.bp3-intent-warning:disabled.bp3-active, .bp3-button.bp3-minimal.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-warning .bp3-button-spinner .bp3-spinner-head{
+ stroke:#bf7326; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning{
+ color:#ffb366; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.2);
+ color:#ffb366; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning:active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#ffb366; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning:disabled, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(255, 179, 102, 0.5); }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning:disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-danger{
+ color:#c23030; }
+ .bp3-button.bp3-minimal.bp3-intent-danger:hover, .bp3-button.bp3-minimal.bp3-intent-danger:active, .bp3-button.bp3-minimal.bp3-intent-danger.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#c23030; }
+ .bp3-button.bp3-minimal.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.15);
+ color:#c23030; }
+ .bp3-button.bp3-minimal.bp3-intent-danger:active, .bp3-button.bp3-minimal.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#c23030; }
+ .bp3-button.bp3-minimal.bp3-intent-danger:disabled, .bp3-button.bp3-minimal.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(194, 48, 48, 0.5); }
+ .bp3-button.bp3-minimal.bp3-intent-danger:disabled.bp3-active, .bp3-button.bp3-minimal.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+ .bp3-button.bp3-minimal.bp3-intent-danger .bp3-button-spinner .bp3-spinner-head{
+ stroke:#c23030; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger{
+ color:#ff7373; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.2);
+ color:#ff7373; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger:active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#ff7373; }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger:disabled, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(255, 115, 115, 0.5); }
+ .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger:disabled.bp3-active, .bp3-dark .bp3-button.bp3-minimal.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+
+a.bp3-button{
+ text-align:center;
+ text-decoration:none;
+ -webkit-transition:none;
+ transition:none; }
+ a.bp3-button, a.bp3-button:hover, a.bp3-button:active{
+ color:#182026; }
+ a.bp3-button.bp3-disabled{
+ color:rgba(92, 112, 128, 0.6); }
+
+.bp3-button-text{
+ -webkit-box-flex:0;
+ -ms-flex:0 1 auto;
+ flex:0 1 auto; }
+
+.bp3-button.bp3-align-left .bp3-button-text, .bp3-button.bp3-align-right .bp3-button-text,
+.bp3-button-group.bp3-align-left .bp3-button-text,
+.bp3-button-group.bp3-align-right .bp3-button-text{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto; }
+.bp3-button-group{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex; }
+ .bp3-button-group .bp3-button{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ position:relative;
+ z-index:4; }
+ .bp3-button-group .bp3-button:focus{
+ z-index:5; }
+ .bp3-button-group .bp3-button:hover{
+ z-index:6; }
+ .bp3-button-group .bp3-button:active, .bp3-button-group .bp3-button.bp3-active{
+ z-index:7; }
+ .bp3-button-group .bp3-button:disabled, .bp3-button-group .bp3-button.bp3-disabled{
+ z-index:3; }
+ .bp3-button-group .bp3-button[class*="bp3-intent-"]{
+ z-index:9; }
+ .bp3-button-group .bp3-button[class*="bp3-intent-"]:focus{
+ z-index:10; }
+ .bp3-button-group .bp3-button[class*="bp3-intent-"]:hover{
+ z-index:11; }
+ .bp3-button-group .bp3-button[class*="bp3-intent-"]:active, .bp3-button-group .bp3-button[class*="bp3-intent-"].bp3-active{
+ z-index:12; }
+ .bp3-button-group .bp3-button[class*="bp3-intent-"]:disabled, .bp3-button-group .bp3-button[class*="bp3-intent-"].bp3-disabled{
+ z-index:8; }
+ .bp3-button-group:not(.bp3-minimal) > .bp3-popover-wrapper:not(:first-child) .bp3-button,
+ .bp3-button-group:not(.bp3-minimal) > .bp3-button:not(:first-child){
+ border-top-left-radius:0;
+ border-bottom-left-radius:0; }
+ .bp3-button-group:not(.bp3-minimal) > .bp3-popover-wrapper:not(:last-child) .bp3-button,
+ .bp3-button-group:not(.bp3-minimal) > .bp3-button:not(:last-child){
+ margin-right:-1px;
+ border-top-right-radius:0;
+ border-bottom-right-radius:0; }
+ .bp3-button-group.bp3-minimal .bp3-button{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-button-group.bp3-minimal .bp3-button:hover{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(167, 182, 194, 0.3);
+ text-decoration:none;
+ color:#182026; }
+ .bp3-button-group.bp3-minimal .bp3-button:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(115, 134, 148, 0.3);
+ color:#182026; }
+ .bp3-button-group.bp3-minimal .bp3-button:disabled, .bp3-button-group.bp3-minimal .bp3-button:disabled:hover, .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled, .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-button-group.bp3-minimal .bp3-button:disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button:disabled:hover.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled:hover.bp3-active{
+ background:rgba(115, 134, 148, 0.3); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:inherit; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:hover, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:hover{
+ background:rgba(138, 155, 168, 0.15); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-active{
+ background:rgba(138, 155, 168, 0.3);
+ color:#f5f8fa; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:disabled:hover, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button:disabled:hover.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-disabled:hover.bp3-active{
+ background:rgba(138, 155, 168, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary{
+ color:#106ba3; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:hover, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#106ba3; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.15);
+ color:#106ba3; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#106ba3; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:disabled, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(16, 107, 163, 0.5); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary .bp3-button-spinner .bp3-spinner-head{
+ stroke:#106ba3; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary{
+ color:#48aff0; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.2);
+ color:#48aff0; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#48aff0; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(72, 175, 240, 0.5); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary:disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success{
+ color:#0d8050; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:hover, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#0d8050; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.15);
+ color:#0d8050; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#0d8050; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:disabled, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(13, 128, 80, 0.5); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success .bp3-button-spinner .bp3-spinner-head{
+ stroke:#0d8050; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success{
+ color:#3dcc91; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.2);
+ color:#3dcc91; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#3dcc91; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(61, 204, 145, 0.5); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success:disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning{
+ color:#bf7326; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:hover, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#bf7326; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.15);
+ color:#bf7326; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#bf7326; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:disabled, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(191, 115, 38, 0.5); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning .bp3-button-spinner .bp3-spinner-head{
+ stroke:#bf7326; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning{
+ color:#ffb366; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.2);
+ color:#ffb366; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#ffb366; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(255, 179, 102, 0.5); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning:disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger{
+ color:#c23030; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:hover, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#c23030; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.15);
+ color:#c23030; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#c23030; }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:disabled, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(194, 48, 48, 0.5); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:disabled.bp3-active, .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+ .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger .bp3-button-spinner .bp3-spinner-head{
+ stroke:#c23030; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger{
+ color:#ff7373; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.2);
+ color:#ff7373; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#ff7373; }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:disabled, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(255, 115, 115, 0.5); }
+ .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger:disabled.bp3-active, .bp3-dark .bp3-button-group.bp3-minimal .bp3-button.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+ .bp3-button-group .bp3-popover-wrapper,
+ .bp3-button-group .bp3-popover-target{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto; }
+ .bp3-button-group.bp3-fill{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ width:100%; }
+ .bp3-button-group .bp3-button.bp3-fill,
+ .bp3-button-group.bp3-fill .bp3-button:not(.bp3-fixed){
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto; }
+ .bp3-button-group.bp3-vertical{
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ -webkit-box-align:stretch;
+ -ms-flex-align:stretch;
+ align-items:stretch;
+ vertical-align:top; }
+ .bp3-button-group.bp3-vertical.bp3-fill{
+ width:unset;
+ height:100%; }
+ .bp3-button-group.bp3-vertical .bp3-button{
+ margin-right:0 !important;
+ width:100%; }
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-popover-wrapper:first-child .bp3-button,
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-button:first-child{
+ border-radius:3px 3px 0 0; }
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-popover-wrapper:last-child .bp3-button,
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-button:last-child{
+ border-radius:0 0 3px 3px; }
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-popover-wrapper:not(:last-child) .bp3-button,
+ .bp3-button-group.bp3-vertical:not(.bp3-minimal) > .bp3-button:not(:last-child){
+ margin-bottom:-1px; }
+ .bp3-button-group.bp3-align-left .bp3-button{
+ text-align:left; }
+ .bp3-dark .bp3-button-group:not(.bp3-minimal) > .bp3-popover-wrapper:not(:last-child) .bp3-button,
+ .bp3-dark .bp3-button-group:not(.bp3-minimal) > .bp3-button:not(:last-child){
+ margin-right:1px; }
+ .bp3-dark .bp3-button-group.bp3-vertical > .bp3-popover-wrapper:not(:last-child) .bp3-button,
+ .bp3-dark .bp3-button-group.bp3-vertical > .bp3-button:not(:last-child){
+ margin-bottom:1px; }
+.bp3-callout{
+ line-height:1.5;
+ font-size:14px;
+ position:relative;
+ border-radius:3px;
+ background-color:rgba(138, 155, 168, 0.15);
+ width:100%;
+ padding:10px 12px 9px; }
+ .bp3-callout[class*="bp3-icon-"]{
+ padding-left:40px; }
+ .bp3-callout[class*="bp3-icon-"]::before{
+ line-height:1;
+ font-family:"Icons20", sans-serif;
+ font-size:20px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ position:absolute;
+ top:10px;
+ left:10px;
+ color:#5c7080; }
+ .bp3-callout.bp3-callout-icon{
+ padding-left:40px; }
+ .bp3-callout.bp3-callout-icon > .bp3-icon:first-child{
+ position:absolute;
+ top:10px;
+ left:10px;
+ color:#5c7080; }
+ .bp3-callout .bp3-heading{
+ margin-top:0;
+ margin-bottom:5px;
+ line-height:20px; }
+ .bp3-callout .bp3-heading:last-child{
+ margin-bottom:0; }
+ .bp3-dark .bp3-callout{
+ background-color:rgba(138, 155, 168, 0.2); }
+ .bp3-dark .bp3-callout[class*="bp3-icon-"]::before{
+ color:#a7b6c2; }
+ .bp3-callout.bp3-intent-primary{
+ background-color:rgba(19, 124, 189, 0.15); }
+ .bp3-callout.bp3-intent-primary[class*="bp3-icon-"]::before,
+ .bp3-callout.bp3-intent-primary > .bp3-icon:first-child,
+ .bp3-callout.bp3-intent-primary .bp3-heading{
+ color:#106ba3; }
+ .bp3-dark .bp3-callout.bp3-intent-primary{
+ background-color:rgba(19, 124, 189, 0.25); }
+ .bp3-dark .bp3-callout.bp3-intent-primary[class*="bp3-icon-"]::before,
+ .bp3-dark .bp3-callout.bp3-intent-primary > .bp3-icon:first-child,
+ .bp3-dark .bp3-callout.bp3-intent-primary .bp3-heading{
+ color:#48aff0; }
+ .bp3-callout.bp3-intent-success{
+ background-color:rgba(15, 153, 96, 0.15); }
+ .bp3-callout.bp3-intent-success[class*="bp3-icon-"]::before,
+ .bp3-callout.bp3-intent-success > .bp3-icon:first-child,
+ .bp3-callout.bp3-intent-success .bp3-heading{
+ color:#0d8050; }
+ .bp3-dark .bp3-callout.bp3-intent-success{
+ background-color:rgba(15, 153, 96, 0.25); }
+ .bp3-dark .bp3-callout.bp3-intent-success[class*="bp3-icon-"]::before,
+ .bp3-dark .bp3-callout.bp3-intent-success > .bp3-icon:first-child,
+ .bp3-dark .bp3-callout.bp3-intent-success .bp3-heading{
+ color:#3dcc91; }
+ .bp3-callout.bp3-intent-warning{
+ background-color:rgba(217, 130, 43, 0.15); }
+ .bp3-callout.bp3-intent-warning[class*="bp3-icon-"]::before,
+ .bp3-callout.bp3-intent-warning > .bp3-icon:first-child,
+ .bp3-callout.bp3-intent-warning .bp3-heading{
+ color:#bf7326; }
+ .bp3-dark .bp3-callout.bp3-intent-warning{
+ background-color:rgba(217, 130, 43, 0.25); }
+ .bp3-dark .bp3-callout.bp3-intent-warning[class*="bp3-icon-"]::before,
+ .bp3-dark .bp3-callout.bp3-intent-warning > .bp3-icon:first-child,
+ .bp3-dark .bp3-callout.bp3-intent-warning .bp3-heading{
+ color:#ffb366; }
+ .bp3-callout.bp3-intent-danger{
+ background-color:rgba(219, 55, 55, 0.15); }
+ .bp3-callout.bp3-intent-danger[class*="bp3-icon-"]::before,
+ .bp3-callout.bp3-intent-danger > .bp3-icon:first-child,
+ .bp3-callout.bp3-intent-danger .bp3-heading{
+ color:#c23030; }
+ .bp3-dark .bp3-callout.bp3-intent-danger{
+ background-color:rgba(219, 55, 55, 0.25); }
+ .bp3-dark .bp3-callout.bp3-intent-danger[class*="bp3-icon-"]::before,
+ .bp3-dark .bp3-callout.bp3-intent-danger > .bp3-icon:first-child,
+ .bp3-dark .bp3-callout.bp3-intent-danger .bp3-heading{
+ color:#ff7373; }
+ .bp3-running-text .bp3-callout{
+ margin:20px 0; }
+.bp3-card{
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.15), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.15), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ background-color:#ffffff;
+ padding:20px;
+ -webkit-transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), box-shadow 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), box-shadow 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 200ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-card.bp3-dark,
+ .bp3-dark .bp3-card{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ background-color:#30404d; }
+
+.bp3-elevation-0{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.15), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.15), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0); }
+ .bp3-elevation-0.bp3-dark,
+ .bp3-dark .bp3-elevation-0{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), 0 0 0 rgba(16, 22, 26, 0), 0 0 0 rgba(16, 22, 26, 0); }
+
+.bp3-elevation-1{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-elevation-1.bp3-dark,
+ .bp3-dark .bp3-elevation-1{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4); }
+
+.bp3-elevation-2{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 1px 1px rgba(16, 22, 26, 0.2), 0 2px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 1px 1px rgba(16, 22, 26, 0.2), 0 2px 6px rgba(16, 22, 26, 0.2); }
+ .bp3-elevation-2.bp3-dark,
+ .bp3-dark .bp3-elevation-2{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.4), 0 2px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.4), 0 2px 6px rgba(16, 22, 26, 0.4); }
+
+.bp3-elevation-3{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2); }
+ .bp3-elevation-3.bp3-dark,
+ .bp3-dark .bp3-elevation-3{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4); }
+
+.bp3-elevation-4{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2); }
+ .bp3-elevation-4.bp3-dark,
+ .bp3-dark .bp3-elevation-4{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4); }
+
+.bp3-card.bp3-interactive:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ cursor:pointer; }
+ .bp3-card.bp3-interactive:hover.bp3-dark,
+ .bp3-dark .bp3-card.bp3-interactive:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4); }
+
+.bp3-card.bp3-interactive:active{
+ opacity:0.9;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ -webkit-transition-duration:0;
+ transition-duration:0; }
+ .bp3-card.bp3-interactive:active.bp3-dark,
+ .bp3-dark .bp3-card.bp3-interactive:active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4); }
+
+.bp3-collapse{
+ height:0;
+ overflow-y:hidden;
+ -webkit-transition:height 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:height 200ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-collapse .bp3-collapse-body{
+ -webkit-transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-collapse .bp3-collapse-body[aria-hidden="true"]{
+ display:none; }
+
+.bp3-context-menu .bp3-popover-target{
+ display:block; }
+
+.bp3-context-menu-popover-target{
+ position:fixed; }
+
+.bp3-divider{
+ margin:5px;
+ border-right:1px solid rgba(16, 22, 26, 0.15);
+ border-bottom:1px solid rgba(16, 22, 26, 0.15); }
+ .bp3-dark .bp3-divider{
+ border-color:rgba(16, 22, 26, 0.4); }
+.bp3-dialog-container{
+ opacity:1;
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ width:100%;
+ min-height:100%;
+ pointer-events:none;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-dialog-container.bp3-overlay-enter > .bp3-dialog, .bp3-dialog-container.bp3-overlay-appear > .bp3-dialog{
+ opacity:0;
+ -webkit-transform:scale(0.5);
+ transform:scale(0.5); }
+ .bp3-dialog-container.bp3-overlay-enter-active > .bp3-dialog, .bp3-dialog-container.bp3-overlay-appear-active > .bp3-dialog{
+ opacity:1;
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:opacity, transform;
+ transition-property:opacity, transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-dialog-container.bp3-overlay-exit > .bp3-dialog{
+ opacity:1;
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-dialog-container.bp3-overlay-exit-active > .bp3-dialog{
+ opacity:0;
+ -webkit-transform:scale(0.5);
+ transform:scale(0.5);
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:opacity, transform;
+ transition-property:opacity, transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+
+.bp3-dialog{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ margin:30px 0;
+ border-radius:6px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ background:#ebf1f5;
+ width:500px;
+ padding-bottom:20px;
+ pointer-events:all;
+ -webkit-user-select:text;
+ -moz-user-select:text;
+ -ms-user-select:text;
+ user-select:text; }
+ .bp3-dialog:focus{
+ outline:0; }
+ .bp3-dialog.bp3-dark,
+ .bp3-dark .bp3-dialog{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ background:#293742;
+ color:#f5f8fa; }
+
+.bp3-dialog-header{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ border-radius:6px 6px 0 0;
+ -webkit-box-shadow:0 1px 0 rgba(16, 22, 26, 0.15);
+ box-shadow:0 1px 0 rgba(16, 22, 26, 0.15);
+ background:#ffffff;
+ min-height:40px;
+ padding-right:5px;
+ padding-left:20px; }
+ .bp3-dialog-header .bp3-icon-large,
+ .bp3-dialog-header .bp3-icon{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ margin-right:10px;
+ color:#5c7080; }
+ .bp3-dialog-header .bp3-heading{
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ margin:0;
+ line-height:inherit; }
+ .bp3-dialog-header .bp3-heading:last-child{
+ margin-right:20px; }
+ .bp3-dark .bp3-dialog-header{
+ -webkit-box-shadow:0 1px 0 rgba(16, 22, 26, 0.4);
+ box-shadow:0 1px 0 rgba(16, 22, 26, 0.4);
+ background:#30404d; }
+ .bp3-dark .bp3-dialog-header .bp3-icon-large,
+ .bp3-dark .bp3-dialog-header .bp3-icon{
+ color:#a7b6c2; }
+
+.bp3-dialog-body{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ margin:20px;
+ line-height:18px; }
+
+.bp3-dialog-footer{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ margin:0 20px; }
+
+.bp3-dialog-footer-actions{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-pack:end;
+ -ms-flex-pack:end;
+ justify-content:flex-end; }
+ .bp3-dialog-footer-actions .bp3-button{
+ margin-left:10px; }
+.bp3-drawer{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ margin:0;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ background:#ffffff;
+ padding:0; }
+ .bp3-drawer:focus{
+ outline:0; }
+ .bp3-drawer.bp3-position-top{
+ top:0;
+ right:0;
+ left:0;
+ height:50%; }
+ .bp3-drawer.bp3-position-top.bp3-overlay-enter, .bp3-drawer.bp3-position-top.bp3-overlay-appear{
+ -webkit-transform:translateY(-100%);
+ transform:translateY(-100%); }
+ .bp3-drawer.bp3-position-top.bp3-overlay-enter-active, .bp3-drawer.bp3-position-top.bp3-overlay-appear-active{
+ -webkit-transform:translateY(0);
+ transform:translateY(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-top.bp3-overlay-exit{
+ -webkit-transform:translateY(0);
+ transform:translateY(0); }
+ .bp3-drawer.bp3-position-top.bp3-overlay-exit-active{
+ -webkit-transform:translateY(-100%);
+ transform:translateY(-100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-bottom{
+ right:0;
+ bottom:0;
+ left:0;
+ height:50%; }
+ .bp3-drawer.bp3-position-bottom.bp3-overlay-enter, .bp3-drawer.bp3-position-bottom.bp3-overlay-appear{
+ -webkit-transform:translateY(100%);
+ transform:translateY(100%); }
+ .bp3-drawer.bp3-position-bottom.bp3-overlay-enter-active, .bp3-drawer.bp3-position-bottom.bp3-overlay-appear-active{
+ -webkit-transform:translateY(0);
+ transform:translateY(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-bottom.bp3-overlay-exit{
+ -webkit-transform:translateY(0);
+ transform:translateY(0); }
+ .bp3-drawer.bp3-position-bottom.bp3-overlay-exit-active{
+ -webkit-transform:translateY(100%);
+ transform:translateY(100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-left{
+ top:0;
+ bottom:0;
+ left:0;
+ width:50%; }
+ .bp3-drawer.bp3-position-left.bp3-overlay-enter, .bp3-drawer.bp3-position-left.bp3-overlay-appear{
+ -webkit-transform:translateX(-100%);
+ transform:translateX(-100%); }
+ .bp3-drawer.bp3-position-left.bp3-overlay-enter-active, .bp3-drawer.bp3-position-left.bp3-overlay-appear-active{
+ -webkit-transform:translateX(0);
+ transform:translateX(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-left.bp3-overlay-exit{
+ -webkit-transform:translateX(0);
+ transform:translateX(0); }
+ .bp3-drawer.bp3-position-left.bp3-overlay-exit-active{
+ -webkit-transform:translateX(-100%);
+ transform:translateX(-100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-right{
+ top:0;
+ right:0;
+ bottom:0;
+ width:50%; }
+ .bp3-drawer.bp3-position-right.bp3-overlay-enter, .bp3-drawer.bp3-position-right.bp3-overlay-appear{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%); }
+ .bp3-drawer.bp3-position-right.bp3-overlay-enter-active, .bp3-drawer.bp3-position-right.bp3-overlay-appear-active{
+ -webkit-transform:translateX(0);
+ transform:translateX(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-position-right.bp3-overlay-exit{
+ -webkit-transform:translateX(0);
+ transform:translateX(0); }
+ .bp3-drawer.bp3-position-right.bp3-overlay-exit-active{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical){
+ top:0;
+ right:0;
+ bottom:0;
+ width:50%; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-enter, .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-appear{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%); }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-enter-active, .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-appear-active{
+ -webkit-transform:translateX(0);
+ transform:translateX(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-exit{
+ -webkit-transform:translateX(0);
+ transform:translateX(0); }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right):not(.bp3-vertical).bp3-overlay-exit-active{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical{
+ right:0;
+ bottom:0;
+ left:0;
+ height:50%; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-enter, .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-appear{
+ -webkit-transform:translateY(100%);
+ transform:translateY(100%); }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-enter-active, .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-appear-active{
+ -webkit-transform:translateY(0);
+ transform:translateY(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-exit{
+ -webkit-transform:translateY(0);
+ transform:translateY(0); }
+ .bp3-drawer:not(.bp3-position-top):not(.bp3-position-bottom):not(.bp3-position-left):not(
+ .bp3-position-right).bp3-vertical.bp3-overlay-exit-active{
+ -webkit-transform:translateY(100%);
+ transform:translateY(100%);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-drawer.bp3-dark,
+ .bp3-dark .bp3-drawer{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ background:#30404d;
+ color:#f5f8fa; }
+
+.bp3-drawer-header{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ position:relative;
+ border-radius:0;
+ -webkit-box-shadow:0 1px 0 rgba(16, 22, 26, 0.15);
+ box-shadow:0 1px 0 rgba(16, 22, 26, 0.15);
+ min-height:40px;
+ padding:5px;
+ padding-left:20px; }
+ .bp3-drawer-header .bp3-icon-large,
+ .bp3-drawer-header .bp3-icon{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ margin-right:10px;
+ color:#5c7080; }
+ .bp3-drawer-header .bp3-heading{
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ margin:0;
+ line-height:inherit; }
+ .bp3-drawer-header .bp3-heading:last-child{
+ margin-right:20px; }
+ .bp3-dark .bp3-drawer-header{
+ -webkit-box-shadow:0 1px 0 rgba(16, 22, 26, 0.4);
+ box-shadow:0 1px 0 rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-drawer-header .bp3-icon-large,
+ .bp3-dark .bp3-drawer-header .bp3-icon{
+ color:#a7b6c2; }
+
+.bp3-drawer-body{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ overflow:auto;
+ line-height:18px; }
+
+.bp3-drawer-footer{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ position:relative;
+ -webkit-box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.15);
+ padding:10px 20px; }
+ .bp3-dark .bp3-drawer-footer{
+ -webkit-box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.4); }
+.bp3-editable-text{
+ display:inline-block;
+ position:relative;
+ cursor:text;
+ max-width:100%;
+ vertical-align:top;
+ white-space:nowrap; }
+ .bp3-editable-text::before{
+ position:absolute;
+ top:-3px;
+ right:-3px;
+ bottom:-3px;
+ left:-3px;
+ border-radius:3px;
+ content:"";
+ -webkit-transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9), box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9), box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-editable-text:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15); }
+ .bp3-editable-text.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ background-color:#ffffff; }
+ .bp3-editable-text.bp3-disabled::before{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-editable-text.bp3-intent-primary .bp3-editable-text-input,
+ .bp3-editable-text.bp3-intent-primary .bp3-editable-text-content{
+ color:#137cbd; }
+ .bp3-editable-text.bp3-intent-primary:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(19, 124, 189, 0.4);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(19, 124, 189, 0.4); }
+ .bp3-editable-text.bp3-intent-primary.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-editable-text.bp3-intent-success .bp3-editable-text-input,
+ .bp3-editable-text.bp3-intent-success .bp3-editable-text-content{
+ color:#0f9960; }
+ .bp3-editable-text.bp3-intent-success:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px rgba(15, 153, 96, 0.4);
+ box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px rgba(15, 153, 96, 0.4); }
+ .bp3-editable-text.bp3-intent-success.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-editable-text.bp3-intent-warning .bp3-editable-text-input,
+ .bp3-editable-text.bp3-intent-warning .bp3-editable-text-content{
+ color:#d9822b; }
+ .bp3-editable-text.bp3-intent-warning:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px rgba(217, 130, 43, 0.4);
+ box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px rgba(217, 130, 43, 0.4); }
+ .bp3-editable-text.bp3-intent-warning.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-editable-text.bp3-intent-danger .bp3-editable-text-input,
+ .bp3-editable-text.bp3-intent-danger .bp3-editable-text-content{
+ color:#db3737; }
+ .bp3-editable-text.bp3-intent-danger:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px rgba(219, 55, 55, 0.4);
+ box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px rgba(219, 55, 55, 0.4); }
+ .bp3-editable-text.bp3-intent-danger.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-dark .bp3-editable-text:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(255, 255, 255, 0.15);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(255, 255, 255, 0.15); }
+ .bp3-dark .bp3-editable-text.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ background-color:rgba(16, 22, 26, 0.3); }
+ .bp3-dark .bp3-editable-text.bp3-disabled::before{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-editable-text.bp3-intent-primary .bp3-editable-text-content{
+ color:#48aff0; }
+ .bp3-dark .bp3-editable-text.bp3-intent-primary:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(72, 175, 240, 0), 0 0 0 0 rgba(72, 175, 240, 0), inset 0 0 0 1px rgba(72, 175, 240, 0.4);
+ box-shadow:0 0 0 0 rgba(72, 175, 240, 0), 0 0 0 0 rgba(72, 175, 240, 0), inset 0 0 0 1px rgba(72, 175, 240, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-primary.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #48aff0, 0 0 0 3px rgba(72, 175, 240, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #48aff0, 0 0 0 3px rgba(72, 175, 240, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-success .bp3-editable-text-content{
+ color:#3dcc91; }
+ .bp3-dark .bp3-editable-text.bp3-intent-success:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(61, 204, 145, 0), 0 0 0 0 rgba(61, 204, 145, 0), inset 0 0 0 1px rgba(61, 204, 145, 0.4);
+ box-shadow:0 0 0 0 rgba(61, 204, 145, 0), 0 0 0 0 rgba(61, 204, 145, 0), inset 0 0 0 1px rgba(61, 204, 145, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-success.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #3dcc91, 0 0 0 3px rgba(61, 204, 145, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #3dcc91, 0 0 0 3px rgba(61, 204, 145, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-warning .bp3-editable-text-content{
+ color:#ffb366; }
+ .bp3-dark .bp3-editable-text.bp3-intent-warning:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(255, 179, 102, 0), 0 0 0 0 rgba(255, 179, 102, 0), inset 0 0 0 1px rgba(255, 179, 102, 0.4);
+ box-shadow:0 0 0 0 rgba(255, 179, 102, 0), 0 0 0 0 rgba(255, 179, 102, 0), inset 0 0 0 1px rgba(255, 179, 102, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-warning.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #ffb366, 0 0 0 3px rgba(255, 179, 102, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #ffb366, 0 0 0 3px rgba(255, 179, 102, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-danger .bp3-editable-text-content{
+ color:#ff7373; }
+ .bp3-dark .bp3-editable-text.bp3-intent-danger:hover::before{
+ -webkit-box-shadow:0 0 0 0 rgba(255, 115, 115, 0), 0 0 0 0 rgba(255, 115, 115, 0), inset 0 0 0 1px rgba(255, 115, 115, 0.4);
+ box-shadow:0 0 0 0 rgba(255, 115, 115, 0), 0 0 0 0 rgba(255, 115, 115, 0), inset 0 0 0 1px rgba(255, 115, 115, 0.4); }
+ .bp3-dark .bp3-editable-text.bp3-intent-danger.bp3-editable-text-editing::before{
+ -webkit-box-shadow:0 0 0 1px #ff7373, 0 0 0 3px rgba(255, 115, 115, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #ff7373, 0 0 0 3px rgba(255, 115, 115, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+
+.bp3-editable-text-input,
+.bp3-editable-text-content{
+ display:inherit;
+ position:relative;
+ min-width:inherit;
+ max-width:inherit;
+ vertical-align:top;
+ text-transform:inherit;
+ letter-spacing:inherit;
+ color:inherit;
+ font:inherit;
+ resize:none; }
+
+.bp3-editable-text-input{
+ border:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ width:100%;
+ padding:0;
+ white-space:pre-wrap; }
+ .bp3-editable-text-input::-webkit-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-editable-text-input::-moz-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-editable-text-input:-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-editable-text-input::-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-editable-text-input::placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-editable-text-input:focus{
+ outline:none; }
+ .bp3-editable-text-input::-ms-clear{
+ display:none; }
+
+.bp3-editable-text-content{
+ overflow:hidden;
+ padding-right:2px;
+ text-overflow:ellipsis;
+ white-space:pre; }
+ .bp3-editable-text-editing > .bp3-editable-text-content{
+ position:absolute;
+ left:0;
+ visibility:hidden; }
+ .bp3-editable-text-placeholder > .bp3-editable-text-content{
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-dark .bp3-editable-text-placeholder > .bp3-editable-text-content{
+ color:rgba(167, 182, 194, 0.6); }
+
+.bp3-editable-text.bp3-multiline{
+ display:block; }
+ .bp3-editable-text.bp3-multiline .bp3-editable-text-content{
+ overflow:auto;
+ white-space:pre-wrap;
+ word-wrap:break-word; }
+.bp3-control-group{
+ -webkit-transform:translateZ(0);
+ transform:translateZ(0);
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:stretch;
+ -ms-flex-align:stretch;
+ align-items:stretch; }
+ .bp3-control-group > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-control-group > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-control-group .bp3-button,
+ .bp3-control-group .bp3-html-select,
+ .bp3-control-group .bp3-input,
+ .bp3-control-group .bp3-select{
+ position:relative; }
+ .bp3-control-group .bp3-input{
+ z-index:2;
+ border-radius:inherit; }
+ .bp3-control-group .bp3-input:focus{
+ z-index:14;
+ border-radius:3px; }
+ .bp3-control-group .bp3-input[class*="bp3-intent"]{
+ z-index:13; }
+ .bp3-control-group .bp3-input[class*="bp3-intent"]:focus{
+ z-index:15; }
+ .bp3-control-group .bp3-input[readonly], .bp3-control-group .bp3-input:disabled, .bp3-control-group .bp3-input.bp3-disabled{
+ z-index:1; }
+ .bp3-control-group .bp3-input-group[class*="bp3-intent"] .bp3-input{
+ z-index:13; }
+ .bp3-control-group .bp3-input-group[class*="bp3-intent"] .bp3-input:focus{
+ z-index:15; }
+ .bp3-control-group .bp3-button,
+ .bp3-control-group .bp3-html-select select,
+ .bp3-control-group .bp3-select select{
+ -webkit-transform:translateZ(0);
+ transform:translateZ(0);
+ z-index:4;
+ border-radius:inherit; }
+ .bp3-control-group .bp3-button:focus,
+ .bp3-control-group .bp3-html-select select:focus,
+ .bp3-control-group .bp3-select select:focus{
+ z-index:5; }
+ .bp3-control-group .bp3-button:hover,
+ .bp3-control-group .bp3-html-select select:hover,
+ .bp3-control-group .bp3-select select:hover{
+ z-index:6; }
+ .bp3-control-group .bp3-button:active,
+ .bp3-control-group .bp3-html-select select:active,
+ .bp3-control-group .bp3-select select:active{
+ z-index:7; }
+ .bp3-control-group .bp3-button[readonly], .bp3-control-group .bp3-button:disabled, .bp3-control-group .bp3-button.bp3-disabled,
+ .bp3-control-group .bp3-html-select select[readonly],
+ .bp3-control-group .bp3-html-select select:disabled,
+ .bp3-control-group .bp3-html-select select.bp3-disabled,
+ .bp3-control-group .bp3-select select[readonly],
+ .bp3-control-group .bp3-select select:disabled,
+ .bp3-control-group .bp3-select select.bp3-disabled{
+ z-index:3; }
+ .bp3-control-group .bp3-button[class*="bp3-intent"],
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"],
+ .bp3-control-group .bp3-select select[class*="bp3-intent"]{
+ z-index:9; }
+ .bp3-control-group .bp3-button[class*="bp3-intent"]:focus,
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"]:focus,
+ .bp3-control-group .bp3-select select[class*="bp3-intent"]:focus{
+ z-index:10; }
+ .bp3-control-group .bp3-button[class*="bp3-intent"]:hover,
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"]:hover,
+ .bp3-control-group .bp3-select select[class*="bp3-intent"]:hover{
+ z-index:11; }
+ .bp3-control-group .bp3-button[class*="bp3-intent"]:active,
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"]:active,
+ .bp3-control-group .bp3-select select[class*="bp3-intent"]:active{
+ z-index:12; }
+ .bp3-control-group .bp3-button[class*="bp3-intent"][readonly], .bp3-control-group .bp3-button[class*="bp3-intent"]:disabled, .bp3-control-group .bp3-button[class*="bp3-intent"].bp3-disabled,
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"][readonly],
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"]:disabled,
+ .bp3-control-group .bp3-html-select select[class*="bp3-intent"].bp3-disabled,
+ .bp3-control-group .bp3-select select[class*="bp3-intent"][readonly],
+ .bp3-control-group .bp3-select select[class*="bp3-intent"]:disabled,
+ .bp3-control-group .bp3-select select[class*="bp3-intent"].bp3-disabled{
+ z-index:8; }
+ .bp3-control-group .bp3-input-group > .bp3-icon,
+ .bp3-control-group .bp3-input-group > .bp3-button,
+ .bp3-control-group .bp3-input-group > .bp3-input-action{
+ z-index:16; }
+ .bp3-control-group .bp3-select::after,
+ .bp3-control-group .bp3-html-select::after,
+ .bp3-control-group .bp3-select > .bp3-icon,
+ .bp3-control-group .bp3-html-select > .bp3-icon{
+ z-index:17; }
+ .bp3-control-group:not(.bp3-vertical) > *{
+ margin-right:-1px; }
+ .bp3-dark .bp3-control-group:not(.bp3-vertical) > *{
+ margin-right:0; }
+ .bp3-dark .bp3-control-group:not(.bp3-vertical) > .bp3-button + .bp3-button{
+ margin-left:1px; }
+ .bp3-control-group .bp3-popover-wrapper,
+ .bp3-control-group .bp3-popover-target{
+ border-radius:inherit; }
+ .bp3-control-group > :first-child{
+ border-radius:3px 0 0 3px; }
+ .bp3-control-group > :last-child{
+ margin-right:0;
+ border-radius:0 3px 3px 0; }
+ .bp3-control-group > :only-child{
+ margin-right:0;
+ border-radius:3px; }
+ .bp3-control-group .bp3-input-group .bp3-button{
+ border-radius:3px; }
+ .bp3-control-group > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto; }
+ .bp3-control-group.bp3-fill > *:not(.bp3-fixed){
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto; }
+ .bp3-control-group.bp3-vertical{
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column; }
+ .bp3-control-group.bp3-vertical > *{
+ margin-top:-1px; }
+ .bp3-control-group.bp3-vertical > :first-child{
+ margin-top:0;
+ border-radius:3px 3px 0 0; }
+ .bp3-control-group.bp3-vertical > :last-child{
+ border-radius:0 0 3px 3px; }
+.bp3-control{
+ display:block;
+ position:relative;
+ margin-bottom:10px;
+ cursor:pointer;
+ text-transform:none; }
+ .bp3-control input:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#137cbd;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-control:hover input:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#106ba3; }
+ .bp3-control input:not(:disabled):active:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background:#0e5a8a; }
+ .bp3-control input:disabled:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(19, 124, 189, 0.5); }
+ .bp3-dark .bp3-control input:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-control:hover input:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#106ba3; }
+ .bp3-dark .bp3-control input:not(:disabled):active:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#0e5a8a; }
+ .bp3-dark .bp3-control input:disabled:checked ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(14, 90, 138, 0.5); }
+ .bp3-control:not(.bp3-align-right){
+ padding-left:26px; }
+ .bp3-control:not(.bp3-align-right) .bp3-control-indicator{
+ margin-left:-26px; }
+ .bp3-control.bp3-align-right{
+ padding-right:26px; }
+ .bp3-control.bp3-align-right .bp3-control-indicator{
+ margin-right:-26px; }
+ .bp3-control.bp3-disabled{
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-control.bp3-inline{
+ display:inline-block;
+ margin-right:20px; }
+ .bp3-control input{
+ position:absolute;
+ top:0;
+ left:0;
+ opacity:0;
+ z-index:-1; }
+ .bp3-control .bp3-control-indicator{
+ display:inline-block;
+ position:relative;
+ margin-top:-3px;
+ margin-right:10px;
+ border:none;
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#f5f8fa;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.8)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.8), rgba(255, 255, 255, 0));
+ cursor:pointer;
+ width:1em;
+ height:1em;
+ vertical-align:middle;
+ font-size:16px;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-control .bp3-control-indicator::before{
+ display:block;
+ width:1em;
+ height:1em;
+ content:""; }
+ .bp3-control:hover .bp3-control-indicator{
+ background-color:#ebf1f5; }
+ .bp3-control input:not(:disabled):active ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background:#d8e1e8; }
+ .bp3-control input:disabled ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(206, 217, 224, 0.5);
+ cursor:not-allowed; }
+ .bp3-control input:focus ~ .bp3-control-indicator{
+ outline:rgba(19, 124, 189, 0.6) auto 2px;
+ outline-offset:2px;
+ -moz-outline-radius:6px; }
+ .bp3-control.bp3-align-right .bp3-control-indicator{
+ float:right;
+ margin-top:1px;
+ margin-left:10px; }
+ .bp3-control.bp3-large{
+ font-size:16px; }
+ .bp3-control.bp3-large:not(.bp3-align-right){
+ padding-left:30px; }
+ .bp3-control.bp3-large:not(.bp3-align-right) .bp3-control-indicator{
+ margin-left:-30px; }
+ .bp3-control.bp3-large.bp3-align-right{
+ padding-right:30px; }
+ .bp3-control.bp3-large.bp3-align-right .bp3-control-indicator{
+ margin-right:-30px; }
+ .bp3-control.bp3-large .bp3-control-indicator{
+ font-size:20px; }
+ .bp3-control.bp3-large.bp3-align-right .bp3-control-indicator{
+ margin-top:0; }
+ .bp3-control.bp3-checkbox input:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#137cbd;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.1)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.1), rgba(255, 255, 255, 0));
+ color:#ffffff; }
+ .bp3-control.bp3-checkbox:hover input:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 -1px 0 rgba(16, 22, 26, 0.2);
+ background-color:#106ba3; }
+ .bp3-control.bp3-checkbox input:not(:disabled):active:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background:#0e5a8a; }
+ .bp3-control.bp3-checkbox input:disabled:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(19, 124, 189, 0.5); }
+ .bp3-dark .bp3-control.bp3-checkbox input:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-control.bp3-checkbox:hover input:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#106ba3; }
+ .bp3-dark .bp3-control.bp3-checkbox input:not(:disabled):active:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#0e5a8a; }
+ .bp3-dark .bp3-control.bp3-checkbox input:disabled:indeterminate ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(14, 90, 138, 0.5); }
+ .bp3-control.bp3-checkbox .bp3-control-indicator{
+ border-radius:3px; }
+ .bp3-control.bp3-checkbox input:checked ~ .bp3-control-indicator::before{
+ background-image:url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M12 5c-.28 0-.53.11-.71.29L7 9.59l-2.29-2.3a1.003 1.003 0 0 0-1.42 1.42l3 3c.18.18.43.29.71.29s.53-.11.71-.29l5-5A1.003 1.003 0 0 0 12 5z' fill='white'/%3e%3c/svg%3e"); }
+ .bp3-control.bp3-checkbox input:indeterminate ~ .bp3-control-indicator::before{
+ background-image:url("data:image/svg+xml,%3csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3e%3cpath fill-rule='evenodd' clip-rule='evenodd' d='M11 7H5c-.55 0-1 .45-1 1s.45 1 1 1h6c.55 0 1-.45 1-1s-.45-1-1-1z' fill='white'/%3e%3c/svg%3e"); }
+ .bp3-control.bp3-radio .bp3-control-indicator{
+ border-radius:50%; }
+ .bp3-control.bp3-radio input:checked ~ .bp3-control-indicator::before{
+ background-image:radial-gradient(#ffffff, #ffffff 28%, transparent 32%); }
+ .bp3-control.bp3-radio input:checked:disabled ~ .bp3-control-indicator::before{
+ opacity:0.5; }
+ .bp3-control.bp3-radio input:focus ~ .bp3-control-indicator{
+ -moz-outline-radius:16px; }
+ .bp3-control.bp3-switch input ~ .bp3-control-indicator{
+ background:rgba(167, 182, 194, 0.5); }
+ .bp3-control.bp3-switch:hover input ~ .bp3-control-indicator{
+ background:rgba(115, 134, 148, 0.5); }
+ .bp3-control.bp3-switch input:not(:disabled):active ~ .bp3-control-indicator{
+ background:rgba(92, 112, 128, 0.5); }
+ .bp3-control.bp3-switch input:disabled ~ .bp3-control-indicator{
+ background:rgba(206, 217, 224, 0.5); }
+ .bp3-control.bp3-switch input:disabled ~ .bp3-control-indicator::before{
+ background:rgba(255, 255, 255, 0.8); }
+ .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator{
+ background:#137cbd; }
+ .bp3-control.bp3-switch:hover input:checked ~ .bp3-control-indicator{
+ background:#106ba3; }
+ .bp3-control.bp3-switch input:checked:not(:disabled):active ~ .bp3-control-indicator{
+ background:#0e5a8a; }
+ .bp3-control.bp3-switch input:checked:disabled ~ .bp3-control-indicator{
+ background:rgba(19, 124, 189, 0.5); }
+ .bp3-control.bp3-switch input:checked:disabled ~ .bp3-control-indicator::before{
+ background:rgba(255, 255, 255, 0.8); }
+ .bp3-control.bp3-switch:not(.bp3-align-right){
+ padding-left:38px; }
+ .bp3-control.bp3-switch:not(.bp3-align-right) .bp3-control-indicator{
+ margin-left:-38px; }
+ .bp3-control.bp3-switch.bp3-align-right{
+ padding-right:38px; }
+ .bp3-control.bp3-switch.bp3-align-right .bp3-control-indicator{
+ margin-right:-38px; }
+ .bp3-control.bp3-switch .bp3-control-indicator{
+ border:none;
+ border-radius:1.75em;
+ -webkit-box-shadow:none !important;
+ box-shadow:none !important;
+ width:auto;
+ min-width:1.75em;
+ -webkit-transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:background-color 100ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-control.bp3-switch .bp3-control-indicator::before{
+ position:absolute;
+ left:0;
+ margin:2px;
+ border-radius:50%;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ background:#ffffff;
+ width:calc(1em - 4px);
+ height:calc(1em - 4px);
+ -webkit-transition:left 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:left 100ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator::before{
+ left:calc(100% - 1em); }
+ .bp3-control.bp3-switch.bp3-large:not(.bp3-align-right){
+ padding-left:45px; }
+ .bp3-control.bp3-switch.bp3-large:not(.bp3-align-right) .bp3-control-indicator{
+ margin-left:-45px; }
+ .bp3-control.bp3-switch.bp3-large.bp3-align-right{
+ padding-right:45px; }
+ .bp3-control.bp3-switch.bp3-large.bp3-align-right .bp3-control-indicator{
+ margin-right:-45px; }
+ .bp3-dark .bp3-control.bp3-switch input ~ .bp3-control-indicator{
+ background:rgba(16, 22, 26, 0.5); }
+ .bp3-dark .bp3-control.bp3-switch:hover input ~ .bp3-control-indicator{
+ background:rgba(16, 22, 26, 0.7); }
+ .bp3-dark .bp3-control.bp3-switch input:not(:disabled):active ~ .bp3-control-indicator{
+ background:rgba(16, 22, 26, 0.9); }
+ .bp3-dark .bp3-control.bp3-switch input:disabled ~ .bp3-control-indicator{
+ background:rgba(57, 75, 89, 0.5); }
+ .bp3-dark .bp3-control.bp3-switch input:disabled ~ .bp3-control-indicator::before{
+ background:rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator{
+ background:#137cbd; }
+ .bp3-dark .bp3-control.bp3-switch:hover input:checked ~ .bp3-control-indicator{
+ background:#106ba3; }
+ .bp3-dark .bp3-control.bp3-switch input:checked:not(:disabled):active ~ .bp3-control-indicator{
+ background:#0e5a8a; }
+ .bp3-dark .bp3-control.bp3-switch input:checked:disabled ~ .bp3-control-indicator{
+ background:rgba(14, 90, 138, 0.5); }
+ .bp3-dark .bp3-control.bp3-switch input:checked:disabled ~ .bp3-control-indicator::before{
+ background:rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-control.bp3-switch .bp3-control-indicator::before{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background:#394b59; }
+ .bp3-dark .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator::before{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-control.bp3-switch .bp3-switch-inner-text{
+ text-align:center;
+ font-size:0.7em; }
+ .bp3-control.bp3-switch .bp3-control-indicator-child:first-child{
+ visibility:hidden;
+ margin-right:1.2em;
+ margin-left:0.5em;
+ line-height:0; }
+ .bp3-control.bp3-switch .bp3-control-indicator-child:last-child{
+ visibility:visible;
+ margin-right:0.5em;
+ margin-left:1.2em;
+ line-height:1em; }
+ .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator .bp3-control-indicator-child:first-child{
+ visibility:visible;
+ line-height:1em; }
+ .bp3-control.bp3-switch input:checked ~ .bp3-control-indicator .bp3-control-indicator-child:last-child{
+ visibility:hidden;
+ line-height:0; }
+ .bp3-dark .bp3-control{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-control.bp3-disabled{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-control .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#394b59;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.05)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.05), rgba(255, 255, 255, 0)); }
+ .bp3-dark .bp3-control:hover .bp3-control-indicator{
+ background-color:#30404d; }
+ .bp3-dark .bp3-control input:not(:disabled):active ~ .bp3-control-indicator{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background:#202b33; }
+ .bp3-dark .bp3-control input:disabled ~ .bp3-control-indicator{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(57, 75, 89, 0.5);
+ cursor:not-allowed; }
+ .bp3-dark .bp3-control.bp3-checkbox input:disabled:checked ~ .bp3-control-indicator, .bp3-dark .bp3-control.bp3-checkbox input:disabled:indeterminate ~ .bp3-control-indicator{
+ color:rgba(167, 182, 194, 0.6); }
+.bp3-file-input{
+ display:inline-block;
+ position:relative;
+ cursor:pointer;
+ height:30px; }
+ .bp3-file-input input{
+ opacity:0;
+ margin:0;
+ min-width:200px; }
+ .bp3-file-input input:disabled + .bp3-file-upload-input,
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(206, 217, 224, 0.5);
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6);
+ resize:none; }
+ .bp3-file-input input:disabled + .bp3-file-upload-input::after,
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input::after{
+ outline:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ background-image:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-input input:disabled + .bp3-file-upload-input::after.bp3-active, .bp3-file-input input:disabled + .bp3-file-upload-input::after.bp3-active:hover,
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input::after.bp3-active,
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input::after.bp3-active:hover{
+ background:rgba(206, 217, 224, 0.7); }
+ .bp3-dark .bp3-file-input input:disabled + .bp3-file-upload-input, .bp3-dark
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(57, 75, 89, 0.5);
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-input input:disabled + .bp3-file-upload-input::after, .bp3-dark
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input::after{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(57, 75, 89, 0.5);
+ background-image:none;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-input input:disabled + .bp3-file-upload-input::after.bp3-active, .bp3-dark
+ .bp3-file-input input.bp3-disabled + .bp3-file-upload-input::after.bp3-active{
+ background:rgba(57, 75, 89, 0.7); }
+ .bp3-file-input.bp3-file-input-has-selection .bp3-file-upload-input{
+ color:#182026; }
+ .bp3-dark .bp3-file-input.bp3-file-input-has-selection .bp3-file-upload-input{
+ color:#f5f8fa; }
+ .bp3-file-input.bp3-fill{
+ width:100%; }
+ .bp3-file-input.bp3-large,
+ .bp3-large .bp3-file-input{
+ height:40px; }
+ .bp3-file-input .bp3-file-upload-input-custom-text::after{
+ content:attr(bp3-button-text); }
+
+.bp3-file-upload-input{
+ outline:none;
+ border:none;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ background:#ffffff;
+ height:30px;
+ padding:0 10px;
+ vertical-align:middle;
+ line-height:30px;
+ color:#182026;
+ font-size:14px;
+ font-weight:400;
+ -webkit-transition:-webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:-webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-appearance:none;
+ -moz-appearance:none;
+ appearance:none;
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ position:absolute;
+ top:0;
+ right:0;
+ left:0;
+ padding-right:80px;
+ color:rgba(92, 112, 128, 0.6);
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-file-upload-input::-webkit-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input::-moz-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input:-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input::-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input::placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input:focus, .bp3-file-upload-input.bp3-active{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-file-upload-input[type="search"], .bp3-file-upload-input.bp3-round{
+ border-radius:30px;
+ -webkit-box-sizing:border-box;
+ box-sizing:border-box;
+ padding-left:10px; }
+ .bp3-file-upload-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15); }
+ .bp3-file-upload-input:disabled, .bp3-file-upload-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(206, 217, 224, 0.5);
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6);
+ resize:none; }
+ .bp3-file-upload-input::after{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-color:#f5f8fa;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.8)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.8), rgba(255, 255, 255, 0));
+ color:#182026;
+ min-width:24px;
+ min-height:24px;
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ position:absolute;
+ top:0;
+ right:0;
+ margin:3px;
+ border-radius:3px;
+ width:70px;
+ text-align:center;
+ line-height:24px;
+ content:"Browse"; }
+ .bp3-file-upload-input::after:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5; }
+ .bp3-file-upload-input::after:active, .bp3-file-upload-input::after.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none; }
+ .bp3-file-upload-input::after:disabled, .bp3-file-upload-input::after.bp3-disabled{
+ outline:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ background-image:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-file-upload-input::after:disabled.bp3-active, .bp3-file-upload-input::after:disabled.bp3-active:hover, .bp3-file-upload-input::after.bp3-disabled.bp3-active, .bp3-file-upload-input::after.bp3-disabled.bp3-active:hover{
+ background:rgba(206, 217, 224, 0.7); }
+ .bp3-file-upload-input:hover::after{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5; }
+ .bp3-file-upload-input:active::after{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none; }
+ .bp3-large .bp3-file-upload-input{
+ height:40px;
+ line-height:40px;
+ font-size:16px;
+ padding-right:95px; }
+ .bp3-large .bp3-file-upload-input[type="search"], .bp3-large .bp3-file-upload-input.bp3-round{
+ padding:0 15px; }
+ .bp3-large .bp3-file-upload-input::after{
+ min-width:30px;
+ min-height:30px;
+ margin:5px;
+ width:85px;
+ line-height:30px; }
+ .bp3-dark .bp3-file-upload-input{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ background:rgba(16, 22, 26, 0.3);
+ color:#f5f8fa;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::-webkit-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::-moz-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input:-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-file-upload-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-file-upload-input:disabled, .bp3-dark .bp3-file-upload-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(57, 75, 89, 0.5);
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::after{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#394b59;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.05)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.05), rgba(255, 255, 255, 0));
+ color:#f5f8fa; }
+ .bp3-dark .bp3-file-upload-input::after:hover, .bp3-dark .bp3-file-upload-input::after:active, .bp3-dark .bp3-file-upload-input::after.bp3-active{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-file-upload-input::after:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+ .bp3-dark .bp3-file-upload-input::after:active, .bp3-dark .bp3-file-upload-input::after.bp3-active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#202b33;
+ background-image:none; }
+ .bp3-dark .bp3-file-upload-input::after:disabled, .bp3-dark .bp3-file-upload-input::after.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(57, 75, 89, 0.5);
+ background-image:none;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-file-upload-input::after:disabled.bp3-active, .bp3-dark .bp3-file-upload-input::after.bp3-disabled.bp3-active{
+ background:rgba(57, 75, 89, 0.7); }
+ .bp3-dark .bp3-file-upload-input::after .bp3-button-spinner .bp3-spinner-head{
+ background:rgba(16, 22, 26, 0.5);
+ stroke:#8a9ba8; }
+ .bp3-dark .bp3-file-upload-input:hover::after{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+ .bp3-dark .bp3-file-upload-input:active::after{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#202b33;
+ background-image:none; }
+
+.bp3-file-upload-input::after{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1); }
+.bp3-form-group{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ margin:0 0 15px; }
+ .bp3-form-group label.bp3-label{
+ margin-bottom:5px; }
+ .bp3-form-group .bp3-control{
+ margin-top:7px; }
+ .bp3-form-group .bp3-form-helper-text{
+ margin-top:5px;
+ color:#5c7080;
+ font-size:12px; }
+ .bp3-form-group.bp3-intent-primary .bp3-form-helper-text{
+ color:#106ba3; }
+ .bp3-form-group.bp3-intent-success .bp3-form-helper-text{
+ color:#0d8050; }
+ .bp3-form-group.bp3-intent-warning .bp3-form-helper-text{
+ color:#bf7326; }
+ .bp3-form-group.bp3-intent-danger .bp3-form-helper-text{
+ color:#c23030; }
+ .bp3-form-group.bp3-inline{
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start; }
+ .bp3-form-group.bp3-inline.bp3-large label.bp3-label{
+ margin:0 10px 0 0;
+ line-height:40px; }
+ .bp3-form-group.bp3-inline label.bp3-label{
+ margin:0 10px 0 0;
+ line-height:30px; }
+ .bp3-form-group.bp3-disabled .bp3-label,
+ .bp3-form-group.bp3-disabled .bp3-text-muted,
+ .bp3-form-group.bp3-disabled .bp3-form-helper-text{
+ color:rgba(92, 112, 128, 0.6) !important; }
+ .bp3-dark .bp3-form-group.bp3-intent-primary .bp3-form-helper-text{
+ color:#48aff0; }
+ .bp3-dark .bp3-form-group.bp3-intent-success .bp3-form-helper-text{
+ color:#3dcc91; }
+ .bp3-dark .bp3-form-group.bp3-intent-warning .bp3-form-helper-text{
+ color:#ffb366; }
+ .bp3-dark .bp3-form-group.bp3-intent-danger .bp3-form-helper-text{
+ color:#ff7373; }
+ .bp3-dark .bp3-form-group .bp3-form-helper-text{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-form-group.bp3-disabled .bp3-label,
+ .bp3-dark .bp3-form-group.bp3-disabled .bp3-text-muted,
+ .bp3-dark .bp3-form-group.bp3-disabled .bp3-form-helper-text{
+ color:rgba(167, 182, 194, 0.6) !important; }
+.bp3-input-group{
+ display:block;
+ position:relative; }
+ .bp3-input-group .bp3-input{
+ position:relative;
+ width:100%; }
+ .bp3-input-group .bp3-input:not(:first-child){
+ padding-left:30px; }
+ .bp3-input-group .bp3-input:not(:last-child){
+ padding-right:30px; }
+ .bp3-input-group .bp3-input-action,
+ .bp3-input-group > .bp3-button,
+ .bp3-input-group > .bp3-icon{
+ position:absolute;
+ top:0; }
+ .bp3-input-group .bp3-input-action:first-child,
+ .bp3-input-group > .bp3-button:first-child,
+ .bp3-input-group > .bp3-icon:first-child{
+ left:0; }
+ .bp3-input-group .bp3-input-action:last-child,
+ .bp3-input-group > .bp3-button:last-child,
+ .bp3-input-group > .bp3-icon:last-child{
+ right:0; }
+ .bp3-input-group .bp3-button{
+ min-width:24px;
+ min-height:24px;
+ margin:3px;
+ padding:0 7px; }
+ .bp3-input-group .bp3-button:empty{
+ padding:0; }
+ .bp3-input-group > .bp3-icon{
+ z-index:1;
+ color:#5c7080; }
+ .bp3-input-group > .bp3-icon:empty{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased; }
+ .bp3-input-group > .bp3-icon,
+ .bp3-input-group .bp3-input-action > .bp3-spinner{
+ margin:7px; }
+ .bp3-input-group .bp3-tag{
+ margin:5px; }
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:not(:hover):not(:focus),
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:not(:hover):not(:focus){
+ color:#5c7080; }
+ .bp3-dark .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:not(:hover):not(:focus), .bp3-dark
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:not(:hover):not(:focus){
+ color:#a7b6c2; }
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon, .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon-standard, .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon-large,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon-standard,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:not(:hover):not(:focus) .bp3-icon-large{
+ color:#5c7080; }
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:disabled,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:disabled{
+ color:rgba(92, 112, 128, 0.6) !important; }
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:disabled .bp3-icon, .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:disabled .bp3-icon-standard, .bp3-input-group .bp3-input:not(:focus) + .bp3-button.bp3-minimal:disabled .bp3-icon-large,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:disabled .bp3-icon,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:disabled .bp3-icon-standard,
+ .bp3-input-group .bp3-input:not(:focus) + .bp3-input-action .bp3-button.bp3-minimal:disabled .bp3-icon-large{
+ color:rgba(92, 112, 128, 0.6) !important; }
+ .bp3-input-group.bp3-disabled{
+ cursor:not-allowed; }
+ .bp3-input-group.bp3-disabled .bp3-icon{
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-group.bp3-large .bp3-button{
+ min-width:30px;
+ min-height:30px;
+ margin:5px; }
+ .bp3-input-group.bp3-large > .bp3-icon,
+ .bp3-input-group.bp3-large .bp3-input-action > .bp3-spinner{
+ margin:12px; }
+ .bp3-input-group.bp3-large .bp3-input{
+ height:40px;
+ line-height:40px;
+ font-size:16px; }
+ .bp3-input-group.bp3-large .bp3-input[type="search"], .bp3-input-group.bp3-large .bp3-input.bp3-round{
+ padding:0 15px; }
+ .bp3-input-group.bp3-large .bp3-input:not(:first-child){
+ padding-left:40px; }
+ .bp3-input-group.bp3-large .bp3-input:not(:last-child){
+ padding-right:40px; }
+ .bp3-input-group.bp3-small .bp3-button{
+ min-width:20px;
+ min-height:20px;
+ margin:2px; }
+ .bp3-input-group.bp3-small .bp3-tag{
+ min-width:20px;
+ min-height:20px;
+ margin:2px; }
+ .bp3-input-group.bp3-small > .bp3-icon,
+ .bp3-input-group.bp3-small .bp3-input-action > .bp3-spinner{
+ margin:4px; }
+ .bp3-input-group.bp3-small .bp3-input{
+ height:24px;
+ padding-right:8px;
+ padding-left:8px;
+ line-height:24px;
+ font-size:12px; }
+ .bp3-input-group.bp3-small .bp3-input[type="search"], .bp3-input-group.bp3-small .bp3-input.bp3-round{
+ padding:0 12px; }
+ .bp3-input-group.bp3-small .bp3-input:not(:first-child){
+ padding-left:24px; }
+ .bp3-input-group.bp3-small .bp3-input:not(:last-child){
+ padding-right:24px; }
+ .bp3-input-group.bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ width:100%; }
+ .bp3-input-group.bp3-round .bp3-button,
+ .bp3-input-group.bp3-round .bp3-input,
+ .bp3-input-group.bp3-round .bp3-tag{
+ border-radius:30px; }
+ .bp3-dark .bp3-input-group .bp3-icon{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-input-group.bp3-disabled .bp3-icon{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-input-group.bp3-intent-primary .bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-primary .bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-primary .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #137cbd;
+ box-shadow:inset 0 0 0 1px #137cbd; }
+ .bp3-input-group.bp3-intent-primary .bp3-input:disabled, .bp3-input-group.bp3-intent-primary .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input-group.bp3-intent-primary > .bp3-icon{
+ color:#106ba3; }
+ .bp3-dark .bp3-input-group.bp3-intent-primary > .bp3-icon{
+ color:#48aff0; }
+ .bp3-input-group.bp3-intent-success .bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-success .bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-success .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #0f9960;
+ box-shadow:inset 0 0 0 1px #0f9960; }
+ .bp3-input-group.bp3-intent-success .bp3-input:disabled, .bp3-input-group.bp3-intent-success .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input-group.bp3-intent-success > .bp3-icon{
+ color:#0d8050; }
+ .bp3-dark .bp3-input-group.bp3-intent-success > .bp3-icon{
+ color:#3dcc91; }
+ .bp3-input-group.bp3-intent-warning .bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-warning .bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-warning .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #d9822b;
+ box-shadow:inset 0 0 0 1px #d9822b; }
+ .bp3-input-group.bp3-intent-warning .bp3-input:disabled, .bp3-input-group.bp3-intent-warning .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input-group.bp3-intent-warning > .bp3-icon{
+ color:#bf7326; }
+ .bp3-dark .bp3-input-group.bp3-intent-warning > .bp3-icon{
+ color:#ffb366; }
+ .bp3-input-group.bp3-intent-danger .bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-danger .bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input-group.bp3-intent-danger .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #db3737;
+ box-shadow:inset 0 0 0 1px #db3737; }
+ .bp3-input-group.bp3-intent-danger .bp3-input:disabled, .bp3-input-group.bp3-intent-danger .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input-group.bp3-intent-danger > .bp3-icon{
+ color:#c23030; }
+ .bp3-dark .bp3-input-group.bp3-intent-danger > .bp3-icon{
+ color:#ff7373; }
+.bp3-input{
+ outline:none;
+ border:none;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ background:#ffffff;
+ height:30px;
+ padding:0 10px;
+ vertical-align:middle;
+ line-height:30px;
+ color:#182026;
+ font-size:14px;
+ font-weight:400;
+ -webkit-transition:-webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:-webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-box-shadow 100ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-appearance:none;
+ -moz-appearance:none;
+ appearance:none; }
+ .bp3-input::-webkit-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input::-moz-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input:-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input::-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input::placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input:focus, .bp3-input.bp3-active{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input[type="search"], .bp3-input.bp3-round{
+ border-radius:30px;
+ -webkit-box-sizing:border-box;
+ box-sizing:border-box;
+ padding-left:10px; }
+ .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.15); }
+ .bp3-input:disabled, .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(206, 217, 224, 0.5);
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6);
+ resize:none; }
+ .bp3-input.bp3-large{
+ height:40px;
+ line-height:40px;
+ font-size:16px; }
+ .bp3-input.bp3-large[type="search"], .bp3-input.bp3-large.bp3-round{
+ padding:0 15px; }
+ .bp3-input.bp3-small{
+ height:24px;
+ padding-right:8px;
+ padding-left:8px;
+ line-height:24px;
+ font-size:12px; }
+ .bp3-input.bp3-small[type="search"], .bp3-input.bp3-small.bp3-round{
+ padding:0 12px; }
+ .bp3-input.bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ width:100%; }
+ .bp3-dark .bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ background:rgba(16, 22, 26, 0.3);
+ color:#f5f8fa; }
+ .bp3-dark .bp3-input::-webkit-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-input::-moz-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-input:-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-input::-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-input::placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input:disabled, .bp3-dark .bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(57, 75, 89, 0.5);
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-input.bp3-intent-primary{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-primary:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-primary[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #137cbd;
+ box-shadow:inset 0 0 0 1px #137cbd; }
+ .bp3-input.bp3-intent-primary:disabled, .bp3-input.bp3-intent-primary.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-input.bp3-intent-primary{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px #137cbd, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-primary:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-primary[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #137cbd;
+ box-shadow:inset 0 0 0 1px #137cbd; }
+ .bp3-dark .bp3-input.bp3-intent-primary:disabled, .bp3-dark .bp3-input.bp3-intent-primary.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input.bp3-intent-success{
+ -webkit-box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-success:focus{
+ -webkit-box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-success[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #0f9960;
+ box-shadow:inset 0 0 0 1px #0f9960; }
+ .bp3-input.bp3-intent-success:disabled, .bp3-input.bp3-intent-success.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-input.bp3-intent-success{
+ -webkit-box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), 0 0 0 0 rgba(15, 153, 96, 0), inset 0 0 0 1px #0f9960, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-success:focus{
+ -webkit-box-shadow:0 0 0 1px #0f9960, 0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #0f9960, 0 0 0 1px #0f9960, 0 0 0 3px rgba(15, 153, 96, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-success[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #0f9960;
+ box-shadow:inset 0 0 0 1px #0f9960; }
+ .bp3-dark .bp3-input.bp3-intent-success:disabled, .bp3-dark .bp3-input.bp3-intent-success.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input.bp3-intent-warning{
+ -webkit-box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-warning:focus{
+ -webkit-box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-warning[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #d9822b;
+ box-shadow:inset 0 0 0 1px #d9822b; }
+ .bp3-input.bp3-intent-warning:disabled, .bp3-input.bp3-intent-warning.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-input.bp3-intent-warning{
+ -webkit-box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), 0 0 0 0 rgba(217, 130, 43, 0), inset 0 0 0 1px #d9822b, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-warning:focus{
+ -webkit-box-shadow:0 0 0 1px #d9822b, 0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #d9822b, 0 0 0 1px #d9822b, 0 0 0 3px rgba(217, 130, 43, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-warning[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #d9822b;
+ box-shadow:inset 0 0 0 1px #d9822b; }
+ .bp3-dark .bp3-input.bp3-intent-warning:disabled, .bp3-dark .bp3-input.bp3-intent-warning.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input.bp3-intent-danger{
+ -webkit-box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.15), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-danger:focus{
+ -webkit-box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-input.bp3-intent-danger[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #db3737;
+ box-shadow:inset 0 0 0 1px #db3737; }
+ .bp3-input.bp3-intent-danger:disabled, .bp3-input.bp3-intent-danger.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-input.bp3-intent-danger{
+ -webkit-box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), 0 0 0 0 rgba(219, 55, 55, 0), inset 0 0 0 1px #db3737, inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-danger:focus{
+ -webkit-box-shadow:0 0 0 1px #db3737, 0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #db3737, 0 0 0 1px #db3737, 0 0 0 3px rgba(219, 55, 55, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-input.bp3-intent-danger[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px #db3737;
+ box-shadow:inset 0 0 0 1px #db3737; }
+ .bp3-dark .bp3-input.bp3-intent-danger:disabled, .bp3-dark .bp3-input.bp3-intent-danger.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-input::-ms-clear{
+ display:none; }
+textarea.bp3-input{
+ max-width:100%;
+ padding:10px; }
+ textarea.bp3-input, textarea.bp3-input.bp3-large, textarea.bp3-input.bp3-small{
+ height:auto;
+ line-height:inherit; }
+ textarea.bp3-input.bp3-small{
+ padding:8px; }
+ .bp3-dark textarea.bp3-input{
+ -webkit-box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), 0 0 0 0 rgba(19, 124, 189, 0), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ background:rgba(16, 22, 26, 0.3);
+ color:#f5f8fa; }
+ .bp3-dark textarea.bp3-input::-webkit-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark textarea.bp3-input::-moz-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark textarea.bp3-input:-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark textarea.bp3-input::-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark textarea.bp3-input::placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark textarea.bp3-input:focus{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark textarea.bp3-input[readonly]{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark textarea.bp3-input:disabled, .bp3-dark textarea.bp3-input.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(57, 75, 89, 0.5);
+ color:rgba(167, 182, 194, 0.6); }
+label.bp3-label{
+ display:block;
+ margin-top:0;
+ margin-bottom:15px; }
+ label.bp3-label .bp3-html-select,
+ label.bp3-label .bp3-input,
+ label.bp3-label .bp3-select,
+ label.bp3-label .bp3-slider,
+ label.bp3-label .bp3-popover-wrapper{
+ display:block;
+ margin-top:5px;
+ text-transform:none; }
+ label.bp3-label .bp3-button-group{
+ margin-top:5px; }
+ label.bp3-label .bp3-select select,
+ label.bp3-label .bp3-html-select select{
+ width:100%;
+ vertical-align:top;
+ font-weight:400; }
+ label.bp3-label.bp3-disabled,
+ label.bp3-label.bp3-disabled .bp3-text-muted{
+ color:rgba(92, 112, 128, 0.6); }
+ label.bp3-label.bp3-inline{
+ line-height:30px; }
+ label.bp3-label.bp3-inline .bp3-html-select,
+ label.bp3-label.bp3-inline .bp3-input,
+ label.bp3-label.bp3-inline .bp3-input-group,
+ label.bp3-label.bp3-inline .bp3-select,
+ label.bp3-label.bp3-inline .bp3-popover-wrapper{
+ display:inline-block;
+ margin:0 0 0 5px;
+ vertical-align:top; }
+ label.bp3-label.bp3-inline .bp3-button-group{
+ margin:0 0 0 5px; }
+ label.bp3-label.bp3-inline .bp3-input-group .bp3-input{
+ margin-left:0; }
+ label.bp3-label.bp3-inline.bp3-large{
+ line-height:40px; }
+ label.bp3-label:not(.bp3-inline) .bp3-popover-target{
+ display:block; }
+ .bp3-dark label.bp3-label{
+ color:#f5f8fa; }
+ .bp3-dark label.bp3-label.bp3-disabled,
+ .bp3-dark label.bp3-label.bp3-disabled .bp3-text-muted{
+ color:rgba(167, 182, 194, 0.6); }
+.bp3-numeric-input .bp3-button-group.bp3-vertical > .bp3-button{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 14px;
+ flex:1 1 14px;
+ width:30px;
+ min-height:0;
+ padding:0; }
+ .bp3-numeric-input .bp3-button-group.bp3-vertical > .bp3-button:first-child{
+ border-radius:0 3px 0 0; }
+ .bp3-numeric-input .bp3-button-group.bp3-vertical > .bp3-button:last-child{
+ border-radius:0 0 3px 0; }
+
+.bp3-numeric-input .bp3-button-group.bp3-vertical:first-child > .bp3-button:first-child{
+ border-radius:3px 0 0 0; }
+
+.bp3-numeric-input .bp3-button-group.bp3-vertical:first-child > .bp3-button:last-child{
+ border-radius:0 0 0 3px; }
+
+.bp3-numeric-input.bp3-large .bp3-button-group.bp3-vertical > .bp3-button{
+ width:40px; }
+
+form{
+ display:block; }
+.bp3-html-select select,
+.bp3-select select{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ border:none;
+ border-radius:3px;
+ cursor:pointer;
+ padding:5px 10px;
+ vertical-align:middle;
+ text-align:left;
+ font-size:14px;
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-color:#f5f8fa;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.8)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.8), rgba(255, 255, 255, 0));
+ color:#182026;
+ border-radius:3px;
+ width:100%;
+ height:30px;
+ padding:0 25px 0 10px;
+ -moz-appearance:none;
+ -webkit-appearance:none; }
+ .bp3-html-select select > *, .bp3-select select > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-html-select select > .bp3-fill, .bp3-select select > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-html-select select::before,
+ .bp3-select select::before, .bp3-html-select select > *, .bp3-select select > *{
+ margin-right:7px; }
+ .bp3-html-select select:empty::before,
+ .bp3-select select:empty::before,
+ .bp3-html-select select > :last-child,
+ .bp3-select select > :last-child{
+ margin-right:0; }
+ .bp3-html-select select:hover,
+ .bp3-select select:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5; }
+ .bp3-html-select select:active,
+ .bp3-select select:active, .bp3-html-select select.bp3-active,
+ .bp3-select select.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none; }
+ .bp3-html-select select:disabled,
+ .bp3-select select:disabled, .bp3-html-select select.bp3-disabled,
+ .bp3-select select.bp3-disabled{
+ outline:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ background-image:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-html-select select:disabled.bp3-active,
+ .bp3-select select:disabled.bp3-active, .bp3-html-select select:disabled.bp3-active:hover,
+ .bp3-select select:disabled.bp3-active:hover, .bp3-html-select select.bp3-disabled.bp3-active,
+ .bp3-select select.bp3-disabled.bp3-active, .bp3-html-select select.bp3-disabled.bp3-active:hover,
+ .bp3-select select.bp3-disabled.bp3-active:hover{
+ background:rgba(206, 217, 224, 0.7); }
+
+.bp3-html-select.bp3-minimal select,
+.bp3-select.bp3-minimal select{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-html-select.bp3-minimal select:hover,
+ .bp3-select.bp3-minimal select:hover{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(167, 182, 194, 0.3);
+ text-decoration:none;
+ color:#182026; }
+ .bp3-html-select.bp3-minimal select:active,
+ .bp3-select.bp3-minimal select:active, .bp3-html-select.bp3-minimal select.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:rgba(115, 134, 148, 0.3);
+ color:#182026; }
+ .bp3-html-select.bp3-minimal select:disabled,
+ .bp3-select.bp3-minimal select:disabled, .bp3-html-select.bp3-minimal select:disabled:hover,
+ .bp3-select.bp3-minimal select:disabled:hover, .bp3-html-select.bp3-minimal select.bp3-disabled,
+ .bp3-select.bp3-minimal select.bp3-disabled, .bp3-html-select.bp3-minimal select.bp3-disabled:hover,
+ .bp3-select.bp3-minimal select.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-html-select.bp3-minimal select:disabled.bp3-active,
+ .bp3-select.bp3-minimal select:disabled.bp3-active, .bp3-html-select.bp3-minimal select:disabled:hover.bp3-active,
+ .bp3-select.bp3-minimal select:disabled:hover.bp3-active, .bp3-html-select.bp3-minimal select.bp3-disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal select.bp3-disabled:hover.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-disabled:hover.bp3-active{
+ background:rgba(115, 134, 148, 0.3); }
+ .bp3-dark .bp3-html-select.bp3-minimal select, .bp3-html-select.bp3-minimal .bp3-dark select,
+ .bp3-dark .bp3-select.bp3-minimal select, .bp3-select.bp3-minimal .bp3-dark select{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:inherit; }
+ .bp3-dark .bp3-html-select.bp3-minimal select:hover, .bp3-html-select.bp3-minimal .bp3-dark select:hover,
+ .bp3-dark .bp3-select.bp3-minimal select:hover, .bp3-select.bp3-minimal .bp3-dark select:hover, .bp3-dark .bp3-html-select.bp3-minimal select:active, .bp3-html-select.bp3-minimal .bp3-dark select:active,
+ .bp3-dark .bp3-select.bp3-minimal select:active, .bp3-select.bp3-minimal .bp3-dark select:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none; }
+ .bp3-dark .bp3-html-select.bp3-minimal select:hover, .bp3-html-select.bp3-minimal .bp3-dark select:hover,
+ .bp3-dark .bp3-select.bp3-minimal select:hover, .bp3-select.bp3-minimal .bp3-dark select:hover{
+ background:rgba(138, 155, 168, 0.15); }
+ .bp3-dark .bp3-html-select.bp3-minimal select:active, .bp3-html-select.bp3-minimal .bp3-dark select:active,
+ .bp3-dark .bp3-select.bp3-minimal select:active, .bp3-select.bp3-minimal .bp3-dark select:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-active{
+ background:rgba(138, 155, 168, 0.3);
+ color:#f5f8fa; }
+ .bp3-dark .bp3-html-select.bp3-minimal select:disabled, .bp3-html-select.bp3-minimal .bp3-dark select:disabled,
+ .bp3-dark .bp3-select.bp3-minimal select:disabled, .bp3-select.bp3-minimal .bp3-dark select:disabled, .bp3-dark .bp3-html-select.bp3-minimal select:disabled:hover, .bp3-html-select.bp3-minimal .bp3-dark select:disabled:hover,
+ .bp3-dark .bp3-select.bp3-minimal select:disabled:hover, .bp3-select.bp3-minimal .bp3-dark select:disabled:hover, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-disabled, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-disabled:hover, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-disabled:hover,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-disabled:hover, .bp3-select.bp3-minimal .bp3-dark select.bp3-disabled:hover{
+ background:none;
+ cursor:not-allowed;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-html-select.bp3-minimal select:disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select:disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select:disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select:disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select:disabled:hover.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select:disabled:hover.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select:disabled:hover.bp3-active, .bp3-select.bp3-minimal .bp3-dark select:disabled:hover.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-disabled:hover.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-disabled:hover.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-disabled:hover.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-disabled:hover.bp3-active{
+ background:rgba(138, 155, 168, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary,
+ .bp3-select.bp3-minimal select.bp3-intent-primary{
+ color:#106ba3; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:hover, .bp3-html-select.bp3-minimal select.bp3-intent-primary:active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:active, .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#106ba3; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.15);
+ color:#106ba3; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary:active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:active, .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#106ba3; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary:disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:disabled, .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(16, 107, 163, 0.5); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary:disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary:disabled.bp3-active, .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-primary .bp3-button-spinner .bp3-spinner-head, .bp3-select.bp3-minimal select.bp3-intent-primary .bp3-button-spinner .bp3-spinner-head{
+ stroke:#106ba3; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary{
+ color:#48aff0; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary:hover, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary:hover,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary:hover, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary:hover{
+ background:rgba(19, 124, 189, 0.2);
+ color:#48aff0; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary:active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary:active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary:active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-active{
+ background:rgba(19, 124, 189, 0.3);
+ color:#48aff0; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary:disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary:disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary:disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary:disabled, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-disabled{
+ background:none;
+ color:rgba(72, 175, 240, 0.5); }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary:disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary:disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary:disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary:disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-primary.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-primary.bp3-disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-primary.bp3-disabled.bp3-active{
+ background:rgba(19, 124, 189, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success,
+ .bp3-select.bp3-minimal select.bp3-intent-success{
+ color:#0d8050; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-success:hover, .bp3-html-select.bp3-minimal select.bp3-intent-success:active,
+ .bp3-select.bp3-minimal select.bp3-intent-success:active, .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-success.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#0d8050; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.15);
+ color:#0d8050; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success:active,
+ .bp3-select.bp3-minimal select.bp3-intent-success:active, .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#0d8050; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success:disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-success:disabled, .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(13, 128, 80, 0.5); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success:disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-success:disabled.bp3-active, .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-success .bp3-button-spinner .bp3-spinner-head, .bp3-select.bp3-minimal select.bp3-intent-success .bp3-button-spinner .bp3-spinner-head{
+ stroke:#0d8050; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success{
+ color:#3dcc91; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success:hover, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success:hover,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success:hover, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success:hover{
+ background:rgba(15, 153, 96, 0.2);
+ color:#3dcc91; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success:active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success:active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success:active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-active{
+ background:rgba(15, 153, 96, 0.3);
+ color:#3dcc91; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success:disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success:disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success:disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success:disabled, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success.bp3-disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-disabled{
+ background:none;
+ color:rgba(61, 204, 145, 0.5); }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success:disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success:disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success:disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success:disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-success.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-success.bp3-disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-success.bp3-disabled.bp3-active{
+ background:rgba(15, 153, 96, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning,
+ .bp3-select.bp3-minimal select.bp3-intent-warning{
+ color:#bf7326; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:hover, .bp3-html-select.bp3-minimal select.bp3-intent-warning:active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:active, .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#bf7326; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.15);
+ color:#bf7326; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning:active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:active, .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#bf7326; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning:disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:disabled, .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(191, 115, 38, 0.5); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning:disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning:disabled.bp3-active, .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-warning .bp3-button-spinner .bp3-spinner-head, .bp3-select.bp3-minimal select.bp3-intent-warning .bp3-button-spinner .bp3-spinner-head{
+ stroke:#bf7326; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning{
+ color:#ffb366; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning:hover, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning:hover,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning:hover, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning:hover{
+ background:rgba(217, 130, 43, 0.2);
+ color:#ffb366; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning:active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning:active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning:active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-active{
+ background:rgba(217, 130, 43, 0.3);
+ color:#ffb366; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning:disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning:disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning:disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning:disabled, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-disabled{
+ background:none;
+ color:rgba(255, 179, 102, 0.5); }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning:disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning:disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning:disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning:disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-warning.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-warning.bp3-disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-warning.bp3-disabled.bp3-active{
+ background:rgba(217, 130, 43, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger,
+ .bp3-select.bp3-minimal select.bp3-intent-danger{
+ color:#c23030; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:hover, .bp3-html-select.bp3-minimal select.bp3-intent-danger:active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:active, .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-active{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ color:#c23030; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger:hover,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.15);
+ color:#c23030; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger:active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:active, .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#c23030; }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger:disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:disabled, .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-disabled,
+ .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(194, 48, 48, 0.5); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger:disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger:disabled.bp3-active, .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-disabled.bp3-active,
+ .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+ .bp3-html-select.bp3-minimal select.bp3-intent-danger .bp3-button-spinner .bp3-spinner-head, .bp3-select.bp3-minimal select.bp3-intent-danger .bp3-button-spinner .bp3-spinner-head{
+ stroke:#c23030; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger{
+ color:#ff7373; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger:hover, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger:hover,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger:hover, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger:hover{
+ background:rgba(219, 55, 55, 0.2);
+ color:#ff7373; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger:active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger:active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger:active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger:active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-active{
+ background:rgba(219, 55, 55, 0.3);
+ color:#ff7373; }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger:disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger:disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger:disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger:disabled, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-disabled, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-disabled,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-disabled, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-disabled{
+ background:none;
+ color:rgba(255, 115, 115, 0.5); }
+ .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger:disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger:disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger:disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger:disabled.bp3-active, .bp3-dark .bp3-html-select.bp3-minimal select.bp3-intent-danger.bp3-disabled.bp3-active, .bp3-html-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-disabled.bp3-active,
+ .bp3-dark .bp3-select.bp3-minimal select.bp3-intent-danger.bp3-disabled.bp3-active, .bp3-select.bp3-minimal .bp3-dark select.bp3-intent-danger.bp3-disabled.bp3-active{
+ background:rgba(219, 55, 55, 0.3); }
+
+.bp3-html-select.bp3-large select,
+.bp3-select.bp3-large select{
+ height:40px;
+ padding-right:35px;
+ font-size:16px; }
+
+.bp3-dark .bp3-html-select select, .bp3-dark .bp3-select select{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#394b59;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.05)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.05), rgba(255, 255, 255, 0));
+ color:#f5f8fa; }
+ .bp3-dark .bp3-html-select select:hover, .bp3-dark .bp3-select select:hover, .bp3-dark .bp3-html-select select:active, .bp3-dark .bp3-select select:active, .bp3-dark .bp3-html-select select.bp3-active, .bp3-dark .bp3-select select.bp3-active{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-html-select select:hover, .bp3-dark .bp3-select select:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+ .bp3-dark .bp3-html-select select:active, .bp3-dark .bp3-select select:active, .bp3-dark .bp3-html-select select.bp3-active, .bp3-dark .bp3-select select.bp3-active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#202b33;
+ background-image:none; }
+ .bp3-dark .bp3-html-select select:disabled, .bp3-dark .bp3-select select:disabled, .bp3-dark .bp3-html-select select.bp3-disabled, .bp3-dark .bp3-select select.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(57, 75, 89, 0.5);
+ background-image:none;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-html-select select:disabled.bp3-active, .bp3-dark .bp3-select select:disabled.bp3-active, .bp3-dark .bp3-html-select select.bp3-disabled.bp3-active, .bp3-dark .bp3-select select.bp3-disabled.bp3-active{
+ background:rgba(57, 75, 89, 0.7); }
+ .bp3-dark .bp3-html-select select .bp3-button-spinner .bp3-spinner-head, .bp3-dark .bp3-select select .bp3-button-spinner .bp3-spinner-head{
+ background:rgba(16, 22, 26, 0.5);
+ stroke:#8a9ba8; }
+
+.bp3-html-select select:disabled,
+.bp3-select select:disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+
+.bp3-html-select .bp3-icon,
+.bp3-select .bp3-icon, .bp3-select::after{
+ position:absolute;
+ top:7px;
+ right:7px;
+ color:#5c7080;
+ pointer-events:none; }
+ .bp3-html-select .bp3-disabled.bp3-icon,
+ .bp3-select .bp3-disabled.bp3-icon, .bp3-disabled.bp3-select::after{
+ color:rgba(92, 112, 128, 0.6); }
+.bp3-html-select,
+.bp3-select{
+ display:inline-block;
+ position:relative;
+ vertical-align:middle;
+ letter-spacing:normal; }
+ .bp3-html-select select::-ms-expand,
+ .bp3-select select::-ms-expand{
+ display:none; }
+ .bp3-html-select .bp3-icon,
+ .bp3-select .bp3-icon{
+ color:#5c7080; }
+ .bp3-html-select .bp3-icon:hover,
+ .bp3-select .bp3-icon:hover{
+ color:#182026; }
+ .bp3-dark .bp3-html-select .bp3-icon, .bp3-dark
+ .bp3-select .bp3-icon{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-html-select .bp3-icon:hover, .bp3-dark
+ .bp3-select .bp3-icon:hover{
+ color:#f5f8fa; }
+ .bp3-html-select.bp3-large::after,
+ .bp3-html-select.bp3-large .bp3-icon,
+ .bp3-select.bp3-large::after,
+ .bp3-select.bp3-large .bp3-icon{
+ top:12px;
+ right:12px; }
+ .bp3-html-select.bp3-fill,
+ .bp3-html-select.bp3-fill select,
+ .bp3-select.bp3-fill,
+ .bp3-select.bp3-fill select{
+ width:100%; }
+ .bp3-dark .bp3-html-select option, .bp3-dark
+ .bp3-select option{
+ background-color:#30404d;
+ color:#f5f8fa; }
+ .bp3-dark .bp3-html-select::after, .bp3-dark
+ .bp3-select::after{
+ color:#a7b6c2; }
+
+.bp3-select::after{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ content:""; }
+.bp3-running-text table, table.bp3-html-table{
+ border-spacing:0;
+ font-size:14px; }
+ .bp3-running-text table th, table.bp3-html-table th,
+ .bp3-running-text table td,
+ table.bp3-html-table td{
+ padding:11px;
+ vertical-align:top;
+ text-align:left; }
+ .bp3-running-text table th, table.bp3-html-table th{
+ color:#182026;
+ font-weight:600; }
+
+ .bp3-running-text table td,
+ table.bp3-html-table td{
+ color:#182026; }
+ .bp3-running-text table tbody tr:first-child th, table.bp3-html-table tbody tr:first-child th,
+ .bp3-running-text table tbody tr:first-child td,
+ table.bp3-html-table tbody tr:first-child td{
+ -webkit-box-shadow:inset 0 1px 0 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 1px 0 0 rgba(16, 22, 26, 0.15); }
+ .bp3-dark .bp3-running-text table th, .bp3-running-text .bp3-dark table th, .bp3-dark table.bp3-html-table th{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-running-text table td, .bp3-running-text .bp3-dark table td, .bp3-dark table.bp3-html-table td{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-running-text table tbody tr:first-child th, .bp3-running-text .bp3-dark table tbody tr:first-child th, .bp3-dark table.bp3-html-table tbody tr:first-child th,
+ .bp3-dark .bp3-running-text table tbody tr:first-child td,
+ .bp3-running-text .bp3-dark table tbody tr:first-child td,
+ .bp3-dark table.bp3-html-table tbody tr:first-child td{
+ -webkit-box-shadow:inset 0 1px 0 0 rgba(255, 255, 255, 0.15);
+ box-shadow:inset 0 1px 0 0 rgba(255, 255, 255, 0.15); }
+
+table.bp3-html-table.bp3-html-table-condensed th,
+table.bp3-html-table.bp3-html-table-condensed td, table.bp3-html-table.bp3-small th,
+table.bp3-html-table.bp3-small td{
+ padding-top:6px;
+ padding-bottom:6px; }
+
+table.bp3-html-table.bp3-html-table-striped tbody tr:nth-child(odd) td{
+ background:rgba(191, 204, 214, 0.15); }
+
+table.bp3-html-table.bp3-html-table-bordered th:not(:first-child){
+ -webkit-box-shadow:inset 1px 0 0 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 1px 0 0 0 rgba(16, 22, 26, 0.15); }
+
+table.bp3-html-table.bp3-html-table-bordered tbody tr td{
+ -webkit-box-shadow:inset 0 1px 0 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 1px 0 0 rgba(16, 22, 26, 0.15); }
+ table.bp3-html-table.bp3-html-table-bordered tbody tr td:not(:first-child){
+ -webkit-box-shadow:inset 1px 1px 0 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 1px 1px 0 0 rgba(16, 22, 26, 0.15); }
+
+table.bp3-html-table.bp3-html-table-bordered.bp3-html-table-striped tbody tr:not(:first-child) td{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ table.bp3-html-table.bp3-html-table-bordered.bp3-html-table-striped tbody tr:not(:first-child) td:not(:first-child){
+ -webkit-box-shadow:inset 1px 0 0 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 1px 0 0 0 rgba(16, 22, 26, 0.15); }
+
+table.bp3-html-table.bp3-interactive tbody tr:hover td{
+ background-color:rgba(191, 204, 214, 0.3);
+ cursor:pointer; }
+
+table.bp3-html-table.bp3-interactive tbody tr:active td{
+ background-color:rgba(191, 204, 214, 0.4); }
+
+.bp3-dark table.bp3-html-table.bp3-html-table-striped tbody tr:nth-child(odd) td{
+ background:rgba(92, 112, 128, 0.15); }
+
+.bp3-dark table.bp3-html-table.bp3-html-table-bordered th:not(:first-child){
+ -webkit-box-shadow:inset 1px 0 0 0 rgba(255, 255, 255, 0.15);
+ box-shadow:inset 1px 0 0 0 rgba(255, 255, 255, 0.15); }
+
+.bp3-dark table.bp3-html-table.bp3-html-table-bordered tbody tr td{
+ -webkit-box-shadow:inset 0 1px 0 0 rgba(255, 255, 255, 0.15);
+ box-shadow:inset 0 1px 0 0 rgba(255, 255, 255, 0.15); }
+ .bp3-dark table.bp3-html-table.bp3-html-table-bordered tbody tr td:not(:first-child){
+ -webkit-box-shadow:inset 1px 1px 0 0 rgba(255, 255, 255, 0.15);
+ box-shadow:inset 1px 1px 0 0 rgba(255, 255, 255, 0.15); }
+
+.bp3-dark table.bp3-html-table.bp3-html-table-bordered.bp3-html-table-striped tbody tr:not(:first-child) td{
+ -webkit-box-shadow:inset 1px 0 0 0 rgba(255, 255, 255, 0.15);
+ box-shadow:inset 1px 0 0 0 rgba(255, 255, 255, 0.15); }
+ .bp3-dark table.bp3-html-table.bp3-html-table-bordered.bp3-html-table-striped tbody tr:not(:first-child) td:first-child{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+
+.bp3-dark table.bp3-html-table.bp3-interactive tbody tr:hover td{
+ background-color:rgba(92, 112, 128, 0.3);
+ cursor:pointer; }
+
+.bp3-dark table.bp3-html-table.bp3-interactive tbody tr:active td{
+ background-color:rgba(92, 112, 128, 0.4); }
+
+.bp3-key-combo{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center; }
+ .bp3-key-combo > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-key-combo > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-key-combo::before,
+ .bp3-key-combo > *{
+ margin-right:5px; }
+ .bp3-key-combo:empty::before,
+ .bp3-key-combo > :last-child{
+ margin-right:0; }
+
+.bp3-hotkey-dialog{
+ top:40px;
+ padding-bottom:0; }
+ .bp3-hotkey-dialog .bp3-dialog-body{
+ margin:0;
+ padding:0; }
+ .bp3-hotkey-dialog .bp3-hotkey-label{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1; }
+
+.bp3-hotkey-column{
+ margin:auto;
+ max-height:80vh;
+ overflow-y:auto;
+ padding:30px; }
+ .bp3-hotkey-column .bp3-heading{
+ margin-bottom:20px; }
+ .bp3-hotkey-column .bp3-heading:not(:first-child){
+ margin-top:40px; }
+
+.bp3-hotkey{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:justify;
+ -ms-flex-pack:justify;
+ justify-content:space-between;
+ margin-right:0;
+ margin-left:0; }
+ .bp3-hotkey:not(:last-child){
+ margin-bottom:10px; }
+.bp3-icon{
+ display:inline-block;
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ vertical-align:text-bottom; }
+ .bp3-icon:not(:empty)::before{
+ content:"" !important;
+ content:unset !important; }
+ .bp3-icon > svg{
+ display:block; }
+ .bp3-icon > svg:not([fill]){
+ fill:currentColor; }
+
+.bp3-icon.bp3-intent-primary, .bp3-icon-standard.bp3-intent-primary, .bp3-icon-large.bp3-intent-primary{
+ color:#106ba3; }
+ .bp3-dark .bp3-icon.bp3-intent-primary, .bp3-dark .bp3-icon-standard.bp3-intent-primary, .bp3-dark .bp3-icon-large.bp3-intent-primary{
+ color:#48aff0; }
+
+.bp3-icon.bp3-intent-success, .bp3-icon-standard.bp3-intent-success, .bp3-icon-large.bp3-intent-success{
+ color:#0d8050; }
+ .bp3-dark .bp3-icon.bp3-intent-success, .bp3-dark .bp3-icon-standard.bp3-intent-success, .bp3-dark .bp3-icon-large.bp3-intent-success{
+ color:#3dcc91; }
+
+.bp3-icon.bp3-intent-warning, .bp3-icon-standard.bp3-intent-warning, .bp3-icon-large.bp3-intent-warning{
+ color:#bf7326; }
+ .bp3-dark .bp3-icon.bp3-intent-warning, .bp3-dark .bp3-icon-standard.bp3-intent-warning, .bp3-dark .bp3-icon-large.bp3-intent-warning{
+ color:#ffb366; }
+
+.bp3-icon.bp3-intent-danger, .bp3-icon-standard.bp3-intent-danger, .bp3-icon-large.bp3-intent-danger{
+ color:#c23030; }
+ .bp3-dark .bp3-icon.bp3-intent-danger, .bp3-dark .bp3-icon-standard.bp3-intent-danger, .bp3-dark .bp3-icon-large.bp3-intent-danger{
+ color:#ff7373; }
+
+span.bp3-icon-standard{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ display:inline-block; }
+
+span.bp3-icon-large{
+ line-height:1;
+ font-family:"Icons20", sans-serif;
+ font-size:20px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ display:inline-block; }
+
+span.bp3-icon:empty{
+ line-height:1;
+ font-family:"Icons20";
+ font-size:inherit;
+ font-weight:400;
+ font-style:normal; }
+ span.bp3-icon:empty::before{
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased; }
+
+.bp3-icon-add::before{
+ content:""; }
+
+.bp3-icon-add-column-left::before{
+ content:""; }
+
+.bp3-icon-add-column-right::before{
+ content:""; }
+
+.bp3-icon-add-row-bottom::before{
+ content:""; }
+
+.bp3-icon-add-row-top::before{
+ content:"î›·"; }
+
+.bp3-icon-add-to-artifact::before{
+ content:""; }
+
+.bp3-icon-add-to-folder::before{
+ content:"î›’"; }
+
+.bp3-icon-airplane::before{
+ content:"î‹"; }
+
+.bp3-icon-align-center::before{
+ content:""; }
+
+.bp3-icon-align-justify::before{
+ content:""; }
+
+.bp3-icon-align-left::before{
+ content:""; }
+
+.bp3-icon-align-right::before{
+ content:""; }
+
+.bp3-icon-alignment-bottom::before{
+ content:""; }
+
+.bp3-icon-alignment-horizontal-center::before{
+ content:""; }
+
+.bp3-icon-alignment-left::before{
+ content:""; }
+
+.bp3-icon-alignment-right::before{
+ content:""; }
+
+.bp3-icon-alignment-top::before{
+ content:""; }
+
+.bp3-icon-alignment-vertical-center::before{
+ content:""; }
+
+.bp3-icon-annotation::before{
+ content:"î›°"; }
+
+.bp3-icon-application::before{
+ content:""; }
+
+.bp3-icon-applications::before{
+ content:""; }
+
+.bp3-icon-archive::before{
+ content:""; }
+
+.bp3-icon-arrow-bottom-left::before{
+ content:"↙"; }
+
+.bp3-icon-arrow-bottom-right::before{
+ content:"↘"; }
+
+.bp3-icon-arrow-down::before{
+ content:"↓"; }
+
+.bp3-icon-arrow-left::before{
+ content:"â†"; }
+
+.bp3-icon-arrow-right::before{
+ content:"→"; }
+
+.bp3-icon-arrow-top-left::before{
+ content:"↖"; }
+
+.bp3-icon-arrow-top-right::before{
+ content:"↗"; }
+
+.bp3-icon-arrow-up::before{
+ content:"↑"; }
+
+.bp3-icon-arrows-horizontal::before{
+ content:"↔"; }
+
+.bp3-icon-arrows-vertical::before{
+ content:"↕"; }
+
+.bp3-icon-asterisk::before{
+ content:"*"; }
+
+.bp3-icon-automatic-updates::before{
+ content:""; }
+
+.bp3-icon-badge::before{
+ content:""; }
+
+.bp3-icon-ban-circle::before{
+ content:"îš"; }
+
+.bp3-icon-bank-account::before{
+ content:"î¯"; }
+
+.bp3-icon-barcode::before{
+ content:""; }
+
+.bp3-icon-blank::before{
+ content:""; }
+
+.bp3-icon-blocked-person::before{
+ content:"î¨"; }
+
+.bp3-icon-bold::before{
+ content:""; }
+
+.bp3-icon-book::before{
+ content:""; }
+
+.bp3-icon-bookmark::before{
+ content:""; }
+
+.bp3-icon-box::before{
+ content:"îš¿"; }
+
+.bp3-icon-briefcase::before{
+ content:"î™´"; }
+
+.bp3-icon-bring-data::before{
+ content:""; }
+
+.bp3-icon-build::before{
+ content:"îœ"; }
+
+.bp3-icon-calculator::before{
+ content:""; }
+
+.bp3-icon-calendar::before{
+ content:""; }
+
+.bp3-icon-camera::before{
+ content:"îšž"; }
+
+.bp3-icon-caret-down::before{
+ content:"⌄"; }
+
+.bp3-icon-caret-left::before{
+ content:"〈"; }
+
+.bp3-icon-caret-right::before{
+ content:"〉"; }
+
+.bp3-icon-caret-up::before{
+ content:"⌃"; }
+
+.bp3-icon-cell-tower::before{
+ content:"î°"; }
+
+.bp3-icon-changes::before{
+ content:""; }
+
+.bp3-icon-chart::before{
+ content:""; }
+
+.bp3-icon-chat::before{
+ content:""; }
+
+.bp3-icon-chevron-backward::before{
+ content:""; }
+
+.bp3-icon-chevron-down::before{
+ content:"îš—"; }
+
+.bp3-icon-chevron-forward::before{
+ content:"î› "; }
+
+.bp3-icon-chevron-left::before{
+ content:"îš”"; }
+
+.bp3-icon-chevron-right::before{
+ content:"îš•"; }
+
+.bp3-icon-chevron-up::before{
+ content:"îš–"; }
+
+.bp3-icon-circle::before{
+ content:""; }
+
+.bp3-icon-circle-arrow-down::before{
+ content:""; }
+
+.bp3-icon-circle-arrow-left::before{
+ content:""; }
+
+.bp3-icon-circle-arrow-right::before{
+ content:"îš‹"; }
+
+.bp3-icon-circle-arrow-up::before{
+ content:"îš"; }
+
+.bp3-icon-citation::before{
+ content:""; }
+
+.bp3-icon-clean::before{
+ content:""; }
+
+.bp3-icon-clipboard::before{
+ content:"î˜"; }
+
+.bp3-icon-cloud::before{
+ content:"â˜"; }
+
+.bp3-icon-cloud-download::before{
+ content:"îš"; }
+
+.bp3-icon-cloud-upload::before{
+ content:"îš‘"; }
+
+.bp3-icon-code::before{
+ content:""; }
+
+.bp3-icon-code-block::before{
+ content:"î›…"; }
+
+.bp3-icon-cog::before{
+ content:"î™…"; }
+
+.bp3-icon-collapse-all::before{
+ content:"î£"; }
+
+.bp3-icon-column-layout::before{
+ content:""; }
+
+.bp3-icon-comment::before{
+ content:""; }
+
+.bp3-icon-comparison::before{
+ content:""; }
+
+.bp3-icon-compass::before{
+ content:""; }
+
+.bp3-icon-compressed::before{
+ content:""; }
+
+.bp3-icon-confirm::before{
+ content:""; }
+
+.bp3-icon-console::before{
+ content:"îž›"; }
+
+.bp3-icon-contrast::before{
+ content:""; }
+
+.bp3-icon-control::before{
+ content:""; }
+
+.bp3-icon-credit-card::before{
+ content:""; }
+
+.bp3-icon-cross::before{
+ content:"✗"; }
+
+.bp3-icon-crown::before{
+ content:"îž´"; }
+
+.bp3-icon-cube::before{
+ content:""; }
+
+.bp3-icon-cube-add::before{
+ content:""; }
+
+.bp3-icon-cube-remove::before{
+ content:"îŸ"; }
+
+.bp3-icon-curved-range-chart::before{
+ content:""; }
+
+.bp3-icon-cut::before{
+ content:""; }
+
+.bp3-icon-dashboard::before{
+ content:"î‘"; }
+
+.bp3-icon-data-lineage::before{
+ content:""; }
+
+.bp3-icon-database::before{
+ content:""; }
+
+.bp3-icon-delete::before{
+ content:""; }
+
+.bp3-icon-delta::before{
+ content:"Δ"; }
+
+.bp3-icon-derive-column::before{
+ content:""; }
+
+.bp3-icon-desktop::before{
+ content:""; }
+
+.bp3-icon-diagram-tree::before{
+ content:"îž³"; }
+
+.bp3-icon-direction-left::before{
+ content:"îš"; }
+
+.bp3-icon-direction-right::before{
+ content:"îš‚"; }
+
+.bp3-icon-disable::before{
+ content:""; }
+
+.bp3-icon-document::before{
+ content:""; }
+
+.bp3-icon-document-open::before{
+ content:""; }
+
+.bp3-icon-document-share::before{
+ content:""; }
+
+.bp3-icon-dollar::before{
+ content:"$"; }
+
+.bp3-icon-dot::before{
+ content:"•"; }
+
+.bp3-icon-double-caret-horizontal::before{
+ content:""; }
+
+.bp3-icon-double-caret-vertical::before{
+ content:""; }
+
+.bp3-icon-double-chevron-down::before{
+ content:""; }
+
+.bp3-icon-double-chevron-left::before{
+ content:""; }
+
+.bp3-icon-double-chevron-right::before{
+ content:"îœ"; }
+
+.bp3-icon-double-chevron-up::before{
+ content:""; }
+
+.bp3-icon-doughnut-chart::before{
+ content:""; }
+
+.bp3-icon-download::before{
+ content:""; }
+
+.bp3-icon-drag-handle-horizontal::before{
+ content:""; }
+
+.bp3-icon-drag-handle-vertical::before{
+ content:""; }
+
+.bp3-icon-draw::before{
+ content:""; }
+
+.bp3-icon-drive-time::before{
+ content:""; }
+
+.bp3-icon-duplicate::before{
+ content:""; }
+
+.bp3-icon-edit::before{
+ content:"✎"; }
+
+.bp3-icon-eject::before{
+ content:"â"; }
+
+.bp3-icon-endorsed::before{
+ content:"îŸ"; }
+
+.bp3-icon-envelope::before{
+ content:"✉"; }
+
+.bp3-icon-equals::before{
+ content:""; }
+
+.bp3-icon-eraser::before{
+ content:"î³"; }
+
+.bp3-icon-error::before{
+ content:""; }
+
+.bp3-icon-euro::before{
+ content:"€"; }
+
+.bp3-icon-exchange::before{
+ content:""; }
+
+.bp3-icon-exclude-row::before{
+ content:""; }
+
+.bp3-icon-expand-all::before{
+ content:"î¤"; }
+
+.bp3-icon-export::before{
+ content:""; }
+
+.bp3-icon-eye-off::before{
+ content:""; }
+
+.bp3-icon-eye-on::before{
+ content:"îš"; }
+
+.bp3-icon-eye-open::before{
+ content:""; }
+
+.bp3-icon-fast-backward::before{
+ content:""; }
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+ content:""; }
+
+.bp3-icon-tree::before{
+ content:"îž·"; }
+
+.bp3-icon-trending-down::before{
+ content:""; }
+
+.bp3-icon-trending-up::before{
+ content:""; }
+
+.bp3-icon-truck::before{
+ content:""; }
+
+.bp3-icon-two-columns::before{
+ content:"î™—"; }
+
+.bp3-icon-unarchive::before{
+ content:""; }
+
+.bp3-icon-underline::before{
+ content:"âŽ"; }
+
+.bp3-icon-undo::before{
+ content:"⎌"; }
+
+.bp3-icon-ungroup-objects::before{
+ content:""; }
+
+.bp3-icon-unknown-vehicle::before{
+ content:""; }
+
+.bp3-icon-unlock::before{
+ content:""; }
+
+.bp3-icon-unpin::before{
+ content:"î™"; }
+
+.bp3-icon-unresolve::before{
+ content:""; }
+
+.bp3-icon-updated::before{
+ content:""; }
+
+.bp3-icon-upload::before{
+ content:"îš"; }
+
+.bp3-icon-user::before{
+ content:""; }
+
+.bp3-icon-variable::before{
+ content:""; }
+
+.bp3-icon-vertical-bar-chart-asc::before{
+ content:"î›"; }
+
+.bp3-icon-vertical-bar-chart-desc::before{
+ content:""; }
+
+.bp3-icon-vertical-distribution::before{
+ content:""; }
+
+.bp3-icon-video::before{
+ content:"îš "; }
+
+.bp3-icon-volume-down::before{
+ content:""; }
+
+.bp3-icon-volume-off::before{
+ content:""; }
+
+.bp3-icon-volume-up::before{
+ content:""; }
+
+.bp3-icon-walk::before{
+ content:"îž"; }
+
+.bp3-icon-warning-sign::before{
+ content:""; }
+
+.bp3-icon-waterfall-chart::before{
+ content:""; }
+
+.bp3-icon-widget::before{
+ content:""; }
+
+.bp3-icon-widget-button::before{
+ content:"îž"; }
+
+.bp3-icon-widget-footer::before{
+ content:"îž’"; }
+
+.bp3-icon-widget-header::before{
+ content:"îž‘"; }
+
+.bp3-icon-wrench::before{
+ content:""; }
+
+.bp3-icon-zoom-in::before{
+ content:"î™"; }
+
+.bp3-icon-zoom-out::before{
+ content:""; }
+
+.bp3-icon-zoom-to-fit::before{
+ content:"î™»"; }
+.bp3-submenu > .bp3-popover-wrapper{
+ display:block; }
+
+.bp3-submenu .bp3-popover-target{
+ display:block; }
+
+.bp3-submenu.bp3-popover{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ padding:0 5px; }
+ .bp3-submenu.bp3-popover > .bp3-popover-content{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2); }
+ .bp3-dark .bp3-submenu.bp3-popover, .bp3-submenu.bp3-popover.bp3-dark{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-dark .bp3-submenu.bp3-popover > .bp3-popover-content, .bp3-submenu.bp3-popover.bp3-dark > .bp3-popover-content{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4); }
+.bp3-menu{
+ margin:0;
+ border-radius:3px;
+ background:#ffffff;
+ min-width:180px;
+ padding:5px;
+ list-style:none;
+ text-align:left;
+ color:#182026; }
+
+.bp3-menu-divider{
+ display:block;
+ margin:5px;
+ border-top:1px solid rgba(16, 22, 26, 0.15); }
+ .bp3-dark .bp3-menu-divider{
+ border-top-color:rgba(255, 255, 255, 0.15); }
+
+.bp3-menu-item{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start;
+ border-radius:2px;
+ padding:5px 7px;
+ text-decoration:none;
+ line-height:20px;
+ color:inherit;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-menu-item > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-menu-item > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-menu-item::before,
+ .bp3-menu-item > *{
+ margin-right:7px; }
+ .bp3-menu-item:empty::before,
+ .bp3-menu-item > :last-child{
+ margin-right:0; }
+ .bp3-menu-item > .bp3-fill{
+ word-break:break-word; }
+ .bp3-menu-item:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-menu-item{
+ background-color:rgba(167, 182, 194, 0.3);
+ cursor:pointer;
+ text-decoration:none; }
+ .bp3-menu-item.bp3-disabled{
+ background-color:inherit;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-dark .bp3-menu-item{
+ color:inherit; }
+ .bp3-dark .bp3-menu-item:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-menu-item{
+ background-color:rgba(138, 155, 168, 0.15);
+ color:inherit; }
+ .bp3-dark .bp3-menu-item.bp3-disabled{
+ background-color:inherit;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-menu-item.bp3-intent-primary{
+ color:#106ba3; }
+ .bp3-menu-item.bp3-intent-primary .bp3-icon{
+ color:inherit; }
+ .bp3-menu-item.bp3-intent-primary::before, .bp3-menu-item.bp3-intent-primary::after,
+ .bp3-menu-item.bp3-intent-primary .bp3-menu-item-label{
+ color:#106ba3; }
+ .bp3-menu-item.bp3-intent-primary:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-menu-item.bp3-intent-primary.bp3-active{
+ background-color:#137cbd; }
+ .bp3-menu-item.bp3-intent-primary:active{
+ background-color:#106ba3; }
+ .bp3-menu-item.bp3-intent-primary:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-menu-item.bp3-intent-primary:hover::before, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::before, .bp3-menu-item.bp3-intent-primary:hover::after, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::after,
+ .bp3-menu-item.bp3-intent-primary:hover .bp3-menu-item-label,
+ .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item .bp3-menu-item-label, .bp3-menu-item.bp3-intent-primary:active, .bp3-menu-item.bp3-intent-primary:active::before, .bp3-menu-item.bp3-intent-primary:active::after,
+ .bp3-menu-item.bp3-intent-primary:active .bp3-menu-item-label, .bp3-menu-item.bp3-intent-primary.bp3-active, .bp3-menu-item.bp3-intent-primary.bp3-active::before, .bp3-menu-item.bp3-intent-primary.bp3-active::after,
+ .bp3-menu-item.bp3-intent-primary.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+ .bp3-menu-item.bp3-intent-success{
+ color:#0d8050; }
+ .bp3-menu-item.bp3-intent-success .bp3-icon{
+ color:inherit; }
+ .bp3-menu-item.bp3-intent-success::before, .bp3-menu-item.bp3-intent-success::after,
+ .bp3-menu-item.bp3-intent-success .bp3-menu-item-label{
+ color:#0d8050; }
+ .bp3-menu-item.bp3-intent-success:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-menu-item.bp3-intent-success.bp3-active{
+ background-color:#0f9960; }
+ .bp3-menu-item.bp3-intent-success:active{
+ background-color:#0d8050; }
+ .bp3-menu-item.bp3-intent-success:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-menu-item.bp3-intent-success:hover::before, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::before, .bp3-menu-item.bp3-intent-success:hover::after, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::after,
+ .bp3-menu-item.bp3-intent-success:hover .bp3-menu-item-label,
+ .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item .bp3-menu-item-label, .bp3-menu-item.bp3-intent-success:active, .bp3-menu-item.bp3-intent-success:active::before, .bp3-menu-item.bp3-intent-success:active::after,
+ .bp3-menu-item.bp3-intent-success:active .bp3-menu-item-label, .bp3-menu-item.bp3-intent-success.bp3-active, .bp3-menu-item.bp3-intent-success.bp3-active::before, .bp3-menu-item.bp3-intent-success.bp3-active::after,
+ .bp3-menu-item.bp3-intent-success.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+ .bp3-menu-item.bp3-intent-warning{
+ color:#bf7326; }
+ .bp3-menu-item.bp3-intent-warning .bp3-icon{
+ color:inherit; }
+ .bp3-menu-item.bp3-intent-warning::before, .bp3-menu-item.bp3-intent-warning::after,
+ .bp3-menu-item.bp3-intent-warning .bp3-menu-item-label{
+ color:#bf7326; }
+ .bp3-menu-item.bp3-intent-warning:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-menu-item.bp3-intent-warning.bp3-active{
+ background-color:#d9822b; }
+ .bp3-menu-item.bp3-intent-warning:active{
+ background-color:#bf7326; }
+ .bp3-menu-item.bp3-intent-warning:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-menu-item.bp3-intent-warning:hover::before, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::before, .bp3-menu-item.bp3-intent-warning:hover::after, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::after,
+ .bp3-menu-item.bp3-intent-warning:hover .bp3-menu-item-label,
+ .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item .bp3-menu-item-label, .bp3-menu-item.bp3-intent-warning:active, .bp3-menu-item.bp3-intent-warning:active::before, .bp3-menu-item.bp3-intent-warning:active::after,
+ .bp3-menu-item.bp3-intent-warning:active .bp3-menu-item-label, .bp3-menu-item.bp3-intent-warning.bp3-active, .bp3-menu-item.bp3-intent-warning.bp3-active::before, .bp3-menu-item.bp3-intent-warning.bp3-active::after,
+ .bp3-menu-item.bp3-intent-warning.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+ .bp3-menu-item.bp3-intent-danger{
+ color:#c23030; }
+ .bp3-menu-item.bp3-intent-danger .bp3-icon{
+ color:inherit; }
+ .bp3-menu-item.bp3-intent-danger::before, .bp3-menu-item.bp3-intent-danger::after,
+ .bp3-menu-item.bp3-intent-danger .bp3-menu-item-label{
+ color:#c23030; }
+ .bp3-menu-item.bp3-intent-danger:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-menu-item.bp3-intent-danger.bp3-active{
+ background-color:#db3737; }
+ .bp3-menu-item.bp3-intent-danger:active{
+ background-color:#c23030; }
+ .bp3-menu-item.bp3-intent-danger:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-menu-item.bp3-intent-danger:hover::before, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::before, .bp3-menu-item.bp3-intent-danger:hover::after, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::after,
+ .bp3-menu-item.bp3-intent-danger:hover .bp3-menu-item-label,
+ .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item .bp3-menu-item-label, .bp3-menu-item.bp3-intent-danger:active, .bp3-menu-item.bp3-intent-danger:active::before, .bp3-menu-item.bp3-intent-danger:active::after,
+ .bp3-menu-item.bp3-intent-danger:active .bp3-menu-item-label, .bp3-menu-item.bp3-intent-danger.bp3-active, .bp3-menu-item.bp3-intent-danger.bp3-active::before, .bp3-menu-item.bp3-intent-danger.bp3-active::after,
+ .bp3-menu-item.bp3-intent-danger.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+ .bp3-menu-item::before{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ margin-right:7px; }
+ .bp3-menu-item::before,
+ .bp3-menu-item > .bp3-icon{
+ margin-top:2px;
+ color:#5c7080; }
+ .bp3-menu-item .bp3-menu-item-label{
+ color:#5c7080; }
+ .bp3-menu-item:hover, .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-menu-item{
+ color:inherit; }
+ .bp3-menu-item.bp3-active, .bp3-menu-item:active{
+ background-color:rgba(115, 134, 148, 0.3); }
+ .bp3-menu-item.bp3-disabled{
+ outline:none !important;
+ background-color:inherit !important;
+ cursor:not-allowed !important;
+ color:rgba(92, 112, 128, 0.6) !important; }
+ .bp3-menu-item.bp3-disabled::before,
+ .bp3-menu-item.bp3-disabled > .bp3-icon,
+ .bp3-menu-item.bp3-disabled .bp3-menu-item-label{
+ color:rgba(92, 112, 128, 0.6) !important; }
+ .bp3-large .bp3-menu-item{
+ padding:9px 7px;
+ line-height:22px;
+ font-size:16px; }
+ .bp3-large .bp3-menu-item .bp3-icon{
+ margin-top:3px; }
+ .bp3-large .bp3-menu-item::before{
+ line-height:1;
+ font-family:"Icons20", sans-serif;
+ font-size:20px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ margin-top:1px;
+ margin-right:10px; }
+
+button.bp3-menu-item{
+ border:none;
+ background:none;
+ width:100%;
+ text-align:left; }
+.bp3-menu-header{
+ display:block;
+ margin:5px;
+ border-top:1px solid rgba(16, 22, 26, 0.15);
+ cursor:default;
+ padding-left:2px; }
+ .bp3-dark .bp3-menu-header{
+ border-top-color:rgba(255, 255, 255, 0.15); }
+ .bp3-menu-header:first-of-type{
+ border-top:none; }
+ .bp3-menu-header > h6{
+ color:#182026;
+ font-weight:600;
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ margin:0;
+ padding:10px 7px 0 1px;
+ line-height:17px; }
+ .bp3-dark .bp3-menu-header > h6{
+ color:#f5f8fa; }
+ .bp3-menu-header:first-of-type > h6{
+ padding-top:0; }
+ .bp3-large .bp3-menu-header > h6{
+ padding-top:15px;
+ padding-bottom:5px;
+ font-size:18px; }
+ .bp3-large .bp3-menu-header:first-of-type > h6{
+ padding-top:0; }
+
+.bp3-dark .bp3-menu{
+ background:#30404d;
+ color:#f5f8fa; }
+
+.bp3-dark .bp3-menu-item.bp3-intent-primary{
+ color:#48aff0; }
+ .bp3-dark .bp3-menu-item.bp3-intent-primary .bp3-icon{
+ color:inherit; }
+ .bp3-dark .bp3-menu-item.bp3-intent-primary::before, .bp3-dark .bp3-menu-item.bp3-intent-primary::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-primary .bp3-menu-item-label{
+ color:#48aff0; }
+ .bp3-dark .bp3-menu-item.bp3-intent-primary:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-primary.bp3-active{
+ background-color:#137cbd; }
+ .bp3-dark .bp3-menu-item.bp3-intent-primary:active{
+ background-color:#106ba3; }
+ .bp3-dark .bp3-menu-item.bp3-intent-primary:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-primary:hover::before, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::before, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::before, .bp3-dark .bp3-menu-item.bp3-intent-primary:hover::after, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::after, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-primary:hover .bp3-menu-item-label,
+ .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item .bp3-menu-item-label,
+ .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-primary.bp3-menu-item .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-primary:active, .bp3-dark .bp3-menu-item.bp3-intent-primary:active::before, .bp3-dark .bp3-menu-item.bp3-intent-primary:active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-primary:active .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-primary.bp3-active, .bp3-dark .bp3-menu-item.bp3-intent-primary.bp3-active::before, .bp3-dark .bp3-menu-item.bp3-intent-primary.bp3-active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-primary.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+
+.bp3-dark .bp3-menu-item.bp3-intent-success{
+ color:#3dcc91; }
+ .bp3-dark .bp3-menu-item.bp3-intent-success .bp3-icon{
+ color:inherit; }
+ .bp3-dark .bp3-menu-item.bp3-intent-success::before, .bp3-dark .bp3-menu-item.bp3-intent-success::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-success .bp3-menu-item-label{
+ color:#3dcc91; }
+ .bp3-dark .bp3-menu-item.bp3-intent-success:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-success.bp3-active{
+ background-color:#0f9960; }
+ .bp3-dark .bp3-menu-item.bp3-intent-success:active{
+ background-color:#0d8050; }
+ .bp3-dark .bp3-menu-item.bp3-intent-success:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-success:hover::before, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::before, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::before, .bp3-dark .bp3-menu-item.bp3-intent-success:hover::after, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::after, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-success:hover .bp3-menu-item-label,
+ .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item .bp3-menu-item-label,
+ .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-success.bp3-menu-item .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-success:active, .bp3-dark .bp3-menu-item.bp3-intent-success:active::before, .bp3-dark .bp3-menu-item.bp3-intent-success:active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-success:active .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-success.bp3-active, .bp3-dark .bp3-menu-item.bp3-intent-success.bp3-active::before, .bp3-dark .bp3-menu-item.bp3-intent-success.bp3-active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-success.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+
+.bp3-dark .bp3-menu-item.bp3-intent-warning{
+ color:#ffb366; }
+ .bp3-dark .bp3-menu-item.bp3-intent-warning .bp3-icon{
+ color:inherit; }
+ .bp3-dark .bp3-menu-item.bp3-intent-warning::before, .bp3-dark .bp3-menu-item.bp3-intent-warning::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-warning .bp3-menu-item-label{
+ color:#ffb366; }
+ .bp3-dark .bp3-menu-item.bp3-intent-warning:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-warning.bp3-active{
+ background-color:#d9822b; }
+ .bp3-dark .bp3-menu-item.bp3-intent-warning:active{
+ background-color:#bf7326; }
+ .bp3-dark .bp3-menu-item.bp3-intent-warning:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-warning:hover::before, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::before, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::before, .bp3-dark .bp3-menu-item.bp3-intent-warning:hover::after, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::after, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-warning:hover .bp3-menu-item-label,
+ .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item .bp3-menu-item-label,
+ .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-warning.bp3-menu-item .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-warning:active, .bp3-dark .bp3-menu-item.bp3-intent-warning:active::before, .bp3-dark .bp3-menu-item.bp3-intent-warning:active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-warning:active .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-warning.bp3-active, .bp3-dark .bp3-menu-item.bp3-intent-warning.bp3-active::before, .bp3-dark .bp3-menu-item.bp3-intent-warning.bp3-active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-warning.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+
+.bp3-dark .bp3-menu-item.bp3-intent-danger{
+ color:#ff7373; }
+ .bp3-dark .bp3-menu-item.bp3-intent-danger .bp3-icon{
+ color:inherit; }
+ .bp3-dark .bp3-menu-item.bp3-intent-danger::before, .bp3-dark .bp3-menu-item.bp3-intent-danger::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-danger .bp3-menu-item-label{
+ color:#ff7373; }
+ .bp3-dark .bp3-menu-item.bp3-intent-danger:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-danger.bp3-active{
+ background-color:#db3737; }
+ .bp3-dark .bp3-menu-item.bp3-intent-danger:active{
+ background-color:#c23030; }
+ .bp3-dark .bp3-menu-item.bp3-intent-danger:hover, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item, .bp3-dark .bp3-menu-item.bp3-intent-danger:hover::before, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::before, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::before, .bp3-dark .bp3-menu-item.bp3-intent-danger:hover::after, .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::after, .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-danger:hover .bp3-menu-item-label,
+ .bp3-dark .bp3-submenu .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item .bp3-menu-item-label,
+ .bp3-submenu .bp3-dark .bp3-popover-target.bp3-popover-open > .bp3-intent-danger.bp3-menu-item .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-danger:active, .bp3-dark .bp3-menu-item.bp3-intent-danger:active::before, .bp3-dark .bp3-menu-item.bp3-intent-danger:active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-danger:active .bp3-menu-item-label, .bp3-dark .bp3-menu-item.bp3-intent-danger.bp3-active, .bp3-dark .bp3-menu-item.bp3-intent-danger.bp3-active::before, .bp3-dark .bp3-menu-item.bp3-intent-danger.bp3-active::after,
+ .bp3-dark .bp3-menu-item.bp3-intent-danger.bp3-active .bp3-menu-item-label{
+ color:#ffffff; }
+
+.bp3-dark .bp3-menu-item::before,
+.bp3-dark .bp3-menu-item > .bp3-icon{
+ color:#a7b6c2; }
+
+.bp3-dark .bp3-menu-item .bp3-menu-item-label{
+ color:#a7b6c2; }
+
+.bp3-dark .bp3-menu-item.bp3-active, .bp3-dark .bp3-menu-item:active{
+ background-color:rgba(138, 155, 168, 0.3); }
+
+.bp3-dark .bp3-menu-item.bp3-disabled{
+ color:rgba(167, 182, 194, 0.6) !important; }
+ .bp3-dark .bp3-menu-item.bp3-disabled::before,
+ .bp3-dark .bp3-menu-item.bp3-disabled > .bp3-icon,
+ .bp3-dark .bp3-menu-item.bp3-disabled .bp3-menu-item-label{
+ color:rgba(167, 182, 194, 0.6) !important; }
+
+.bp3-dark .bp3-menu-divider,
+.bp3-dark .bp3-menu-header{
+ border-color:rgba(255, 255, 255, 0.15); }
+
+.bp3-dark .bp3-menu-header > h6{
+ color:#f5f8fa; }
+
+.bp3-label .bp3-menu{
+ margin-top:5px; }
+.bp3-navbar{
+ position:relative;
+ z-index:10;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.2);
+ background-color:#ffffff;
+ width:100%;
+ height:50px;
+ padding:0 15px; }
+ .bp3-navbar.bp3-dark,
+ .bp3-dark .bp3-navbar{
+ background-color:#394b59; }
+ .bp3-navbar.bp3-dark{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-navbar{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 0 0 rgba(16, 22, 26, 0), 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-navbar.bp3-fixed-top{
+ position:fixed;
+ top:0;
+ right:0;
+ left:0; }
+
+.bp3-navbar-heading{
+ margin-right:15px;
+ font-size:16px; }
+
+.bp3-navbar-group{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ height:50px; }
+ .bp3-navbar-group.bp3-align-left{
+ float:left; }
+ .bp3-navbar-group.bp3-align-right{
+ float:right; }
+
+.bp3-navbar-divider{
+ margin:0 10px;
+ border-left:1px solid rgba(16, 22, 26, 0.15);
+ height:20px; }
+ .bp3-dark .bp3-navbar-divider{
+ border-left-color:rgba(255, 255, 255, 0.15); }
+.bp3-non-ideal-state{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ width:100%;
+ height:100%;
+ text-align:center; }
+ .bp3-non-ideal-state > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-non-ideal-state > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-non-ideal-state::before,
+ .bp3-non-ideal-state > *{
+ margin-bottom:20px; }
+ .bp3-non-ideal-state:empty::before,
+ .bp3-non-ideal-state > :last-child{
+ margin-bottom:0; }
+ .bp3-non-ideal-state > *{
+ max-width:400px; }
+
+.bp3-non-ideal-state-visual{
+ color:rgba(92, 112, 128, 0.6);
+ font-size:60px; }
+ .bp3-dark .bp3-non-ideal-state-visual{
+ color:rgba(167, 182, 194, 0.6); }
+
+.bp3-overflow-list{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -ms-flex-wrap:nowrap;
+ flex-wrap:nowrap;
+ min-width:0; }
+
+.bp3-overflow-list-spacer{
+ -ms-flex-negative:1;
+ flex-shrink:1;
+ width:1px; }
+
+body.bp3-overlay-open{
+ overflow:hidden; }
+
+.bp3-overlay{
+ position:static;
+ top:0;
+ right:0;
+ bottom:0;
+ left:0;
+ z-index:20; }
+ .bp3-overlay:not(.bp3-overlay-open){
+ pointer-events:none; }
+ .bp3-overlay.bp3-overlay-container{
+ position:fixed;
+ overflow:hidden; }
+ .bp3-overlay.bp3-overlay-container.bp3-overlay-inline{
+ position:absolute; }
+ .bp3-overlay.bp3-overlay-scroll-container{
+ position:fixed;
+ overflow:auto; }
+ .bp3-overlay.bp3-overlay-scroll-container.bp3-overlay-inline{
+ position:absolute; }
+ .bp3-overlay.bp3-overlay-inline{
+ display:inline;
+ overflow:visible; }
+
+.bp3-overlay-content{
+ position:fixed;
+ z-index:20; }
+ .bp3-overlay-inline .bp3-overlay-content,
+ .bp3-overlay-scroll-container .bp3-overlay-content{
+ position:absolute; }
+
+.bp3-overlay-backdrop{
+ position:fixed;
+ top:0;
+ right:0;
+ bottom:0;
+ left:0;
+ opacity:1;
+ z-index:20;
+ background-color:rgba(16, 22, 26, 0.7);
+ overflow:auto;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-overlay-backdrop.bp3-overlay-enter, .bp3-overlay-backdrop.bp3-overlay-appear{
+ opacity:0; }
+ .bp3-overlay-backdrop.bp3-overlay-enter-active, .bp3-overlay-backdrop.bp3-overlay-appear-active{
+ opacity:1;
+ -webkit-transition-property:opacity;
+ transition-property:opacity;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-overlay-backdrop.bp3-overlay-exit{
+ opacity:1; }
+ .bp3-overlay-backdrop.bp3-overlay-exit-active{
+ opacity:0;
+ -webkit-transition-property:opacity;
+ transition-property:opacity;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-overlay-backdrop:focus{
+ outline:none; }
+ .bp3-overlay-inline .bp3-overlay-backdrop{
+ position:absolute; }
+.bp3-panel-stack{
+ position:relative;
+ overflow:hidden; }
+
+.bp3-panel-stack-header{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -ms-flex-negative:0;
+ flex-shrink:0;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ z-index:1;
+ -webkit-box-shadow:0 1px rgba(16, 22, 26, 0.15);
+ box-shadow:0 1px rgba(16, 22, 26, 0.15);
+ height:30px; }
+ .bp3-dark .bp3-panel-stack-header{
+ -webkit-box-shadow:0 1px rgba(255, 255, 255, 0.15);
+ box-shadow:0 1px rgba(255, 255, 255, 0.15); }
+ .bp3-panel-stack-header > span{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-flex:1;
+ -ms-flex:1;
+ flex:1;
+ -webkit-box-align:stretch;
+ -ms-flex-align:stretch;
+ align-items:stretch; }
+ .bp3-panel-stack-header .bp3-heading{
+ margin:0 5px; }
+
+.bp3-button.bp3-panel-stack-header-back{
+ margin-left:5px;
+ padding-left:0;
+ white-space:nowrap; }
+ .bp3-button.bp3-panel-stack-header-back .bp3-icon{
+ margin:0 2px; }
+
+.bp3-panel-stack-view{
+ position:absolute;
+ top:0;
+ right:0;
+ bottom:0;
+ left:0;
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ margin-right:-1px;
+ border-right:1px solid rgba(16, 22, 26, 0.15);
+ background-color:#ffffff;
+ overflow-y:auto; }
+ .bp3-dark .bp3-panel-stack-view{
+ background-color:#30404d; }
+
+.bp3-panel-stack-push .bp3-panel-stack-enter, .bp3-panel-stack-push .bp3-panel-stack-appear{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%);
+ opacity:0; }
+
+.bp3-panel-stack-push .bp3-panel-stack-enter-active, .bp3-panel-stack-push .bp3-panel-stack-appear-active{
+ -webkit-transform:translate(0%);
+ transform:translate(0%);
+ opacity:1;
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:transform, opacity;
+ transition-property:transform, opacity, -webkit-transform;
+ -webkit-transition-duration:400ms;
+ transition-duration:400ms;
+ -webkit-transition-timing-function:ease;
+ transition-timing-function:ease;
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+
+.bp3-panel-stack-push .bp3-panel-stack-exit{
+ -webkit-transform:translate(0%);
+ transform:translate(0%);
+ opacity:1; }
+
+.bp3-panel-stack-push .bp3-panel-stack-exit-active{
+ -webkit-transform:translateX(-50%);
+ transform:translateX(-50%);
+ opacity:0;
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:transform, opacity;
+ transition-property:transform, opacity, -webkit-transform;
+ -webkit-transition-duration:400ms;
+ transition-duration:400ms;
+ -webkit-transition-timing-function:ease;
+ transition-timing-function:ease;
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+
+.bp3-panel-stack-pop .bp3-panel-stack-enter, .bp3-panel-stack-pop .bp3-panel-stack-appear{
+ -webkit-transform:translateX(-50%);
+ transform:translateX(-50%);
+ opacity:0; }
+
+.bp3-panel-stack-pop .bp3-panel-stack-enter-active, .bp3-panel-stack-pop .bp3-panel-stack-appear-active{
+ -webkit-transform:translate(0%);
+ transform:translate(0%);
+ opacity:1;
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:transform, opacity;
+ transition-property:transform, opacity, -webkit-transform;
+ -webkit-transition-duration:400ms;
+ transition-duration:400ms;
+ -webkit-transition-timing-function:ease;
+ transition-timing-function:ease;
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+
+.bp3-panel-stack-pop .bp3-panel-stack-exit{
+ -webkit-transform:translate(0%);
+ transform:translate(0%);
+ opacity:1; }
+
+.bp3-panel-stack-pop .bp3-panel-stack-exit-active{
+ -webkit-transform:translateX(100%);
+ transform:translateX(100%);
+ opacity:0;
+ -webkit-transition-property:opacity, -webkit-transform;
+ transition-property:opacity, -webkit-transform;
+ transition-property:transform, opacity;
+ transition-property:transform, opacity, -webkit-transform;
+ -webkit-transition-duration:400ms;
+ transition-duration:400ms;
+ -webkit-transition-timing-function:ease;
+ transition-timing-function:ease;
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+.bp3-popover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ display:inline-block;
+ z-index:20;
+ border-radius:3px; }
+ .bp3-popover .bp3-popover-arrow{
+ position:absolute;
+ width:30px;
+ height:30px; }
+ .bp3-popover .bp3-popover-arrow::before{
+ margin:5px;
+ width:20px;
+ height:20px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-popover{
+ margin-top:-17px;
+ margin-bottom:17px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-popover > .bp3-popover-arrow{
+ bottom:-11px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-popover > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(-90deg);
+ transform:rotate(-90deg); }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-popover{
+ margin-left:17px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-popover > .bp3-popover-arrow{
+ left:-11px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-popover > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(0);
+ transform:rotate(0); }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-popover{
+ margin-top:17px; }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-popover > .bp3-popover-arrow{
+ top:-11px; }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-popover > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(90deg);
+ transform:rotate(90deg); }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-popover{
+ margin-right:17px;
+ margin-left:-17px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-popover > .bp3-popover-arrow{
+ right:-11px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-popover > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(180deg);
+ transform:rotate(180deg); }
+ .bp3-tether-element-attached-middle > .bp3-popover > .bp3-popover-arrow{
+ top:50%;
+ -webkit-transform:translateY(-50%);
+ transform:translateY(-50%); }
+ .bp3-tether-element-attached-center > .bp3-popover > .bp3-popover-arrow{
+ right:50%;
+ -webkit-transform:translateX(50%);
+ transform:translateX(50%); }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-top > .bp3-popover > .bp3-popover-arrow{
+ top:-0.3934px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-right > .bp3-popover > .bp3-popover-arrow{
+ right:-0.3934px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-left > .bp3-popover > .bp3-popover-arrow{
+ left:-0.3934px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-bottom > .bp3-popover > .bp3-popover-arrow{
+ bottom:-0.3934px; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-left > .bp3-popover{
+ -webkit-transform-origin:top left;
+ transform-origin:top left; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-center > .bp3-popover{
+ -webkit-transform-origin:top center;
+ transform-origin:top center; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-right > .bp3-popover{
+ -webkit-transform-origin:top right;
+ transform-origin:top right; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-left > .bp3-popover{
+ -webkit-transform-origin:center left;
+ transform-origin:center left; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-center > .bp3-popover{
+ -webkit-transform-origin:center center;
+ transform-origin:center center; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-right > .bp3-popover{
+ -webkit-transform-origin:center right;
+ transform-origin:center right; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-left > .bp3-popover{
+ -webkit-transform-origin:bottom left;
+ transform-origin:bottom left; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-center > .bp3-popover{
+ -webkit-transform-origin:bottom center;
+ transform-origin:bottom center; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-right > .bp3-popover{
+ -webkit-transform-origin:bottom right;
+ transform-origin:bottom right; }
+ .bp3-popover .bp3-popover-content{
+ background:#ffffff;
+ color:inherit; }
+ .bp3-popover .bp3-popover-arrow::before{
+ -webkit-box-shadow:1px 1px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:1px 1px 6px rgba(16, 22, 26, 0.2); }
+ .bp3-popover .bp3-popover-arrow-border{
+ fill:#10161a;
+ fill-opacity:0.1; }
+ .bp3-popover .bp3-popover-arrow-fill{
+ fill:#ffffff; }
+ .bp3-popover-enter > .bp3-popover, .bp3-popover-appear > .bp3-popover{
+ -webkit-transform:scale(0.3);
+ transform:scale(0.3); }
+ .bp3-popover-enter-active > .bp3-popover, .bp3-popover-appear-active > .bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-popover-exit > .bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-popover-exit-active > .bp3-popover{
+ -webkit-transform:scale(0.3);
+ transform:scale(0.3);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-popover .bp3-popover-content{
+ position:relative;
+ border-radius:3px; }
+ .bp3-popover.bp3-popover-content-sizing .bp3-popover-content{
+ max-width:350px;
+ padding:20px; }
+ .bp3-popover-target + .bp3-overlay .bp3-popover.bp3-popover-content-sizing{
+ width:350px; }
+ .bp3-popover.bp3-minimal{
+ margin:0 !important; }
+ .bp3-popover.bp3-minimal .bp3-popover-arrow{
+ display:none; }
+ .bp3-popover.bp3-minimal.bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-popover-enter > .bp3-popover.bp3-minimal.bp3-popover, .bp3-popover-appear > .bp3-popover.bp3-minimal.bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-popover-enter-active > .bp3-popover.bp3-minimal.bp3-popover, .bp3-popover-appear-active > .bp3-popover.bp3-minimal.bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-popover-exit > .bp3-popover.bp3-minimal.bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-popover-exit-active > .bp3-popover.bp3-minimal.bp3-popover{
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-popover.bp3-dark,
+ .bp3-dark .bp3-popover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4); }
+ .bp3-popover.bp3-dark .bp3-popover-content,
+ .bp3-dark .bp3-popover .bp3-popover-content{
+ background:#30404d;
+ color:inherit; }
+ .bp3-popover.bp3-dark .bp3-popover-arrow::before,
+ .bp3-dark .bp3-popover .bp3-popover-arrow::before{
+ -webkit-box-shadow:1px 1px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:1px 1px 6px rgba(16, 22, 26, 0.4); }
+ .bp3-popover.bp3-dark .bp3-popover-arrow-border,
+ .bp3-dark .bp3-popover .bp3-popover-arrow-border{
+ fill:#10161a;
+ fill-opacity:0.2; }
+ .bp3-popover.bp3-dark .bp3-popover-arrow-fill,
+ .bp3-dark .bp3-popover .bp3-popover-arrow-fill{
+ fill:#30404d; }
+
+.bp3-popover-arrow::before{
+ display:block;
+ position:absolute;
+ -webkit-transform:rotate(45deg);
+ transform:rotate(45deg);
+ border-radius:2px;
+ content:""; }
+
+.bp3-tether-pinned .bp3-popover-arrow{
+ display:none; }
+
+.bp3-popover-backdrop{
+ background:rgba(255, 255, 255, 0); }
+
+.bp3-transition-container{
+ opacity:1;
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ z-index:20; }
+ .bp3-transition-container.bp3-popover-enter, .bp3-transition-container.bp3-popover-appear{
+ opacity:0; }
+ .bp3-transition-container.bp3-popover-enter-active, .bp3-transition-container.bp3-popover-appear-active{
+ opacity:1;
+ -webkit-transition-property:opacity;
+ transition-property:opacity;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-transition-container.bp3-popover-exit{
+ opacity:1; }
+ .bp3-transition-container.bp3-popover-exit-active{
+ opacity:0;
+ -webkit-transition-property:opacity;
+ transition-property:opacity;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-transition-container:focus{
+ outline:none; }
+ .bp3-transition-container.bp3-popover-leave .bp3-popover-content{
+ pointer-events:none; }
+ .bp3-transition-container[data-x-out-of-boundaries]{
+ display:none; }
+
+span.bp3-popover-target{
+ display:inline-block; }
+
+.bp3-popover-wrapper.bp3-fill{
+ width:100%; }
+
+.bp3-portal{
+ position:absolute;
+ top:0;
+ right:0;
+ left:0; }
+@-webkit-keyframes linear-progress-bar-stripes{
+ from{
+ background-position:0 0; }
+ to{
+ background-position:30px 0; } }
+@keyframes linear-progress-bar-stripes{
+ from{
+ background-position:0 0; }
+ to{
+ background-position:30px 0; } }
+
+.bp3-progress-bar{
+ display:block;
+ position:relative;
+ border-radius:40px;
+ background:rgba(92, 112, 128, 0.2);
+ width:100%;
+ height:8px;
+ overflow:hidden; }
+ .bp3-progress-bar .bp3-progress-meter{
+ position:absolute;
+ border-radius:40px;
+ background: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%);
+ background-color:rgba(92, 112, 128, 0.8);
+ background-size:30px 30px;
+ width:100%;
+ height:100%;
+ -webkit-transition:width 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:width 200ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-progress-bar:not(.bp3-no-animation):not(.bp3-no-stripes) .bp3-progress-meter{
+ animation:linear-progress-bar-stripes 300ms linear infinite reverse; }
+ .bp3-progress-bar.bp3-no-stripes .bp3-progress-meter{
+ background-image:none; }
+
+.bp3-dark .bp3-progress-bar{
+ background:rgba(16, 22, 26, 0.5); }
+ .bp3-dark .bp3-progress-bar .bp3-progress-meter{
+ background-color:#8a9ba8; }
+
+.bp3-progress-bar.bp3-intent-primary .bp3-progress-meter{
+ background-color:#137cbd; }
+
+.bp3-progress-bar.bp3-intent-success .bp3-progress-meter{
+ background-color:#0f9960; }
+
+.bp3-progress-bar.bp3-intent-warning .bp3-progress-meter{
+ background-color:#d9822b; }
+
+.bp3-progress-bar.bp3-intent-danger .bp3-progress-meter{
+ background-color:#db3737; }
+@-webkit-keyframes skeleton-glow{
+ from{
+ border-color:rgba(206, 217, 224, 0.2);
+ background:rgba(206, 217, 224, 0.2); }
+ to{
+ border-color:rgba(92, 112, 128, 0.2);
+ background:rgba(92, 112, 128, 0.2); } }
+@keyframes skeleton-glow{
+ from{
+ border-color:rgba(206, 217, 224, 0.2);
+ background:rgba(206, 217, 224, 0.2); }
+ to{
+ border-color:rgba(92, 112, 128, 0.2);
+ background:rgba(92, 112, 128, 0.2); } }
+.bp3-skeleton{
+ border-color:rgba(206, 217, 224, 0.2) !important;
+ border-radius:2px;
+ -webkit-box-shadow:none !important;
+ box-shadow:none !important;
+ background:rgba(206, 217, 224, 0.2);
+ background-clip:padding-box !important;
+ cursor:default;
+ color:transparent !important;
+ -webkit-animation:1000ms linear infinite alternate skeleton-glow;
+ animation:1000ms linear infinite alternate skeleton-glow;
+ pointer-events:none;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-skeleton::before, .bp3-skeleton::after,
+ .bp3-skeleton *{
+ visibility:hidden !important; }
+.bp3-slider{
+ width:100%;
+ min-width:150px;
+ height:40px;
+ position:relative;
+ outline:none;
+ cursor:default;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-slider:hover{
+ cursor:pointer; }
+ .bp3-slider:active{
+ cursor:-webkit-grabbing;
+ cursor:grabbing; }
+ .bp3-slider.bp3-disabled{
+ opacity:0.5;
+ cursor:not-allowed; }
+ .bp3-slider.bp3-slider-unlabeled{
+ height:16px; }
+
+.bp3-slider-track,
+.bp3-slider-progress{
+ top:5px;
+ right:0;
+ left:0;
+ height:6px;
+ position:absolute; }
+
+.bp3-slider-track{
+ border-radius:3px;
+ overflow:hidden; }
+
+.bp3-slider-progress{
+ background:rgba(92, 112, 128, 0.2); }
+ .bp3-dark .bp3-slider-progress{
+ background:rgba(16, 22, 26, 0.5); }
+ .bp3-slider-progress.bp3-intent-primary{
+ background-color:#137cbd; }
+ .bp3-slider-progress.bp3-intent-success{
+ background-color:#0f9960; }
+ .bp3-slider-progress.bp3-intent-warning{
+ background-color:#d9822b; }
+ .bp3-slider-progress.bp3-intent-danger{
+ background-color:#db3737; }
+
+.bp3-slider-handle{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-color:#f5f8fa;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.8)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.8), rgba(255, 255, 255, 0));
+ color:#182026;
+ position:absolute;
+ top:0;
+ left:0;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ cursor:pointer;
+ width:16px;
+ height:16px; }
+ .bp3-slider-handle:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5; }
+ .bp3-slider-handle:active, .bp3-slider-handle.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none; }
+ .bp3-slider-handle:disabled, .bp3-slider-handle.bp3-disabled{
+ outline:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(206, 217, 224, 0.5);
+ background-image:none;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-slider-handle:disabled.bp3-active, .bp3-slider-handle:disabled.bp3-active:hover, .bp3-slider-handle.bp3-disabled.bp3-active, .bp3-slider-handle.bp3-disabled.bp3-active:hover{
+ background:rgba(206, 217, 224, 0.7); }
+ .bp3-slider-handle:focus{
+ z-index:1; }
+ .bp3-slider-handle:hover{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 -1px 0 rgba(16, 22, 26, 0.1);
+ background-clip:padding-box;
+ background-color:#ebf1f5;
+ z-index:2;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 1px 1px rgba(16, 22, 26, 0.2);
+ cursor:-webkit-grab;
+ cursor:grab; }
+ .bp3-slider-handle.bp3-active{
+ -webkit-box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:inset 0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#d8e1e8;
+ background-image:none;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 1px rgba(16, 22, 26, 0.1);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), inset 0 1px 1px rgba(16, 22, 26, 0.1);
+ cursor:-webkit-grabbing;
+ cursor:grabbing; }
+ .bp3-disabled .bp3-slider-handle{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:#bfccd6;
+ pointer-events:none; }
+ .bp3-dark .bp3-slider-handle{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#394b59;
+ background-image:-webkit-gradient(linear, left top, left bottom, from(rgba(255, 255, 255, 0.05)), to(rgba(255, 255, 255, 0)));
+ background-image:linear-gradient(to bottom, rgba(255, 255, 255, 0.05), rgba(255, 255, 255, 0));
+ color:#f5f8fa; }
+ .bp3-dark .bp3-slider-handle:hover, .bp3-dark .bp3-slider-handle:active, .bp3-dark .bp3-slider-handle.bp3-active{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-slider-handle:hover{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+ .bp3-dark .bp3-slider-handle:active, .bp3-dark .bp3-slider-handle.bp3-active{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.6), inset 0 1px 2px rgba(16, 22, 26, 0.2);
+ background-color:#202b33;
+ background-image:none; }
+ .bp3-dark .bp3-slider-handle:disabled, .bp3-dark .bp3-slider-handle.bp3-disabled{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(57, 75, 89, 0.5);
+ background-image:none;
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-slider-handle:disabled.bp3-active, .bp3-dark .bp3-slider-handle.bp3-disabled.bp3-active{
+ background:rgba(57, 75, 89, 0.7); }
+ .bp3-dark .bp3-slider-handle .bp3-button-spinner .bp3-spinner-head{
+ background:rgba(16, 22, 26, 0.5);
+ stroke:#8a9ba8; }
+ .bp3-dark .bp3-slider-handle, .bp3-dark .bp3-slider-handle:hover{
+ background-color:#394b59; }
+ .bp3-dark .bp3-slider-handle.bp3-active{
+ background-color:#293742; }
+ .bp3-dark .bp3-disabled .bp3-slider-handle{
+ border-color:#5c7080;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:#5c7080; }
+ .bp3-slider-handle .bp3-slider-label{
+ margin-left:8px;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ background:#394b59;
+ color:#f5f8fa; }
+ .bp3-dark .bp3-slider-handle .bp3-slider-label{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ background:#e1e8ed;
+ color:#394b59; }
+ .bp3-disabled .bp3-slider-handle .bp3-slider-label{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-slider-handle.bp3-start, .bp3-slider-handle.bp3-end{
+ width:8px; }
+ .bp3-slider-handle.bp3-start{
+ border-top-right-radius:0;
+ border-bottom-right-radius:0; }
+ .bp3-slider-handle.bp3-end{
+ margin-left:8px;
+ border-top-left-radius:0;
+ border-bottom-left-radius:0; }
+ .bp3-slider-handle.bp3-end .bp3-slider-label{
+ margin-left:0; }
+
+.bp3-slider-label{
+ -webkit-transform:translate(-50%, 20px);
+ transform:translate(-50%, 20px);
+ display:inline-block;
+ position:absolute;
+ padding:2px 5px;
+ vertical-align:top;
+ line-height:1;
+ font-size:12px; }
+
+.bp3-slider.bp3-vertical{
+ width:40px;
+ min-width:40px;
+ height:150px; }
+ .bp3-slider.bp3-vertical .bp3-slider-track,
+ .bp3-slider.bp3-vertical .bp3-slider-progress{
+ top:0;
+ bottom:0;
+ left:5px;
+ width:6px;
+ height:auto; }
+ .bp3-slider.bp3-vertical .bp3-slider-progress{
+ top:auto; }
+ .bp3-slider.bp3-vertical .bp3-slider-label{
+ -webkit-transform:translate(20px, 50%);
+ transform:translate(20px, 50%); }
+ .bp3-slider.bp3-vertical .bp3-slider-handle{
+ top:auto; }
+ .bp3-slider.bp3-vertical .bp3-slider-handle .bp3-slider-label{
+ margin-top:-8px;
+ margin-left:0; }
+ .bp3-slider.bp3-vertical .bp3-slider-handle.bp3-end, .bp3-slider.bp3-vertical .bp3-slider-handle.bp3-start{
+ margin-left:0;
+ width:16px;
+ height:8px; }
+ .bp3-slider.bp3-vertical .bp3-slider-handle.bp3-start{
+ border-top-left-radius:0;
+ border-bottom-right-radius:3px; }
+ .bp3-slider.bp3-vertical .bp3-slider-handle.bp3-start .bp3-slider-label{
+ -webkit-transform:translate(20px);
+ transform:translate(20px); }
+ .bp3-slider.bp3-vertical .bp3-slider-handle.bp3-end{
+ margin-bottom:8px;
+ border-top-left-radius:3px;
+ border-bottom-left-radius:0;
+ border-bottom-right-radius:0; }
+
+@-webkit-keyframes pt-spinner-animation{
+ from{
+ -webkit-transform:rotate(0deg);
+ transform:rotate(0deg); }
+ to{
+ -webkit-transform:rotate(360deg);
+ transform:rotate(360deg); } }
+
+@keyframes pt-spinner-animation{
+ from{
+ -webkit-transform:rotate(0deg);
+ transform:rotate(0deg); }
+ to{
+ -webkit-transform:rotate(360deg);
+ transform:rotate(360deg); } }
+
+.bp3-spinner{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -webkit-box-pack:center;
+ -ms-flex-pack:center;
+ justify-content:center;
+ overflow:visible;
+ vertical-align:middle; }
+ .bp3-spinner svg{
+ display:block; }
+ .bp3-spinner path{
+ fill-opacity:0; }
+ .bp3-spinner .bp3-spinner-head{
+ -webkit-transform-origin:center;
+ transform-origin:center;
+ -webkit-transition:stroke-dashoffset 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:stroke-dashoffset 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ stroke:rgba(92, 112, 128, 0.8);
+ stroke-linecap:round; }
+ .bp3-spinner .bp3-spinner-track{
+ stroke:rgba(92, 112, 128, 0.2); }
+
+.bp3-spinner-animation{
+ -webkit-animation:pt-spinner-animation 500ms linear infinite;
+ animation:pt-spinner-animation 500ms linear infinite; }
+ .bp3-no-spin > .bp3-spinner-animation{
+ -webkit-animation:none;
+ animation:none; }
+
+.bp3-dark .bp3-spinner .bp3-spinner-head{
+ stroke:#8a9ba8; }
+
+.bp3-dark .bp3-spinner .bp3-spinner-track{
+ stroke:rgba(16, 22, 26, 0.5); }
+
+.bp3-spinner.bp3-intent-primary .bp3-spinner-head{
+ stroke:#137cbd; }
+
+.bp3-spinner.bp3-intent-success .bp3-spinner-head{
+ stroke:#0f9960; }
+
+.bp3-spinner.bp3-intent-warning .bp3-spinner-head{
+ stroke:#d9822b; }
+
+.bp3-spinner.bp3-intent-danger .bp3-spinner-head{
+ stroke:#db3737; }
+.bp3-tabs.bp3-vertical{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex; }
+ .bp3-tabs.bp3-vertical > .bp3-tab-list{
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start; }
+ .bp3-tabs.bp3-vertical > .bp3-tab-list .bp3-tab{
+ border-radius:3px;
+ width:100%;
+ padding:0 10px; }
+ .bp3-tabs.bp3-vertical > .bp3-tab-list .bp3-tab[aria-selected="true"]{
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:rgba(19, 124, 189, 0.2); }
+ .bp3-tabs.bp3-vertical > .bp3-tab-list .bp3-tab-indicator-wrapper .bp3-tab-indicator{
+ top:0;
+ right:0;
+ bottom:0;
+ left:0;
+ border-radius:3px;
+ background-color:rgba(19, 124, 189, 0.2);
+ height:auto; }
+ .bp3-tabs.bp3-vertical > .bp3-tab-panel{
+ margin-top:0;
+ padding-left:20px; }
+
+.bp3-tab-list{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ -webkit-box-align:end;
+ -ms-flex-align:end;
+ align-items:flex-end;
+ position:relative;
+ margin:0;
+ border:none;
+ padding:0;
+ list-style:none; }
+ .bp3-tab-list > *:not(:last-child){
+ margin-right:20px; }
+
+.bp3-tab{
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ position:relative;
+ cursor:pointer;
+ max-width:100%;
+ vertical-align:top;
+ line-height:30px;
+ color:#182026;
+ font-size:14px; }
+ .bp3-tab a{
+ display:block;
+ text-decoration:none;
+ color:inherit; }
+ .bp3-tab-indicator-wrapper ~ .bp3-tab{
+ -webkit-box-shadow:none !important;
+ box-shadow:none !important;
+ background-color:transparent !important; }
+ .bp3-tab[aria-disabled="true"]{
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-tab[aria-selected="true"]{
+ border-radius:0;
+ -webkit-box-shadow:inset 0 -3px 0 #106ba3;
+ box-shadow:inset 0 -3px 0 #106ba3; }
+ .bp3-tab[aria-selected="true"], .bp3-tab:not([aria-disabled="true"]):hover{
+ color:#106ba3; }
+ .bp3-tab:focus{
+ -moz-outline-radius:0; }
+ .bp3-large > .bp3-tab{
+ line-height:40px;
+ font-size:16px; }
+
+.bp3-tab-panel{
+ margin-top:20px; }
+ .bp3-tab-panel[aria-hidden="true"]{
+ display:none; }
+
+.bp3-tab-indicator-wrapper{
+ position:absolute;
+ top:0;
+ left:0;
+ -webkit-transform:translateX(0), translateY(0);
+ transform:translateX(0), translateY(0);
+ -webkit-transition:height, width, -webkit-transform;
+ transition:height, width, -webkit-transform;
+ transition:height, transform, width;
+ transition:height, transform, width, -webkit-transform;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ pointer-events:none; }
+ .bp3-tab-indicator-wrapper .bp3-tab-indicator{
+ position:absolute;
+ right:0;
+ bottom:0;
+ left:0;
+ background-color:#106ba3;
+ height:3px; }
+ .bp3-tab-indicator-wrapper.bp3-no-animation{
+ -webkit-transition:none;
+ transition:none; }
+
+.bp3-dark .bp3-tab{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-tab[aria-disabled="true"]{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tab[aria-selected="true"]{
+ -webkit-box-shadow:inset 0 -3px 0 #48aff0;
+ box-shadow:inset 0 -3px 0 #48aff0; }
+ .bp3-dark .bp3-tab[aria-selected="true"], .bp3-dark .bp3-tab:not([aria-disabled="true"]):hover{
+ color:#48aff0; }
+
+.bp3-dark .bp3-tab-indicator{
+ background-color:#48aff0; }
+
+.bp3-flex-expander{
+ -webkit-box-flex:1;
+ -ms-flex:1 1;
+ flex:1 1; }
+.bp3-tag{
+ display:-webkit-inline-box;
+ display:-ms-inline-flexbox;
+ display:inline-flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ position:relative;
+ border:none;
+ border-radius:3px;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background-color:#5c7080;
+ min-width:20px;
+ max-width:100%;
+ min-height:20px;
+ padding:2px 6px;
+ line-height:16px;
+ color:#f5f8fa;
+ font-size:12px; }
+ .bp3-tag.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-interactive:hover{
+ background-color:rgba(92, 112, 128, 0.85); }
+ .bp3-tag.bp3-interactive.bp3-active, .bp3-tag.bp3-interactive:active{
+ background-color:rgba(92, 112, 128, 0.7); }
+ .bp3-tag > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-tag > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-tag::before,
+ .bp3-tag > *{
+ margin-right:4px; }
+ .bp3-tag:empty::before,
+ .bp3-tag > :last-child{
+ margin-right:0; }
+ .bp3-tag:focus{
+ outline:rgba(19, 124, 189, 0.6) auto 2px;
+ outline-offset:0;
+ -moz-outline-radius:6px; }
+ .bp3-tag.bp3-round{
+ border-radius:30px;
+ padding-right:8px;
+ padding-left:8px; }
+ .bp3-dark .bp3-tag{
+ background-color:#bfccd6;
+ color:#182026; }
+ .bp3-dark .bp3-tag.bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-interactive:hover{
+ background-color:rgba(191, 204, 214, 0.85); }
+ .bp3-dark .bp3-tag.bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-interactive:active{
+ background-color:rgba(191, 204, 214, 0.7); }
+ .bp3-dark .bp3-tag > .bp3-icon, .bp3-dark .bp3-tag .bp3-icon-standard, .bp3-dark .bp3-tag .bp3-icon-large{
+ fill:currentColor; }
+ .bp3-tag > .bp3-icon, .bp3-tag .bp3-icon-standard, .bp3-tag .bp3-icon-large{
+ fill:#ffffff; }
+ .bp3-tag.bp3-large,
+ .bp3-large .bp3-tag{
+ min-width:30px;
+ min-height:30px;
+ padding:0 10px;
+ line-height:20px;
+ font-size:14px; }
+ .bp3-tag.bp3-large::before,
+ .bp3-tag.bp3-large > *,
+ .bp3-large .bp3-tag::before,
+ .bp3-large .bp3-tag > *{
+ margin-right:7px; }
+ .bp3-tag.bp3-large:empty::before,
+ .bp3-tag.bp3-large > :last-child,
+ .bp3-large .bp3-tag:empty::before,
+ .bp3-large .bp3-tag > :last-child{
+ margin-right:0; }
+ .bp3-tag.bp3-large.bp3-round,
+ .bp3-large .bp3-tag.bp3-round{
+ padding-right:12px;
+ padding-left:12px; }
+ .bp3-tag.bp3-intent-primary{
+ background:#137cbd;
+ color:#ffffff; }
+ .bp3-tag.bp3-intent-primary.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-intent-primary.bp3-interactive:hover{
+ background-color:rgba(19, 124, 189, 0.85); }
+ .bp3-tag.bp3-intent-primary.bp3-interactive.bp3-active, .bp3-tag.bp3-intent-primary.bp3-interactive:active{
+ background-color:rgba(19, 124, 189, 0.7); }
+ .bp3-tag.bp3-intent-success{
+ background:#0f9960;
+ color:#ffffff; }
+ .bp3-tag.bp3-intent-success.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-intent-success.bp3-interactive:hover{
+ background-color:rgba(15, 153, 96, 0.85); }
+ .bp3-tag.bp3-intent-success.bp3-interactive.bp3-active, .bp3-tag.bp3-intent-success.bp3-interactive:active{
+ background-color:rgba(15, 153, 96, 0.7); }
+ .bp3-tag.bp3-intent-warning{
+ background:#d9822b;
+ color:#ffffff; }
+ .bp3-tag.bp3-intent-warning.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-intent-warning.bp3-interactive:hover{
+ background-color:rgba(217, 130, 43, 0.85); }
+ .bp3-tag.bp3-intent-warning.bp3-interactive.bp3-active, .bp3-tag.bp3-intent-warning.bp3-interactive:active{
+ background-color:rgba(217, 130, 43, 0.7); }
+ .bp3-tag.bp3-intent-danger{
+ background:#db3737;
+ color:#ffffff; }
+ .bp3-tag.bp3-intent-danger.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-intent-danger.bp3-interactive:hover{
+ background-color:rgba(219, 55, 55, 0.85); }
+ .bp3-tag.bp3-intent-danger.bp3-interactive.bp3-active, .bp3-tag.bp3-intent-danger.bp3-interactive:active{
+ background-color:rgba(219, 55, 55, 0.7); }
+ .bp3-tag.bp3-fill{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ width:100%; }
+ .bp3-tag.bp3-minimal > .bp3-icon, .bp3-tag.bp3-minimal .bp3-icon-standard, .bp3-tag.bp3-minimal .bp3-icon-large{
+ fill:#5c7080; }
+ .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]){
+ background-color:rgba(138, 155, 168, 0.2);
+ color:#182026; }
+ .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive:hover{
+ background-color:rgba(92, 112, 128, 0.3); }
+ .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive.bp3-active, .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive:active{
+ background-color:rgba(92, 112, 128, 0.4); }
+ .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]){
+ color:#f5f8fa; }
+ .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive:hover{
+ background-color:rgba(191, 204, 214, 0.3); }
+ .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]).bp3-interactive:active{
+ background-color:rgba(191, 204, 214, 0.4); }
+ .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]) > .bp3-icon, .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]) .bp3-icon-standard, .bp3-dark .bp3-tag.bp3-minimal:not([class*="bp3-intent-"]) .bp3-icon-large{
+ fill:#a7b6c2; }
+ .bp3-tag.bp3-minimal.bp3-intent-primary{
+ background-color:rgba(19, 124, 189, 0.15);
+ color:#106ba3; }
+ .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive:hover{
+ background-color:rgba(19, 124, 189, 0.25); }
+ .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive.bp3-active, .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive:active{
+ background-color:rgba(19, 124, 189, 0.35); }
+ .bp3-tag.bp3-minimal.bp3-intent-primary > .bp3-icon, .bp3-tag.bp3-minimal.bp3-intent-primary .bp3-icon-standard, .bp3-tag.bp3-minimal.bp3-intent-primary .bp3-icon-large{
+ fill:#137cbd; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-primary{
+ background-color:rgba(19, 124, 189, 0.25);
+ color:#48aff0; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive:hover{
+ background-color:rgba(19, 124, 189, 0.35); }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-primary.bp3-interactive:active{
+ background-color:rgba(19, 124, 189, 0.45); }
+ .bp3-tag.bp3-minimal.bp3-intent-success{
+ background-color:rgba(15, 153, 96, 0.15);
+ color:#0d8050; }
+ .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive:hover{
+ background-color:rgba(15, 153, 96, 0.25); }
+ .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive.bp3-active, .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive:active{
+ background-color:rgba(15, 153, 96, 0.35); }
+ .bp3-tag.bp3-minimal.bp3-intent-success > .bp3-icon, .bp3-tag.bp3-minimal.bp3-intent-success .bp3-icon-standard, .bp3-tag.bp3-minimal.bp3-intent-success .bp3-icon-large{
+ fill:#0f9960; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-success{
+ background-color:rgba(15, 153, 96, 0.25);
+ color:#3dcc91; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive:hover{
+ background-color:rgba(15, 153, 96, 0.35); }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-success.bp3-interactive:active{
+ background-color:rgba(15, 153, 96, 0.45); }
+ .bp3-tag.bp3-minimal.bp3-intent-warning{
+ background-color:rgba(217, 130, 43, 0.15);
+ color:#bf7326; }
+ .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive:hover{
+ background-color:rgba(217, 130, 43, 0.25); }
+ .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive.bp3-active, .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive:active{
+ background-color:rgba(217, 130, 43, 0.35); }
+ .bp3-tag.bp3-minimal.bp3-intent-warning > .bp3-icon, .bp3-tag.bp3-minimal.bp3-intent-warning .bp3-icon-standard, .bp3-tag.bp3-minimal.bp3-intent-warning .bp3-icon-large{
+ fill:#d9822b; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-warning{
+ background-color:rgba(217, 130, 43, 0.25);
+ color:#ffb366; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive:hover{
+ background-color:rgba(217, 130, 43, 0.35); }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-warning.bp3-interactive:active{
+ background-color:rgba(217, 130, 43, 0.45); }
+ .bp3-tag.bp3-minimal.bp3-intent-danger{
+ background-color:rgba(219, 55, 55, 0.15);
+ color:#c23030; }
+ .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive{
+ cursor:pointer; }
+ .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive:hover{
+ background-color:rgba(219, 55, 55, 0.25); }
+ .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive.bp3-active, .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive:active{
+ background-color:rgba(219, 55, 55, 0.35); }
+ .bp3-tag.bp3-minimal.bp3-intent-danger > .bp3-icon, .bp3-tag.bp3-minimal.bp3-intent-danger .bp3-icon-standard, .bp3-tag.bp3-minimal.bp3-intent-danger .bp3-icon-large{
+ fill:#db3737; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-danger{
+ background-color:rgba(219, 55, 55, 0.25);
+ color:#ff7373; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive{
+ cursor:pointer; }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive:hover{
+ background-color:rgba(219, 55, 55, 0.35); }
+ .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive.bp3-active, .bp3-dark .bp3-tag.bp3-minimal.bp3-intent-danger.bp3-interactive:active{
+ background-color:rgba(219, 55, 55, 0.45); }
+
+.bp3-tag-remove{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ opacity:0.5;
+ margin-top:-2px;
+ margin-right:-6px !important;
+ margin-bottom:-2px;
+ border:none;
+ background:none;
+ cursor:pointer;
+ padding:2px;
+ padding-left:0;
+ color:inherit; }
+ .bp3-tag-remove:hover{
+ opacity:0.8;
+ background:none;
+ text-decoration:none; }
+ .bp3-tag-remove:active{
+ opacity:1; }
+ .bp3-tag-remove:empty::before{
+ line-height:1;
+ font-family:"Icons16", sans-serif;
+ font-size:16px;
+ font-weight:400;
+ font-style:normal;
+ -moz-osx-font-smoothing:grayscale;
+ -webkit-font-smoothing:antialiased;
+ content:"î›—"; }
+ .bp3-large .bp3-tag-remove{
+ margin-right:-10px !important;
+ padding:5px;
+ padding-left:0; }
+ .bp3-large .bp3-tag-remove:empty::before{
+ line-height:1;
+ font-family:"Icons20", sans-serif;
+ font-size:20px;
+ font-weight:400;
+ font-style:normal; }
+.bp3-tag-input{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start;
+ cursor:text;
+ height:auto;
+ min-height:30px;
+ padding-right:0;
+ padding-left:5px;
+ line-height:inherit; }
+ .bp3-tag-input > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-tag-input > .bp3-tag-input-values{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-tag-input .bp3-tag-input-icon{
+ margin-top:7px;
+ margin-right:7px;
+ margin-left:2px;
+ color:#5c7080; }
+ .bp3-tag-input .bp3-tag-input-values{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-orient:horizontal;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:row;
+ flex-direction:row;
+ -ms-flex-wrap:wrap;
+ flex-wrap:wrap;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ -ms-flex-item-align:stretch;
+ align-self:stretch;
+ margin-top:5px;
+ margin-right:7px;
+ min-width:0; }
+ .bp3-tag-input .bp3-tag-input-values > *{
+ -webkit-box-flex:0;
+ -ms-flex-positive:0;
+ flex-grow:0;
+ -ms-flex-negative:0;
+ flex-shrink:0; }
+ .bp3-tag-input .bp3-tag-input-values > .bp3-fill{
+ -webkit-box-flex:1;
+ -ms-flex-positive:1;
+ flex-grow:1;
+ -ms-flex-negative:1;
+ flex-shrink:1; }
+ .bp3-tag-input .bp3-tag-input-values::before,
+ .bp3-tag-input .bp3-tag-input-values > *{
+ margin-right:5px; }
+ .bp3-tag-input .bp3-tag-input-values:empty::before,
+ .bp3-tag-input .bp3-tag-input-values > :last-child{
+ margin-right:0; }
+ .bp3-tag-input .bp3-tag-input-values:first-child .bp3-input-ghost:first-child{
+ padding-left:5px; }
+ .bp3-tag-input .bp3-tag-input-values > *{
+ margin-bottom:5px; }
+ .bp3-tag-input .bp3-tag{
+ overflow-wrap:break-word; }
+ .bp3-tag-input .bp3-tag.bp3-active{
+ outline:rgba(19, 124, 189, 0.6) auto 2px;
+ outline-offset:0;
+ -moz-outline-radius:6px; }
+ .bp3-tag-input .bp3-input-ghost{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ width:80px;
+ line-height:20px; }
+ .bp3-tag-input .bp3-input-ghost:disabled, .bp3-tag-input .bp3-input-ghost.bp3-disabled{
+ cursor:not-allowed; }
+ .bp3-tag-input .bp3-button,
+ .bp3-tag-input .bp3-spinner{
+ margin:3px;
+ margin-left:0; }
+ .bp3-tag-input .bp3-button{
+ min-width:24px;
+ min-height:24px;
+ padding:0 7px; }
+ .bp3-tag-input.bp3-large{
+ height:auto;
+ min-height:40px; }
+ .bp3-tag-input.bp3-large::before,
+ .bp3-tag-input.bp3-large > *{
+ margin-right:10px; }
+ .bp3-tag-input.bp3-large:empty::before,
+ .bp3-tag-input.bp3-large > :last-child{
+ margin-right:0; }
+ .bp3-tag-input.bp3-large .bp3-tag-input-icon{
+ margin-top:10px;
+ margin-left:5px; }
+ .bp3-tag-input.bp3-large .bp3-input-ghost{
+ line-height:30px; }
+ .bp3-tag-input.bp3-large .bp3-button{
+ min-width:30px;
+ min-height:30px;
+ padding:5px 10px;
+ margin:5px;
+ margin-left:0; }
+ .bp3-tag-input.bp3-large .bp3-spinner{
+ margin:8px;
+ margin-left:0; }
+ .bp3-tag-input.bp3-active{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ background-color:#ffffff; }
+ .bp3-tag-input.bp3-active.bp3-intent-primary{
+ -webkit-box-shadow:0 0 0 1px #106ba3, 0 0 0 3px rgba(16, 107, 163, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #106ba3, 0 0 0 3px rgba(16, 107, 163, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-tag-input.bp3-active.bp3-intent-success{
+ -webkit-box-shadow:0 0 0 1px #0d8050, 0 0 0 3px rgba(13, 128, 80, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #0d8050, 0 0 0 3px rgba(13, 128, 80, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-tag-input.bp3-active.bp3-intent-warning{
+ -webkit-box-shadow:0 0 0 1px #bf7326, 0 0 0 3px rgba(191, 115, 38, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #bf7326, 0 0 0 3px rgba(191, 115, 38, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-tag-input.bp3-active.bp3-intent-danger{
+ -webkit-box-shadow:0 0 0 1px #c23030, 0 0 0 3px rgba(194, 48, 48, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px #c23030, 0 0 0 3px rgba(194, 48, 48, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.2); }
+ .bp3-dark .bp3-tag-input .bp3-tag-input-icon, .bp3-tag-input.bp3-dark .bp3-tag-input-icon{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost, .bp3-tag-input.bp3-dark .bp3-input-ghost{
+ color:#f5f8fa; }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost::-webkit-input-placeholder, .bp3-tag-input.bp3-dark .bp3-input-ghost::-webkit-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost::-moz-placeholder, .bp3-tag-input.bp3-dark .bp3-input-ghost::-moz-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost:-ms-input-placeholder, .bp3-tag-input.bp3-dark .bp3-input-ghost:-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost::-ms-input-placeholder, .bp3-tag-input.bp3-dark .bp3-input-ghost::-ms-input-placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tag-input .bp3-input-ghost::placeholder, .bp3-tag-input.bp3-dark .bp3-input-ghost::placeholder{
+ color:rgba(167, 182, 194, 0.6); }
+ .bp3-dark .bp3-tag-input.bp3-active, .bp3-tag-input.bp3-dark.bp3-active{
+ -webkit-box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #137cbd, 0 0 0 1px #137cbd, 0 0 0 3px rgba(19, 124, 189, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ background-color:rgba(16, 22, 26, 0.3); }
+ .bp3-dark .bp3-tag-input.bp3-active.bp3-intent-primary, .bp3-tag-input.bp3-dark.bp3-active.bp3-intent-primary{
+ -webkit-box-shadow:0 0 0 1px #106ba3, 0 0 0 3px rgba(16, 107, 163, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #106ba3, 0 0 0 3px rgba(16, 107, 163, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-tag-input.bp3-active.bp3-intent-success, .bp3-tag-input.bp3-dark.bp3-active.bp3-intent-success{
+ -webkit-box-shadow:0 0 0 1px #0d8050, 0 0 0 3px rgba(13, 128, 80, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #0d8050, 0 0 0 3px rgba(13, 128, 80, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-tag-input.bp3-active.bp3-intent-warning, .bp3-tag-input.bp3-dark.bp3-active.bp3-intent-warning{
+ -webkit-box-shadow:0 0 0 1px #bf7326, 0 0 0 3px rgba(191, 115, 38, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #bf7326, 0 0 0 3px rgba(191, 115, 38, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+ .bp3-dark .bp3-tag-input.bp3-active.bp3-intent-danger, .bp3-tag-input.bp3-dark.bp3-active.bp3-intent-danger{
+ -webkit-box-shadow:0 0 0 1px #c23030, 0 0 0 3px rgba(194, 48, 48, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px #c23030, 0 0 0 3px rgba(194, 48, 48, 0.3), inset 0 0 0 1px rgba(16, 22, 26, 0.3), inset 0 1px 1px rgba(16, 22, 26, 0.4); }
+
+.bp3-input-ghost{
+ border:none;
+ -webkit-box-shadow:none;
+ box-shadow:none;
+ background:none;
+ padding:0; }
+ .bp3-input-ghost::-webkit-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-ghost::-moz-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-ghost:-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-ghost::-ms-input-placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-ghost::placeholder{
+ opacity:1;
+ color:rgba(92, 112, 128, 0.6); }
+ .bp3-input-ghost:focus{
+ outline:none !important; }
+.bp3-toast{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start;
+ position:relative !important;
+ margin:20px 0 0;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ background-color:#ffffff;
+ min-width:300px;
+ max-width:500px;
+ pointer-events:all; }
+ .bp3-toast.bp3-toast-enter, .bp3-toast.bp3-toast-appear{
+ -webkit-transform:translateY(-40px);
+ transform:translateY(-40px); }
+ .bp3-toast.bp3-toast-enter-active, .bp3-toast.bp3-toast-appear-active{
+ -webkit-transform:translateY(0);
+ transform:translateY(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-toast.bp3-toast-enter ~ .bp3-toast, .bp3-toast.bp3-toast-appear ~ .bp3-toast{
+ -webkit-transform:translateY(-40px);
+ transform:translateY(-40px); }
+ .bp3-toast.bp3-toast-enter-active ~ .bp3-toast, .bp3-toast.bp3-toast-appear-active ~ .bp3-toast{
+ -webkit-transform:translateY(0);
+ transform:translateY(0);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ transition-timing-function:cubic-bezier(0.54, 1.12, 0.38, 1.11);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-toast.bp3-toast-exit{
+ opacity:1;
+ -webkit-filter:blur(0);
+ filter:blur(0); }
+ .bp3-toast.bp3-toast-exit-active{
+ opacity:0;
+ -webkit-filter:blur(10px);
+ filter:blur(10px);
+ -webkit-transition-property:opacity, -webkit-filter;
+ transition-property:opacity, -webkit-filter;
+ transition-property:opacity, filter;
+ transition-property:opacity, filter, -webkit-filter;
+ -webkit-transition-duration:300ms;
+ transition-duration:300ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-toast.bp3-toast-exit ~ .bp3-toast{
+ -webkit-transform:translateY(0);
+ transform:translateY(0); }
+ .bp3-toast.bp3-toast-exit-active ~ .bp3-toast{
+ -webkit-transform:translateY(-40px);
+ transform:translateY(-40px);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:50ms;
+ transition-delay:50ms; }
+ .bp3-toast .bp3-button-group{
+ -webkit-box-flex:0;
+ -ms-flex:0 0 auto;
+ flex:0 0 auto;
+ padding:5px;
+ padding-left:0; }
+ .bp3-toast > .bp3-icon{
+ margin:12px;
+ margin-right:0;
+ color:#5c7080; }
+ .bp3-toast.bp3-dark,
+ .bp3-dark .bp3-toast{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ background-color:#394b59; }
+ .bp3-toast.bp3-dark > .bp3-icon,
+ .bp3-dark .bp3-toast > .bp3-icon{
+ color:#a7b6c2; }
+ .bp3-toast[class*="bp3-intent-"] a{
+ color:rgba(255, 255, 255, 0.7); }
+ .bp3-toast[class*="bp3-intent-"] a:hover{
+ color:#ffffff; }
+ .bp3-toast[class*="bp3-intent-"] > .bp3-icon{
+ color:#ffffff; }
+ .bp3-toast[class*="bp3-intent-"] .bp3-button, .bp3-toast[class*="bp3-intent-"] .bp3-button::before,
+ .bp3-toast[class*="bp3-intent-"] .bp3-button .bp3-icon, .bp3-toast[class*="bp3-intent-"] .bp3-button:active{
+ color:rgba(255, 255, 255, 0.7) !important; }
+ .bp3-toast[class*="bp3-intent-"] .bp3-button:focus{
+ outline-color:rgba(255, 255, 255, 0.5); }
+ .bp3-toast[class*="bp3-intent-"] .bp3-button:hover{
+ background-color:rgba(255, 255, 255, 0.15) !important;
+ color:#ffffff !important; }
+ .bp3-toast[class*="bp3-intent-"] .bp3-button:active{
+ background-color:rgba(255, 255, 255, 0.3) !important;
+ color:#ffffff !important; }
+ .bp3-toast[class*="bp3-intent-"] .bp3-button::after{
+ background:rgba(255, 255, 255, 0.3) !important; }
+ .bp3-toast.bp3-intent-primary{
+ background-color:#137cbd;
+ color:#ffffff; }
+ .bp3-toast.bp3-intent-success{
+ background-color:#0f9960;
+ color:#ffffff; }
+ .bp3-toast.bp3-intent-warning{
+ background-color:#d9822b;
+ color:#ffffff; }
+ .bp3-toast.bp3-intent-danger{
+ background-color:#db3737;
+ color:#ffffff; }
+
+.bp3-toast-message{
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ padding:11px;
+ word-break:break-word; }
+
+.bp3-toast-container{
+ display:-webkit-box !important;
+ display:-ms-flexbox !important;
+ display:flex !important;
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:normal;
+ -ms-flex-direction:column;
+ flex-direction:column;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ position:fixed;
+ right:0;
+ left:0;
+ z-index:40;
+ overflow:hidden;
+ padding:0 20px 20px;
+ pointer-events:none; }
+ .bp3-toast-container.bp3-toast-container-top{
+ top:0;
+ bottom:auto; }
+ .bp3-toast-container.bp3-toast-container-bottom{
+ -webkit-box-orient:vertical;
+ -webkit-box-direction:reverse;
+ -ms-flex-direction:column-reverse;
+ flex-direction:column-reverse;
+ top:auto;
+ bottom:0; }
+ .bp3-toast-container.bp3-toast-container-left{
+ -webkit-box-align:start;
+ -ms-flex-align:start;
+ align-items:flex-start; }
+ .bp3-toast-container.bp3-toast-container-right{
+ -webkit-box-align:end;
+ -ms-flex-align:end;
+ align-items:flex-end; }
+
+.bp3-toast-container-bottom .bp3-toast.bp3-toast-enter:not(.bp3-toast-enter-active),
+.bp3-toast-container-bottom .bp3-toast.bp3-toast-enter:not(.bp3-toast-enter-active) ~ .bp3-toast, .bp3-toast-container-bottom .bp3-toast.bp3-toast-appear:not(.bp3-toast-appear-active),
+.bp3-toast-container-bottom .bp3-toast.bp3-toast-appear:not(.bp3-toast-appear-active) ~ .bp3-toast,
+.bp3-toast-container-bottom .bp3-toast.bp3-toast-leave-active ~ .bp3-toast{
+ -webkit-transform:translateY(60px);
+ transform:translateY(60px); }
+.bp3-tooltip{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 2px 4px rgba(16, 22, 26, 0.2), 0 8px 24px rgba(16, 22, 26, 0.2);
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-tooltip .bp3-popover-arrow{
+ position:absolute;
+ width:22px;
+ height:22px; }
+ .bp3-tooltip .bp3-popover-arrow::before{
+ margin:4px;
+ width:14px;
+ height:14px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-tooltip{
+ margin-top:-11px;
+ margin-bottom:11px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-tooltip > .bp3-popover-arrow{
+ bottom:-8px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-top > .bp3-tooltip > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(-90deg);
+ transform:rotate(-90deg); }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-tooltip{
+ margin-left:11px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-tooltip > .bp3-popover-arrow{
+ left:-8px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-right > .bp3-tooltip > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(0);
+ transform:rotate(0); }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-tooltip{
+ margin-top:11px; }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-tooltip > .bp3-popover-arrow{
+ top:-8px; }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-bottom > .bp3-tooltip > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(90deg);
+ transform:rotate(90deg); }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-tooltip{
+ margin-right:11px;
+ margin-left:-11px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-tooltip > .bp3-popover-arrow{
+ right:-8px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-left > .bp3-tooltip > .bp3-popover-arrow svg{
+ -webkit-transform:rotate(180deg);
+ transform:rotate(180deg); }
+ .bp3-tether-element-attached-middle > .bp3-tooltip > .bp3-popover-arrow{
+ top:50%;
+ -webkit-transform:translateY(-50%);
+ transform:translateY(-50%); }
+ .bp3-tether-element-attached-center > .bp3-tooltip > .bp3-popover-arrow{
+ right:50%;
+ -webkit-transform:translateX(50%);
+ transform:translateX(50%); }
+ .bp3-tether-element-attached-top.bp3-tether-target-attached-top > .bp3-tooltip > .bp3-popover-arrow{
+ top:-0.22183px; }
+ .bp3-tether-element-attached-right.bp3-tether-target-attached-right > .bp3-tooltip > .bp3-popover-arrow{
+ right:-0.22183px; }
+ .bp3-tether-element-attached-left.bp3-tether-target-attached-left > .bp3-tooltip > .bp3-popover-arrow{
+ left:-0.22183px; }
+ .bp3-tether-element-attached-bottom.bp3-tether-target-attached-bottom > .bp3-tooltip > .bp3-popover-arrow{
+ bottom:-0.22183px; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-left > .bp3-tooltip{
+ -webkit-transform-origin:top left;
+ transform-origin:top left; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-center > .bp3-tooltip{
+ -webkit-transform-origin:top center;
+ transform-origin:top center; }
+ .bp3-tether-element-attached-top.bp3-tether-element-attached-right > .bp3-tooltip{
+ -webkit-transform-origin:top right;
+ transform-origin:top right; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-left > .bp3-tooltip{
+ -webkit-transform-origin:center left;
+ transform-origin:center left; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-center > .bp3-tooltip{
+ -webkit-transform-origin:center center;
+ transform-origin:center center; }
+ .bp3-tether-element-attached-middle.bp3-tether-element-attached-right > .bp3-tooltip{
+ -webkit-transform-origin:center right;
+ transform-origin:center right; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-left > .bp3-tooltip{
+ -webkit-transform-origin:bottom left;
+ transform-origin:bottom left; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-center > .bp3-tooltip{
+ -webkit-transform-origin:bottom center;
+ transform-origin:bottom center; }
+ .bp3-tether-element-attached-bottom.bp3-tether-element-attached-right > .bp3-tooltip{
+ -webkit-transform-origin:bottom right;
+ transform-origin:bottom right; }
+ .bp3-tooltip .bp3-popover-content{
+ background:#394b59;
+ color:#f5f8fa; }
+ .bp3-tooltip .bp3-popover-arrow::before{
+ -webkit-box-shadow:1px 1px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:1px 1px 6px rgba(16, 22, 26, 0.2); }
+ .bp3-tooltip .bp3-popover-arrow-border{
+ fill:#10161a;
+ fill-opacity:0.1; }
+ .bp3-tooltip .bp3-popover-arrow-fill{
+ fill:#394b59; }
+ .bp3-popover-enter > .bp3-tooltip, .bp3-popover-appear > .bp3-tooltip{
+ -webkit-transform:scale(0.8);
+ transform:scale(0.8); }
+ .bp3-popover-enter-active > .bp3-tooltip, .bp3-popover-appear-active > .bp3-tooltip{
+ -webkit-transform:scale(1);
+ transform:scale(1);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-popover-exit > .bp3-tooltip{
+ -webkit-transform:scale(1);
+ transform:scale(1); }
+ .bp3-popover-exit-active > .bp3-tooltip{
+ -webkit-transform:scale(0.8);
+ transform:scale(0.8);
+ -webkit-transition-property:-webkit-transform;
+ transition-property:-webkit-transform;
+ transition-property:transform;
+ transition-property:transform, -webkit-transform;
+ -webkit-transition-duration:100ms;
+ transition-duration:100ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-tooltip .bp3-popover-content{
+ padding:10px 12px; }
+ .bp3-tooltip.bp3-dark,
+ .bp3-dark .bp3-tooltip{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 2px 4px rgba(16, 22, 26, 0.4), 0 8px 24px rgba(16, 22, 26, 0.4); }
+ .bp3-tooltip.bp3-dark .bp3-popover-content,
+ .bp3-dark .bp3-tooltip .bp3-popover-content{
+ background:#e1e8ed;
+ color:#394b59; }
+ .bp3-tooltip.bp3-dark .bp3-popover-arrow::before,
+ .bp3-dark .bp3-tooltip .bp3-popover-arrow::before{
+ -webkit-box-shadow:1px 1px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:1px 1px 6px rgba(16, 22, 26, 0.4); }
+ .bp3-tooltip.bp3-dark .bp3-popover-arrow-border,
+ .bp3-dark .bp3-tooltip .bp3-popover-arrow-border{
+ fill:#10161a;
+ fill-opacity:0.2; }
+ .bp3-tooltip.bp3-dark .bp3-popover-arrow-fill,
+ .bp3-dark .bp3-tooltip .bp3-popover-arrow-fill{
+ fill:#e1e8ed; }
+ .bp3-tooltip.bp3-intent-primary .bp3-popover-content{
+ background:#137cbd;
+ color:#ffffff; }
+ .bp3-tooltip.bp3-intent-primary .bp3-popover-arrow-fill{
+ fill:#137cbd; }
+ .bp3-tooltip.bp3-intent-success .bp3-popover-content{
+ background:#0f9960;
+ color:#ffffff; }
+ .bp3-tooltip.bp3-intent-success .bp3-popover-arrow-fill{
+ fill:#0f9960; }
+ .bp3-tooltip.bp3-intent-warning .bp3-popover-content{
+ background:#d9822b;
+ color:#ffffff; }
+ .bp3-tooltip.bp3-intent-warning .bp3-popover-arrow-fill{
+ fill:#d9822b; }
+ .bp3-tooltip.bp3-intent-danger .bp3-popover-content{
+ background:#db3737;
+ color:#ffffff; }
+ .bp3-tooltip.bp3-intent-danger .bp3-popover-arrow-fill{
+ fill:#db3737; }
+
+.bp3-tooltip-indicator{
+ border-bottom:dotted 1px;
+ cursor:help; }
+.bp3-tree .bp3-icon, .bp3-tree .bp3-icon-standard, .bp3-tree .bp3-icon-large{
+ color:#5c7080; }
+ .bp3-tree .bp3-icon.bp3-intent-primary, .bp3-tree .bp3-icon-standard.bp3-intent-primary, .bp3-tree .bp3-icon-large.bp3-intent-primary{
+ color:#137cbd; }
+ .bp3-tree .bp3-icon.bp3-intent-success, .bp3-tree .bp3-icon-standard.bp3-intent-success, .bp3-tree .bp3-icon-large.bp3-intent-success{
+ color:#0f9960; }
+ .bp3-tree .bp3-icon.bp3-intent-warning, .bp3-tree .bp3-icon-standard.bp3-intent-warning, .bp3-tree .bp3-icon-large.bp3-intent-warning{
+ color:#d9822b; }
+ .bp3-tree .bp3-icon.bp3-intent-danger, .bp3-tree .bp3-icon-standard.bp3-intent-danger, .bp3-tree .bp3-icon-large.bp3-intent-danger{
+ color:#db3737; }
+
+.bp3-tree-node-list{
+ margin:0;
+ padding-left:0;
+ list-style:none; }
+
+.bp3-tree-root{
+ position:relative;
+ background-color:transparent;
+ cursor:default;
+ padding-left:0; }
+
+.bp3-tree-node-content-0{
+ padding-left:0px; }
+
+.bp3-tree-node-content-1{
+ padding-left:23px; }
+
+.bp3-tree-node-content-2{
+ padding-left:46px; }
+
+.bp3-tree-node-content-3{
+ padding-left:69px; }
+
+.bp3-tree-node-content-4{
+ padding-left:92px; }
+
+.bp3-tree-node-content-5{
+ padding-left:115px; }
+
+.bp3-tree-node-content-6{
+ padding-left:138px; }
+
+.bp3-tree-node-content-7{
+ padding-left:161px; }
+
+.bp3-tree-node-content-8{
+ padding-left:184px; }
+
+.bp3-tree-node-content-9{
+ padding-left:207px; }
+
+.bp3-tree-node-content-10{
+ padding-left:230px; }
+
+.bp3-tree-node-content-11{
+ padding-left:253px; }
+
+.bp3-tree-node-content-12{
+ padding-left:276px; }
+
+.bp3-tree-node-content-13{
+ padding-left:299px; }
+
+.bp3-tree-node-content-14{
+ padding-left:322px; }
+
+.bp3-tree-node-content-15{
+ padding-left:345px; }
+
+.bp3-tree-node-content-16{
+ padding-left:368px; }
+
+.bp3-tree-node-content-17{
+ padding-left:391px; }
+
+.bp3-tree-node-content-18{
+ padding-left:414px; }
+
+.bp3-tree-node-content-19{
+ padding-left:437px; }
+
+.bp3-tree-node-content-20{
+ padding-left:460px; }
+
+.bp3-tree-node-content{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center;
+ width:100%;
+ height:30px;
+ padding-right:5px; }
+ .bp3-tree-node-content:hover{
+ background-color:rgba(191, 204, 214, 0.4); }
+
+.bp3-tree-node-caret,
+.bp3-tree-node-caret-none{
+ min-width:30px; }
+
+.bp3-tree-node-caret{
+ color:#5c7080;
+ -webkit-transform:rotate(0deg);
+ transform:rotate(0deg);
+ cursor:pointer;
+ padding:7px;
+ -webkit-transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:-webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition:transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9), -webkit-transform 200ms cubic-bezier(0.4, 1, 0.75, 0.9); }
+ .bp3-tree-node-caret:hover{
+ color:#182026; }
+ .bp3-dark .bp3-tree-node-caret{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-tree-node-caret:hover{
+ color:#f5f8fa; }
+ .bp3-tree-node-caret.bp3-tree-node-caret-open{
+ -webkit-transform:rotate(90deg);
+ transform:rotate(90deg); }
+ .bp3-tree-node-caret.bp3-icon-standard::before{
+ content:"îš•"; }
+
+.bp3-tree-node-icon{
+ position:relative;
+ margin-right:7px; }
+
+.bp3-tree-node-label{
+ overflow:hidden;
+ text-overflow:ellipsis;
+ white-space:nowrap;
+ word-wrap:normal;
+ -webkit-box-flex:1;
+ -ms-flex:1 1 auto;
+ flex:1 1 auto;
+ position:relative;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-tree-node-label span{
+ display:inline; }
+
+.bp3-tree-node-secondary-label{
+ padding:0 5px;
+ -webkit-user-select:none;
+ -moz-user-select:none;
+ -ms-user-select:none;
+ user-select:none; }
+ .bp3-tree-node-secondary-label .bp3-popover-wrapper,
+ .bp3-tree-node-secondary-label .bp3-popover-target{
+ display:-webkit-box;
+ display:-ms-flexbox;
+ display:flex;
+ -webkit-box-align:center;
+ -ms-flex-align:center;
+ align-items:center; }
+
+.bp3-tree-node.bp3-disabled .bp3-tree-node-content{
+ background-color:inherit;
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+
+.bp3-tree-node.bp3-disabled .bp3-tree-node-caret,
+.bp3-tree-node.bp3-disabled .bp3-tree-node-icon{
+ cursor:not-allowed;
+ color:rgba(92, 112, 128, 0.6); }
+
+.bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content{
+ background-color:#137cbd; }
+ .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content,
+ .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content .bp3-icon, .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content .bp3-icon-standard, .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content .bp3-icon-large{
+ color:#ffffff; }
+ .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content .bp3-tree-node-caret::before{
+ color:rgba(255, 255, 255, 0.7); }
+ .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content .bp3-tree-node-caret:hover::before{
+ color:#ffffff; }
+
+.bp3-dark .bp3-tree-node-content:hover{
+ background-color:rgba(92, 112, 128, 0.3); }
+
+.bp3-dark .bp3-tree .bp3-icon, .bp3-dark .bp3-tree .bp3-icon-standard, .bp3-dark .bp3-tree .bp3-icon-large{
+ color:#a7b6c2; }
+ .bp3-dark .bp3-tree .bp3-icon.bp3-intent-primary, .bp3-dark .bp3-tree .bp3-icon-standard.bp3-intent-primary, .bp3-dark .bp3-tree .bp3-icon-large.bp3-intent-primary{
+ color:#137cbd; }
+ .bp3-dark .bp3-tree .bp3-icon.bp3-intent-success, .bp3-dark .bp3-tree .bp3-icon-standard.bp3-intent-success, .bp3-dark .bp3-tree .bp3-icon-large.bp3-intent-success{
+ color:#0f9960; }
+ .bp3-dark .bp3-tree .bp3-icon.bp3-intent-warning, .bp3-dark .bp3-tree .bp3-icon-standard.bp3-intent-warning, .bp3-dark .bp3-tree .bp3-icon-large.bp3-intent-warning{
+ color:#d9822b; }
+ .bp3-dark .bp3-tree .bp3-icon.bp3-intent-danger, .bp3-dark .bp3-tree .bp3-icon-standard.bp3-intent-danger, .bp3-dark .bp3-tree .bp3-icon-large.bp3-intent-danger{
+ color:#db3737; }
+
+.bp3-dark .bp3-tree-node.bp3-tree-node-selected > .bp3-tree-node-content{
+ background-color:#137cbd; }
+/*!
+
+Copyright 2017-present Palantir Technologies, Inc. All rights reserved.
+Licensed under the Apache License, Version 2.0.
+
+*/
+.bp3-omnibar{
+ -webkit-filter:blur(0);
+ filter:blur(0);
+ opacity:1;
+ top:20vh;
+ left:calc(50% - 250px);
+ z-index:21;
+ border-radius:3px;
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.1), 0 4px 8px rgba(16, 22, 26, 0.2), 0 18px 46px 6px rgba(16, 22, 26, 0.2);
+ background-color:#ffffff;
+ width:500px; }
+ .bp3-omnibar.bp3-overlay-enter, .bp3-omnibar.bp3-overlay-appear{
+ -webkit-filter:blur(20px);
+ filter:blur(20px);
+ opacity:0.2; }
+ .bp3-omnibar.bp3-overlay-enter-active, .bp3-omnibar.bp3-overlay-appear-active{
+ -webkit-filter:blur(0);
+ filter:blur(0);
+ opacity:1;
+ -webkit-transition-property:opacity, -webkit-filter;
+ transition-property:opacity, -webkit-filter;
+ transition-property:filter, opacity;
+ transition-property:filter, opacity, -webkit-filter;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-omnibar.bp3-overlay-exit{
+ -webkit-filter:blur(0);
+ filter:blur(0);
+ opacity:1; }
+ .bp3-omnibar.bp3-overlay-exit-active{
+ -webkit-filter:blur(20px);
+ filter:blur(20px);
+ opacity:0.2;
+ -webkit-transition-property:opacity, -webkit-filter;
+ transition-property:opacity, -webkit-filter;
+ transition-property:filter, opacity;
+ transition-property:filter, opacity, -webkit-filter;
+ -webkit-transition-duration:200ms;
+ transition-duration:200ms;
+ -webkit-transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ transition-timing-function:cubic-bezier(0.4, 1, 0.75, 0.9);
+ -webkit-transition-delay:0;
+ transition-delay:0; }
+ .bp3-omnibar .bp3-input{
+ border-radius:0;
+ background-color:transparent; }
+ .bp3-omnibar .bp3-input, .bp3-omnibar .bp3-input:focus{
+ -webkit-box-shadow:none;
+ box-shadow:none; }
+ .bp3-omnibar .bp3-menu{
+ border-radius:0;
+ -webkit-box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.15);
+ box-shadow:inset 0 1px 0 rgba(16, 22, 26, 0.15);
+ background-color:transparent;
+ max-height:calc(60vh - 40px);
+ overflow:auto; }
+ .bp3-omnibar .bp3-menu:empty{
+ display:none; }
+ .bp3-dark .bp3-omnibar, .bp3-omnibar.bp3-dark{
+ -webkit-box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ box-shadow:0 0 0 1px rgba(16, 22, 26, 0.2), 0 4px 8px rgba(16, 22, 26, 0.4), 0 18px 46px 6px rgba(16, 22, 26, 0.4);
+ background-color:#30404d; }
+
+.bp3-omnibar-overlay .bp3-overlay-backdrop{
+ background-color:rgba(16, 22, 26, 0.2); }
+
+.bp3-select-popover .bp3-popover-content{
+ padding:5px; }
+
+.bp3-select-popover .bp3-input-group{
+ margin-bottom:0; }
+
+.bp3-select-popover .bp3-menu{
+ max-width:400px;
+ max-height:300px;
+ overflow:auto;
+ padding:0; }
+ .bp3-select-popover .bp3-menu:not(:first-child){
+ padding-top:5px; }
+
+.bp3-multi-select{
+ min-width:150px; }
+
+.bp3-multi-select-popover .bp3-menu{
+ max-width:400px;
+ max-height:300px;
+ overflow:auto; }
+
+.bp3-select-popover .bp3-popover-content{
+ padding:5px; }
+
+.bp3-select-popover .bp3-input-group{
+ margin-bottom:0; }
+
+.bp3-select-popover .bp3-menu{
+ max-width:400px;
+ max-height:300px;
+ overflow:auto;
+ padding:0; }
+ .bp3-select-popover .bp3-menu:not(:first-child){
+ padding-top:5px; }
+/*-----------------------------------------------------------------------------
+| 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: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDEzaC02djZoLTJ2LTZINXYtMmg2VjVoMnY2aDZ2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --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==);
+ --jp-icon-caret-right: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiIHNoYXBlLXJlbmRlcmluZz0iZ2VvbWV0cmljUHJlY2lzaW9uIj4KICAgIDxwYXRoIGQ9Ik03LjIsNS4yTDEwLjksOWwtMy44LDMuOFY1LjJINy4yeiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-caret-up-empty-thin: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIwIDIwIj4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSIgc2hhcGUtcmVuZGVyaW5nPSJnZW9tZXRyaWNQcmVjaXNpb24iPgoJCTxwb2x5Z29uIGNsYXNzPSJzdDEiIHBvaW50cz0iMTUuNCwxMy4zIDkuOSw3LjcgNC40LDEzLjIgMy42LDEyLjUgOS45LDYuMyAxNi4xLDEyLjYgIi8+Cgk8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-caret-up: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSIgc2hhcGUtcmVuZGVyaW5nPSJnZW9tZXRyaWNQcmVjaXNpb24iPgoJCTxwYXRoIGQ9Ik01LjIsMTAuNUw5LDYuOGwzLjgsMy44SDUuMnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-case-sensitive: url(data:image/svg+xml;base64,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);
+ --jp-icon-check: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTkgMTYuMTdMNC44MyAxMmwtMS40MiAxLjQxTDkgMTkgMjEgN2wtMS40MS0xLjQxeiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-circle-empty: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyIDJDNi40NyAyIDIgNi40NyAyIDEyczQuNDcgMTAgMTAgMTAgMTAtNC40NyAxMC0xMFMxNy41MyAyIDEyIDJ6bTAgMThjLTQuNDEgMC04LTMuNTktOC04czMuNTktOCA4LTggOCAzLjU5IDggOC0zLjU5IDgtOCA4eiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-circle: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMTggMTgiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPGNpcmNsZSBjeD0iOSIgY3k9IjkiIHI9IjgiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-clear: url(data:image/svg+xml;base64,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);
+ --jp-icon-close: url(data:image/svg+xml;base64,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);
+ --jp-icon-console: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIwMCAyMDAiPgogIDxnIGNsYXNzPSJqcC1pY29uLWJyYW5kMSBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiMwMjg4RDEiPgogICAgPHBhdGggZD0iTTIwIDE5LjhoMTYwdjE1OS45SDIweiIvPgogIDwvZz4KICA8ZyBjbGFzcz0ianAtaWNvbi1zZWxlY3RhYmxlLWludmVyc2UiIGZpbGw9IiNmZmYiPgogICAgPHBhdGggZD0iTTEwNSAxMjcuM2g0MHYxMi44aC00MHpNNTEuMSA3N0w3NCA5OS45bC0yMy4zIDIzLjMgMTAuNSAxMC41IDIzLjMtMjMuM0w5NSA5OS45IDg0LjUgODkuNCA2MS42IDY2LjV6Ii8+CiAgPC9nPgo8L3N2Zz4K);
+ --jp-icon-copy: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMTggMTgiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTExLjksMUgzLjJDMi40LDEsMS43LDEuNywxLjcsMi41djEwLjJoMS41VjIuNWg4LjdWMXogTTE0LjEsMy45aC04Yy0wLjgsMC0xLjUsMC43LTEuNSwxLjV2MTAuMmMwLDAuOCwwLjcsMS41LDEuNSwxLjVoOCBjMC44LDAsMS41LTAuNywxLjUtMS41VjUuNEMxNS41LDQuNiwxNC45LDMuOSwxNC4xLDMuOXogTTE0LjEsMTUuNWgtOFY1LjRoOFYxNS41eiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-cut: url(data:image/svg+xml;base64,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);
+ --jp-icon-download: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDloLTRWM0g5djZINWw3IDcgNy03ek01IDE4djJoMTR2LTJINXoiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-edit: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTMgMTcuMjVWMjFoMy43NUwxNy44MSA5Ljk0bC0zLjc1LTMuNzVMMyAxNy4yNXpNMjAuNzEgNy4wNGMuMzktLjM5LjM5LTEuMDIgMC0xLjQxbC0yLjM0LTIuMzRjLS4zOS0uMzktMS4wMi0uMzktMS40MSAwbC0xLjgzIDEuODMgMy43NSAzLjc1IDEuODMtMS44M3oiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-ellipses: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPGNpcmNsZSBjeD0iNSIgY3k9IjEyIiByPSIyIi8+CiAgICA8Y2lyY2xlIGN4PSIxMiIgY3k9IjEyIiByPSIyIi8+CiAgICA8Y2lyY2xlIGN4PSIxOSIgY3k9IjEyIiByPSIyIi8+CiAgPC9nPgo8L3N2Zz4K);
+ --jp-icon-extension: url(data:image/svg+xml;base64,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);
+ --jp-icon-fast-forward: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIyNCIgaGVpZ2h0PSIyNCIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTQgMThsOC41LTZMNCA2djEyem05LTEydjEybDguNS02TDEzIDZ6Ii8+CiAgICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-file-upload: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTkgMTZoNnYtNmg0bC03LTctNyA3aDR6bS00IDJoMTR2Mkg1eiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-file: url(data:image/svg+xml;base64,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);
+ --jp-icon-filter-list: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEwIDE4aDR2LTJoLTR2MnpNMyA2djJoMThWNkgzem0zIDdoMTJ2LTJINnYyeiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-folder: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMTAgNEg0Yy0xLjEgMC0xLjk5LjktMS45OSAyTDIgMThjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY4YzAtMS4xLS45LTItMi0yaC04bC0yLTJ6Ii8+Cjwvc3ZnPgo=);
+ --jp-icon-html5: url(data:image/svg+xml;base64,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);
+ --jp-icon-image: url(data:image/svg+xml;base64,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);
+ --jp-icon-inspector: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMjAgNEg0Yy0xLjEgMC0xLjk5LjktMS45OSAyTDIgMThjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY2YzAtMS4xLS45LTItMi0yem0tNSAxNEg0di00aDExdjR6bTAtNUg0VjloMTF2NHptNSA1aC00VjloNHY5eiIvPgo8L3N2Zz4K);
+ --jp-icon-json: url(data:image/svg+xml;base64,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);
+ --jp-icon-jupyter-favicon: url(data:image/svg+xml;base64,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);
+ --jp-icon-jupyter: url(data:image/svg+xml;base64,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);
+ --jp-icon-jupyterlab-wordmark: 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+ --jp-icon-kernel: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICAgIDxwYXRoIGNsYXNzPSJqcC1pY29uMiIgZmlsbD0iIzYxNjE2MSIgZD0iTTE1IDlIOXY2aDZWOXptLTIgNGgtMnYtMmgydjJ6bTgtMlY5aC0yVjdjMC0xLjEtLjktMi0yLTJoLTJWM2gtMnYyaC0yVjNIOXYySDdjLTEuMSAwLTIgLjktMiAydjJIM3YyaDJ2MkgzdjJoMnYyYzAgMS4xLjkgMiAyIDJoMnYyaDJ2LTJoMnYyaDJ2LTJoMmMxLjEgMCAyLS45IDItMnYtMmgydi0yaC0ydi0yaDJ6bS00IDZIN1Y3aDEwdjEweiIvPgo8L3N2Zz4K);
+ --jp-icon-keyboard: url(data:image/svg+xml;base64,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);
+ --jp-icon-launcher: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMTkgMTlINVY1aDdWM0g1YTIgMiAwIDAwLTIgMnYxNGEyIDIgMCAwMDIgMmgxNGMxLjEgMCAyLS45IDItMnYtN2gtMnY3ek0xNCAzdjJoMy41OWwtOS44MyA5LjgzIDEuNDEgMS40MUwxOSA2LjQxVjEwaDJWM2gtN3oiLz4KPC9zdmc+Cg==);
+ --jp-icon-line-form: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICAgIDxwYXRoIGZpbGw9IndoaXRlIiBkPSJNNS44OCA0LjEyTDEzLjc2IDEybC03Ljg4IDcuODhMOCAyMmwxMC0xMEw4IDJ6Ii8+Cjwvc3ZnPgo=);
+ --jp-icon-link: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTMuOSAxMmMwLTEuNzEgMS4zOS0zLjEgMy4xLTMuMWg0VjdIN2MtMi43NiAwLTUgMi4yNC01IDVzMi4yNCA1IDUgNWg0di0xLjlIN2MtMS43MSAwLTMuMS0xLjM5LTMuMS0zLjF6TTggMTNoOHYtMkg4djJ6bTktNmgtNHYxLjloNGMxLjcxIDAgMy4xIDEuMzkgMy4xIDMuMXMtMS4zOSAzLjEtMy4xIDMuMWgtNFYxN2g0YzIuNzYgMCA1LTIuMjQgNS01cy0yLjI0LTUtNS01eiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-list: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICAgIDxwYXRoIGNsYXNzPSJqcC1pY29uMiBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiM2MTYxNjEiIGQ9Ik0xOSA1djE0SDVWNWgxNG0xLjEtMkgzLjljLS41IDAtLjkuNC0uOS45djE2LjJjMCAuNC40LjkuOS45aDE2LjJjLjQgMCAuOS0uNS45LS45VjMuOWMwLS41LS41LS45LS45LS45ek0xMSA3aDZ2MmgtNlY3em0wIDRoNnYyaC02di0yem0wIDRoNnYyaC02ek03IDdoMnYySDd6bTAgNGgydjJIN3ptMCA0aDJ2Mkg3eiIvPgo8L3N2Zz4=);
+ --jp-icon-listings-info: url(data:image/svg+xml;base64,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);
+ --jp-icon-markdown: url(data:image/svg+xml;base64,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);
+ --jp-icon-new-folder: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTIwIDZoLThsLTItMkg0Yy0xLjExIDAtMS45OS44OS0xLjk5IDJMMiAxOGMwIDEuMTEuODkgMiAyIDJoMTZjMS4xMSAwIDItLjg5IDItMlY4YzAtMS4xMS0uODktMi0yLTJ6bS0xIDhoLTN2M2gtMnYtM2gtM3YtMmgzVjloMnYzaDN2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-not-trusted: url(data:image/svg+xml;base64,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);
+ --jp-icon-notebook: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbi13YXJuMCBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiNFRjZDMDAiPgogICAgPHBhdGggZD0iTTE4LjcgMy4zdjE1LjRIMy4zVjMuM2gxNS40bTEuNS0xLjVIMS44djE4LjNoMTguM2wuMS0xOC4zeiIvPgogICAgPHBhdGggZD0iTTE2LjUgMTYuNWwtNS40LTQuMy01LjYgNC4zdi0xMWgxMXoiLz4KICA8L2c+Cjwvc3ZnPgo=);
+ --jp-icon-palette: url(data:image/svg+xml;base64,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);
+ --jp-icon-paste: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTE5IDJoLTQuMThDMTQuNC44NCAxMy4zIDAgMTIgMGMtMS4zIDAtMi40Ljg0LTIuODIgMkg1Yy0xLjEgMC0yIC45LTIgMnYxNmMwIDEuMS45IDIgMiAyaDE0YzEuMSAwIDItLjkgMi0yVjRjMC0xLjEtLjktMi0yLTJ6bS03IDBjLjU1IDAgMSAuNDUgMSAxcy0uNDUgMS0xIDEtMS0uNDUtMS0xIC40NS0xIDEtMXptNyAxOEg1VjRoMnYzaDEwVjRoMnYxNnoiLz4KICAgIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-python: url(data:image/svg+xml;base64,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);
+ --jp-icon-r-kernel: url(data:image/svg+xml;base64,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);
+ --jp-icon-react: url(data:image/svg+xml;base64,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);
+ --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);
+ --jp-icon-running: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDUxMiA1MTIiPgogIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICA8cGF0aCBkPSJNMjU2IDhDMTE5IDggOCAxMTkgOCAyNTZzMTExIDI0OCAyNDggMjQ4IDI0OC0xMTEgMjQ4LTI0OFMzOTMgOCAyNTYgOHptOTYgMzI4YzAgOC44LTcuMiAxNi0xNiAxNkgxNzZjLTguOCAwLTE2LTcuMi0xNi0xNlYxNzZjMC04LjggNy4yLTE2IDE2LTE2aDE2MGM4LjggMCAxNiA3LjIgMTYgMTZ2MTYweiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-save: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTE3IDNINWMtMS4xMSAwLTIgLjktMiAydjE0YzAgMS4xLjg5IDIgMiAyaDE0YzEuMSAwIDItLjkgMi0yVjdsLTQtNHptLTUgMTZjLTEuNjYgMC0zLTEuMzQtMy0zczEuMzQtMyAzLTMgMyAxLjM0IDMgMy0xLjM0IDMtMyAzem0zLTEwSDVWNWgxMHY0eiIvPgogICAgPC9nPgo8L3N2Zz4K);
+ --jp-icon-search: url(data:image/svg+xml;base64,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);
+ --jp-icon-settings: url(data:image/svg+xml;base64,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);
+ --jp-icon-spreadsheet: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8cGF0aCBjbGFzcz0ianAtaWNvbi1jb250cmFzdDEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNENBRjUwIiBkPSJNMi4yIDIuMnYxNy42aDE3LjZWMi4ySDIuMnptMTUuNCA3LjdoLTUuNVY0LjRoNS41djUuNXpNOS45IDQuNHY1LjVINC40VjQuNGg1LjV6bS01LjUgNy43aDUuNXY1LjVINC40di01LjV6bTcuNyA1LjV2LTUuNWg1LjV2NS41aC01LjV6Ii8+Cjwvc3ZnPgo=);
+ --jp-icon-stop: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPgogICAgICAgIDxwYXRoIGQ9Ik02IDZoMTJ2MTJINnoiLz4KICAgIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-tab: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTIxIDNIM2MtMS4xIDAtMiAuOS0yIDJ2MTRjMCAxLjEuOSAyIDIgMmgxOGMxLjEgMCAyLS45IDItMlY1YzAtMS4xLS45LTItMi0yem0wIDE2SDNWNWgxMHY0aDh2MTB6Ii8+CiAgPC9nPgo8L3N2Zz4K);
+ --jp-icon-terminal: url(data:image/svg+xml;base64,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);
+ --jp-icon-text-editor: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMTUgMTVIM3YyaDEydi0yem0wLThIM3YyaDEyVjd6TTMgMTNoMTh2LTJIM3Yyem0wIDhoMTh2LTJIM3Yyek0zIDN2MmgxOFYzSDN6Ii8+Cjwvc3ZnPgo=);
+ --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-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);
+ --jp-icon-yaml: url(data:image/svg+xml;base64,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);
+}
+
+/* Icon CSS class declarations */
+
+.jp-AddIcon {
+ background-image: var(--jp-icon-add);
+}
+.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-ConsoleIcon {
+ background-image: var(--jp-icon-console);
+}
+.jp-CopyIcon {
+ background-image: var(--jp-icon-copy);
+}
+.jp-CutIcon {
+ background-image: var(--jp-icon-cut);
+}
+.jp-DownloadIcon {
+ background-image: var(--jp-icon-download);
+}
+.jp-EditIcon {
+ background-image: var(--jp-icon-edit);
+}
+.jp-EllipsesIcon {
+ background-image: var(--jp-icon-ellipses);
+}
+.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-FilterListIcon {
+ background-image: var(--jp-icon-filter-list);
+}
+.jp-FolderIcon {
+ background-image: var(--jp-icon-folder);
+}
+.jp-Html5Icon {
+ background-image: var(--jp-icon-html5);
+}
+.jp-ImageIcon {
+ background-image: var(--jp-icon-image);
+}
+.jp-InspectorIcon {
+ background-image: var(--jp-icon-inspector);
+}
+.jp-JsonIcon {
+ background-image: var(--jp-icon-json);
+}
+.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-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-ListingsInfoIcon {
+ background-image: var(--jp-icon-listings-info);
+}
+.jp-MarkdownIcon {
+ background-image: var(--jp-icon-markdown);
+}
+.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-PaletteIcon {
+ background-image: var(--jp-icon-palette);
+}
+.jp-PasteIcon {
+ background-image: var(--jp-icon-paste);
+}
+.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-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-SpreadsheetIcon {
+ background-image: var(--jp-icon-spreadsheet);
+}
+.jp-StopIcon {
+ background-image: var(--jp-icon-stop);
+}
+.jp-TabIcon {
+ background-image: var(--jp-icon-tab);
+}
+.jp-TerminalIcon {
+ background-image: var(--jp-icon-terminal);
+}
+.jp-TextEditorIcon {
+ background-image: var(--jp-icon-text-editor);
+}
+.jp-TrustedIcon {
+ background-image: var(--jp-icon-trusted);
+}
+.jp-UndoIcon {
+ background-image: var(--jp-icon-undo);
+}
+.jp-VegaIcon {
+ background-image: var(--jp-icon-vega);
+}
+.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
+ */
+
+:root {
+ --jp-icon-search-white: url(data:image/svg+xml;base64,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);
+}
+
+.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.
+|----------------------------------------------------------------------------*/
+
+/**
+ * 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);
+}
+
+/* CSS for icons in selected items in the settings editor */
+#setting-editor .jp-PluginList .jp-mod-selected .jp-icon-selectable[fill] {
+ fill: #fff;
+}
+#setting-editor
+ .jp-PluginList
+ .jp-mod-selected
+ .jp-icon-selectable-inverse[fill] {
+ fill: var(--jp-brand-color1);
+}
+
+/* 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);
+}
+
+/* CSS for icons in selected tabs in the sidebar tab manager */
+#tab-manager .lm-TabBar-tab.jp-mod-active .jp-icon-selectable[fill] {
+ fill: #fff;
+}
+
+#tab-manager .lm-TabBar-tab.jp-mod-active .jp-icon-selectable-inverse[fill] {
+ fill: var(--jp-brand-color1);
+}
+#tab-manager
+ .lm-TabBar-tab.jp-mod-active
+ .jp-icon-hover
+ :hover
+ .jp-icon-selectable[fill] {
+ fill: var(--jp-brand-color1);
+}
+
+#tab-manager
+ .lm-TabBar-tab.jp-mod-active
+ .jp-icon-hover
+ :hover
+ .jp-icon-selectable-inverse[fill] {
+ fill: #fff;
+}
+
+/**
+ * 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 sidebar tab manager
+ */
+#tab-manager
+ .lm-TabBar-tab.jp-mod-dirty
+ > .lm-TabBar-tabCloseIcon
+ > :not(:hover)
+ > .jp-icon3[fill] {
+ fill: none;
+}
+#tab-manager
+ .lm-TabBar-tab.jp-mod-dirty
+ > .lm-TabBar-tabCloseIcon
+ > :not(:hover)
+ > .jp-icon-busy[fill] {
+ fill: var(--jp-inverse-layout-color3);
+}
+
+#tab-manager
+ .lm-TabBar-tab.jp-mod-dirty.jp-mod-active
+ > .lm-TabBar-tabCloseIcon
+ > :not(:hover)
+ > .jp-icon-busy[fill] {
+ fill: #fff;
+}
+
+/**
+* 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);
+}
+
+/* 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) svg {
+ 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.
+|----------------------------------------------------------------------------*/
+
+/* Sibling imports */
+
+/* Override Blueprint's _reset.scss styles */
+html {
+ box-sizing: unset;
+}
+
+*,
+*::before,
+*::after {
+ box-sizing: unset;
+}
+
+body {
+ color: unset;
+ font-family: var(--jp-ui-font-family);
+}
+
+p {
+ margin-top: unset;
+ margin-bottom: unset;
+}
+
+small {
+ font-size: unset;
+}
+
+strong {
+ font-weight: unset;
+}
+
+/* Override Blueprint's _typography.scss styles */
+a {
+ text-decoration: unset;
+ color: unset;
+}
+a:hover {
+ text-decoration: unset;
+ color: unset;
+}
+
+/* Override Blueprint's _accessibility.scss styles */
+:focus {
+ outline: unset;
+ outline-offset: unset;
+ -moz-outline-radius: unset;
+}
+
+/* Styles for ui-components */
+.jp-Button {
+ border-radius: var(--jp-border-radius);
+ padding: 0px 12px;
+ font-size: var(--jp-ui-font-size1);
+}
+
+/* Use our own theme for hover styles */
+button.jp-Button.bp3-button.bp3-minimal:hover {
+ background-color: var(--jp-layout-color2);
+}
+.jp-Button.minimal {
+ color: unset !important;
+}
+
+.jp-Button.jp-ToolbarButtonComponent {
+ text-transform: none;
+}
+
+.jp-InputGroup input {
+ box-sizing: border-box;
+ 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);
+}
+
+.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::placeholder,
+input::placeholder {
+ color: var(--jp-ui-font-color3);
+}
+
+.jp-BPIcon {
+ display: inline-block;
+ vertical-align: middle;
+ margin: auto;
+}
+
+/* Stop blueprint futzing with our icon fills */
+.bp3-icon.jp-BPIcon > svg:not([fill]) {
+ fill: var(--jp-inverse-layout-color3);
+}
+
+.jp-InputGroupAction {
+ 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);
+ height: 24px;
+ line-height: 14px;
+ padding: 0 25px 0 10px;
+ text-align: left;
+ -moz-appearance: none;
+ -webkit-appearance: none;
+}
+
+/* Use our own theme for hover and option styles */
+.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.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+.jp-Collapse {
+ display: flex;
+ flex-direction: column;
+ align-items: stretch;
+ border-top: 1px solid var(--jp-border-color2);
+ border-bottom: 1px solid var(--jp-border-color2);
+}
+
+.jp-Collapse-header {
+ padding: 1px 12px;
+ color: var(--jp-ui-font-color1);
+ background-color: var(--jp-layout-color1);
+ font-size: var(--jp-ui-font-size2);
+}
+
+.jp-Collapse-header:hover {
+ background-color: var(--jp-layout-color2);
+}
+
+.jp-Collapse-contents {
+ padding: 0px 12px 0px 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.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Variables
+|----------------------------------------------------------------------------*/
+
+:root {
+ --jp-private-commandpalette-search-height: 28px;
+}
+
+/*-----------------------------------------------------------------------------
+| Overall styles
+|----------------------------------------------------------------------------*/
+
+.lm-CommandPalette {
+ padding-bottom: 0px;
+ 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);
+}
+
+/*-----------------------------------------------------------------------------
+| Search
+|----------------------------------------------------------------------------*/
+
+.lm-CommandPalette-search {
+ padding: 4px;
+ background-color: var(--jp-layout-color1);
+ z-index: 2;
+}
+
+.lm-CommandPalette-wrapper {
+ overflow: overlay;
+ padding: 0px 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);
+}
+
+.lm-CommandPalette-wrapper::after {
+ content: ' ';
+ color: white;
+ background-color: var(--jp-brand-color1);
+ position: absolute;
+ top: 4px;
+ right: 4px;
+ height: 30px;
+ width: 10px;
+ padding: 0px 10px;
+ background-image: var(--jp-icon-search-white);
+ background-size: 20px;
+ background-repeat: no-repeat;
+ background-position: center;
+}
+
+.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-color3);
+ font-size: var(--jp-ui-font-size1);
+}
+
+/*-----------------------------------------------------------------------------
+| Results
+|----------------------------------------------------------------------------*/
+
+.lm-CommandPalette-header:first-child {
+ margin-top: 0px;
+}
+
+.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-color3);
+}
+
+.lm-CommandPalette-item.lm-mod-active {
+ background: var(--jp-layout-color3);
+}
+
+.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {
+ background: var(--jp-layout-color4);
+}
+
+.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-color3);
+}
+
+.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: 0.4;
+}
+
+.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: 0px 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: 0px;
+ left: 0px;
+ 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;
+ padding-bottom: 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);
+}
+
+.jp-Dialog-button {
+ overflow: visible;
+}
+
+button.jp-Dialog-button:focus {
+ outline: 1px solid var(--jp-brand-color1);
+ outline-offset: 4px;
+ -moz-outline-radius: 0px;
+}
+
+button.jp-Dialog-button:focus::-moz-focus-inner {
+ border: 0;
+}
+
+.jp-Dialog-header {
+ flex: 0 0 auto;
+ padding-bottom: 12px;
+ font-size: var(--jp-ui-font-size3);
+ font-weight: 400;
+ color: var(--jp-ui-font-color0);
+}
+
+.jp-Dialog-body {
+ display: flex;
+ flex-direction: column;
+ flex: 1 1 auto;
+ font-size: var(--jp-ui-font-size1);
+ background: var(--jp-layout-color1);
+ overflow: auto;
+}
+
+.jp-Dialog-footer {
+ display: flex;
+ flex-direction: row;
+ justify-content: flex-end;
+ flex: 0 0 auto;
+ margin-left: -12px;
+ margin-right: -12px;
+ padding: 12px;
+}
+
+.jp-Dialog-title {
+ overflow: hidden;
+ white-space: nowrap;
+ text-overflow: ellipsis;
+}
+
+.jp-Dialog-body > .jp-select-wrapper {
+ width: 100%;
+}
+
+.jp-Dialog-body > button {
+ padding: 0px 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) 2014-2016, Jupyter Development Team.
+|
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+.jp-HoverBox {
+ position: fixed;
+}
+
+.jp-HoverBox.jp-mod-outofview {
+ display: none;
+}
+
+/*-----------------------------------------------------------------------------
+| 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, `p-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-MainAreaWidget > :focus {
+ outline: none;
+}
+
+/**
+ * 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: #aa00ff;
+
+ --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: #ffff00;
+ --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: #eeeeee;
+ --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) 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 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: 0px 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.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);
+ height: 28px;
+ box-sizing: border-box;
+ margin-bottom: 12px;
+}
+
+.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 {
+ background-color: var(--jp-layout-color1);
+ cursor: pointer;
+ color: var(--jp-ui-font-color0);
+ background-color: var(--jp-input-hover-background);
+ box-shadow: inset 0 0px 1px rgba(0, 0, 0, 0.5);
+}
+
+select.jp-mod-styled {
+ flex: 1 1 auto;
+ height: 32px;
+ 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: 0px;
+ outline: none;
+ appearance: none;
+ -webkit-appearance: none;
+ -moz-appearance: none;
+}
+
+/*-----------------------------------------------------------------------------
+| 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: 1;
+}
+
+/* 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: 0px;
+ margin: 0px;
+}
+
+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: 0px 6px;
+ margin: 0px;
+ 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: 0px;
+ 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);
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+
+/* <DEPRECATED> */ body.p-mod-override-cursor *, /* </DEPRECATED> */
+body.lm-mod-override-cursor * {
+ cursor: inherit !important;
+}
+
+/*-----------------------------------------------------------------------------
+| 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: 0px;
+ 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.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* BASICS */
+
+.CodeMirror {
+ /* Set height, width, borders, and global font properties here */
+ font-family: monospace;
+ height: 300px;
+ color: black;
+ direction: ltr;
+}
+
+/* PADDING */
+
+.CodeMirror-lines {
+ padding: 4px 0; /* Vertical padding around content */
+}
+.CodeMirror pre.CodeMirror-line,
+.CodeMirror pre.CodeMirror-line-like {
+ padding: 0 4px; /* Horizontal padding of content */
+}
+
+.CodeMirror-scrollbar-filler, .CodeMirror-gutter-filler {
+ background-color: white; /* The little square between H and V scrollbars */
+}
+
+/* GUTTER */
+
+.CodeMirror-gutters {
+ border-right: 1px solid #ddd;
+ background-color: #f7f7f7;
+ white-space: nowrap;
+}
+.CodeMirror-linenumbers {}
+.CodeMirror-linenumber {
+ padding: 0 3px 0 5px;
+ min-width: 20px;
+ text-align: right;
+ color: #999;
+ white-space: nowrap;
+}
+
+.CodeMirror-guttermarker { color: black; }
+.CodeMirror-guttermarker-subtle { color: #999; }
+
+/* CURSOR */
+
+.CodeMirror-cursor {
+ border-left: 1px solid black;
+ border-right: none;
+ width: 0;
+}
+/* Shown when moving in bi-directional text */
+.CodeMirror div.CodeMirror-secondarycursor {
+ border-left: 1px solid silver;
+}
+.cm-fat-cursor .CodeMirror-cursor {
+ width: auto;
+ border: 0 !important;
+ background: #7e7;
+}
+.cm-fat-cursor div.CodeMirror-cursors {
+ z-index: 1;
+}
+.cm-fat-cursor-mark {
+ background-color: rgba(20, 255, 20, 0.5);
+ -webkit-animation: blink 1.06s steps(1) infinite;
+ -moz-animation: blink 1.06s steps(1) infinite;
+ animation: blink 1.06s steps(1) infinite;
+}
+.cm-animate-fat-cursor {
+ width: auto;
+ border: 0;
+ -webkit-animation: blink 1.06s steps(1) infinite;
+ -moz-animation: blink 1.06s steps(1) infinite;
+ animation: blink 1.06s steps(1) infinite;
+ background-color: #7e7;
+}
+@-moz-keyframes blink {
+ 0% {}
+ 50% { background-color: transparent; }
+ 100% {}
+}
+@-webkit-keyframes blink {
+ 0% {}
+ 50% { background-color: transparent; }
+ 100% {}
+}
+@keyframes blink {
+ 0% {}
+ 50% { background-color: transparent; }
+ 100% {}
+}
+
+/* Can style cursor different in overwrite (non-insert) mode */
+.CodeMirror-overwrite .CodeMirror-cursor {}
+
+.cm-tab { display: inline-block; text-decoration: inherit; }
+
+.CodeMirror-rulers {
+ position: absolute;
+ left: 0; right: 0; top: -50px; bottom: 0;
+ overflow: hidden;
+}
+.CodeMirror-ruler {
+ border-left: 1px solid #ccc;
+ top: 0; bottom: 0;
+ position: absolute;
+}
+
+/* DEFAULT THEME */
+
+.cm-s-default .cm-header {color: blue;}
+.cm-s-default .cm-quote {color: #090;}
+.cm-negative {color: #d44;}
+.cm-positive {color: #292;}
+.cm-header, .cm-strong {font-weight: bold;}
+.cm-em {font-style: italic;}
+.cm-link {text-decoration: underline;}
+.cm-strikethrough {text-decoration: line-through;}
+
+.cm-s-default .cm-keyword {color: #708;}
+.cm-s-default .cm-atom {color: #219;}
+.cm-s-default .cm-number {color: #164;}
+.cm-s-default .cm-def {color: #00f;}
+.cm-s-default .cm-variable,
+.cm-s-default .cm-punctuation,
+.cm-s-default .cm-property,
+.cm-s-default .cm-operator {}
+.cm-s-default .cm-variable-2 {color: #05a;}
+.cm-s-default .cm-variable-3, .cm-s-default .cm-type {color: #085;}
+.cm-s-default .cm-comment {color: #a50;}
+.cm-s-default .cm-string {color: #a11;}
+.cm-s-default .cm-string-2 {color: #f50;}
+.cm-s-default .cm-meta {color: #555;}
+.cm-s-default .cm-qualifier {color: #555;}
+.cm-s-default .cm-builtin {color: #30a;}
+.cm-s-default .cm-bracket {color: #997;}
+.cm-s-default .cm-tag {color: #170;}
+.cm-s-default .cm-attribute {color: #00c;}
+.cm-s-default .cm-hr {color: #999;}
+.cm-s-default .cm-link {color: #00c;}
+
+.cm-s-default .cm-error {color: #f00;}
+.cm-invalidchar {color: #f00;}
+
+.CodeMirror-composing { border-bottom: 2px solid; }
+
+/* Default styles for common addons */
+
+div.CodeMirror span.CodeMirror-matchingbracket {color: #0b0;}
+div.CodeMirror span.CodeMirror-nonmatchingbracket {color: #a22;}
+.CodeMirror-matchingtag { background: rgba(255, 150, 0, .3); }
+.CodeMirror-activeline-background {background: #e8f2ff;}
+
+/* STOP */
+
+/* The rest of this file contains styles related to the mechanics of
+ the editor. You probably shouldn't touch them. */
+
+.CodeMirror {
+ position: relative;
+ overflow: hidden;
+ background: white;
+}
+
+.CodeMirror-scroll {
+ overflow: scroll !important; /* Things will break if this is overridden */
+ /* 30px is the magic margin used to hide the element's real scrollbars */
+ /* See overflow: hidden in .CodeMirror */
+ margin-bottom: -30px; margin-right: -30px;
+ padding-bottom: 30px;
+ height: 100%;
+ outline: none; /* Prevent dragging from highlighting the element */
+ position: relative;
+}
+.CodeMirror-sizer {
+ position: relative;
+ border-right: 30px solid transparent;
+}
+
+/* The fake, visible scrollbars. Used to force redraw during scrolling
+ before actual scrolling happens, thus preventing shaking and
+ flickering artifacts. */
+.CodeMirror-vscrollbar, .CodeMirror-hscrollbar, .CodeMirror-scrollbar-filler, .CodeMirror-gutter-filler {
+ position: absolute;
+ z-index: 6;
+ display: none;
+}
+.CodeMirror-vscrollbar {
+ right: 0; top: 0;
+ overflow-x: hidden;
+ overflow-y: scroll;
+}
+.CodeMirror-hscrollbar {
+ bottom: 0; left: 0;
+ overflow-y: hidden;
+ overflow-x: scroll;
+}
+.CodeMirror-scrollbar-filler {
+ right: 0; bottom: 0;
+}
+.CodeMirror-gutter-filler {
+ left: 0; bottom: 0;
+}
+
+.CodeMirror-gutters {
+ position: absolute; left: 0; top: 0;
+ min-height: 100%;
+ z-index: 3;
+}
+.CodeMirror-gutter {
+ white-space: normal;
+ height: 100%;
+ display: inline-block;
+ vertical-align: top;
+ margin-bottom: -30px;
+}
+.CodeMirror-gutter-wrapper {
+ position: absolute;
+ z-index: 4;
+ background: none !important;
+ border: none !important;
+}
+.CodeMirror-gutter-background {
+ position: absolute;
+ top: 0; bottom: 0;
+ z-index: 4;
+}
+.CodeMirror-gutter-elt {
+ position: absolute;
+ cursor: default;
+ z-index: 4;
+}
+.CodeMirror-gutter-wrapper ::selection { background-color: transparent }
+.CodeMirror-gutter-wrapper ::-moz-selection { background-color: transparent }
+
+.CodeMirror-lines {
+ cursor: text;
+ min-height: 1px; /* prevents collapsing before first draw */
+}
+.CodeMirror pre.CodeMirror-line,
+.CodeMirror pre.CodeMirror-line-like {
+ /* Reset some styles that the rest of the page might have set */
+ -moz-border-radius: 0; -webkit-border-radius: 0; border-radius: 0;
+ border-width: 0;
+ background: transparent;
+ font-family: inherit;
+ font-size: inherit;
+ margin: 0;
+ white-space: pre;
+ word-wrap: normal;
+ line-height: inherit;
+ color: inherit;
+ z-index: 2;
+ position: relative;
+ overflow: visible;
+ -webkit-tap-highlight-color: transparent;
+ -webkit-font-variant-ligatures: contextual;
+ font-variant-ligatures: contextual;
+}
+.CodeMirror-wrap pre.CodeMirror-line,
+.CodeMirror-wrap pre.CodeMirror-line-like {
+ word-wrap: break-word;
+ white-space: pre-wrap;
+ word-break: normal;
+}
+
+.CodeMirror-linebackground {
+ position: absolute;
+ left: 0; right: 0; top: 0; bottom: 0;
+ z-index: 0;
+}
+
+.CodeMirror-linewidget {
+ position: relative;
+ z-index: 2;
+ padding: 0.1px; /* Force widget margins to stay inside of the container */
+}
+
+.CodeMirror-widget {}
+
+.CodeMirror-rtl pre { direction: rtl; }
+
+.CodeMirror-code {
+ outline: none;
+}
+
+/* Force content-box sizing for the elements where we expect it */
+.CodeMirror-scroll,
+.CodeMirror-sizer,
+.CodeMirror-gutter,
+.CodeMirror-gutters,
+.CodeMirror-linenumber {
+ -moz-box-sizing: content-box;
+ box-sizing: content-box;
+}
+
+.CodeMirror-measure {
+ position: absolute;
+ width: 100%;
+ height: 0;
+ overflow: hidden;
+ visibility: hidden;
+}
+
+.CodeMirror-cursor {
+ position: absolute;
+ pointer-events: none;
+}
+.CodeMirror-measure pre { position: static; }
+
+div.CodeMirror-cursors {
+ visibility: hidden;
+ position: relative;
+ z-index: 3;
+}
+div.CodeMirror-dragcursors {
+ visibility: visible;
+}
+
+.CodeMirror-focused div.CodeMirror-cursors {
+ visibility: visible;
+}
+
+.CodeMirror-selected { background: #d9d9d9; }
+.CodeMirror-focused .CodeMirror-selected { background: #d7d4f0; }
+.CodeMirror-crosshair { cursor: crosshair; }
+.CodeMirror-line::selection, .CodeMirror-line > span::selection, .CodeMirror-line > span > span::selection { background: #d7d4f0; }
+.CodeMirror-line::-moz-selection, .CodeMirror-line > span::-moz-selection, .CodeMirror-line > span > span::-moz-selection { background: #d7d4f0; }
+
+.cm-searching {
+ background-color: #ffa;
+ background-color: rgba(255, 255, 0, .4);
+}
+
+/* Used to force a border model for a node */
+.cm-force-border { padding-right: .1px; }
+
+@media print {
+ /* Hide the cursor when printing */
+ .CodeMirror div.CodeMirror-cursors {
+ visibility: hidden;
+ }
+}
+
+/* See issue #2901 */
+.cm-tab-wrap-hack:after { content: ''; }
+
+/* Help users use markselection to safely style text background */
+span.CodeMirror-selectedtext { background: none; }
+
+.CodeMirror-dialog {
+ position: absolute;
+ left: 0; right: 0;
+ background: inherit;
+ z-index: 15;
+ padding: .1em .8em;
+ overflow: hidden;
+ color: inherit;
+}
+
+.CodeMirror-dialog-top {
+ border-bottom: 1px solid #eee;
+ top: 0;
+}
+
+.CodeMirror-dialog-bottom {
+ border-top: 1px solid #eee;
+ bottom: 0;
+}
+
+.CodeMirror-dialog input {
+ border: none;
+ outline: none;
+ background: transparent;
+ width: 20em;
+ color: inherit;
+ font-family: monospace;
+}
+
+.CodeMirror-dialog button {
+ font-size: 70%;
+}
+
+.CodeMirror-foldmarker {
+ color: blue;
+ text-shadow: #b9f 1px 1px 2px, #b9f -1px -1px 2px, #b9f 1px -1px 2px, #b9f -1px 1px 2px;
+ font-family: arial;
+ line-height: .3;
+ cursor: pointer;
+}
+.CodeMirror-foldgutter {
+ width: .7em;
+}
+.CodeMirror-foldgutter-open,
+.CodeMirror-foldgutter-folded {
+ cursor: pointer;
+}
+.CodeMirror-foldgutter-open:after {
+ content: "\25BE";
+}
+.CodeMirror-foldgutter-folded:after {
+ content: "\25B8";
+}
+
+/*
+ Name: material
+ Author: Mattia Astorino (http://github.com/equinusocio)
+ Website: https://material-theme.site/
+*/
+
+.cm-s-material.CodeMirror {
+ background-color: #263238;
+ color: #EEFFFF;
+}
+
+.cm-s-material .CodeMirror-gutters {
+ background: #263238;
+ color: #546E7A;
+ border: none;
+}
+
+.cm-s-material .CodeMirror-guttermarker,
+.cm-s-material .CodeMirror-guttermarker-subtle,
+.cm-s-material .CodeMirror-linenumber {
+ color: #546E7A;
+}
+
+.cm-s-material .CodeMirror-cursor {
+ border-left: 1px solid #FFCC00;
+}
+
+.cm-s-material div.CodeMirror-selected {
+ background: rgba(128, 203, 196, 0.2);
+}
+
+.cm-s-material.CodeMirror-focused div.CodeMirror-selected {
+ background: rgba(128, 203, 196, 0.2);
+}
+
+.cm-s-material .CodeMirror-line::selection,
+.cm-s-material .CodeMirror-line>span::selection,
+.cm-s-material .CodeMirror-line>span>span::selection {
+ background: rgba(128, 203, 196, 0.2);
+}
+
+.cm-s-material .CodeMirror-line::-moz-selection,
+.cm-s-material .CodeMirror-line>span::-moz-selection,
+.cm-s-material .CodeMirror-line>span>span::-moz-selection {
+ background: rgba(128, 203, 196, 0.2);
+}
+
+.cm-s-material .CodeMirror-activeline-background {
+ background: rgba(0, 0, 0, 0.5);
+}
+
+.cm-s-material .cm-keyword {
+ color: #C792EA;
+}
+
+.cm-s-material .cm-operator {
+ color: #89DDFF;
+}
+
+.cm-s-material .cm-variable-2 {
+ color: #EEFFFF;
+}
+
+.cm-s-material .cm-variable-3,
+.cm-s-material .cm-type {
+ color: #f07178;
+}
+
+.cm-s-material .cm-builtin {
+ color: #FFCB6B;
+}
+
+.cm-s-material .cm-atom {
+ color: #F78C6C;
+}
+
+.cm-s-material .cm-number {
+ color: #FF5370;
+}
+
+.cm-s-material .cm-def {
+ color: #82AAFF;
+}
+
+.cm-s-material .cm-string {
+ color: #C3E88D;
+}
+
+.cm-s-material .cm-string-2 {
+ color: #f07178;
+}
+
+.cm-s-material .cm-comment {
+ color: #546E7A;
+}
+
+.cm-s-material .cm-variable {
+ color: #f07178;
+}
+
+.cm-s-material .cm-tag {
+ color: #FF5370;
+}
+
+.cm-s-material .cm-meta {
+ color: #FFCB6B;
+}
+
+.cm-s-material .cm-attribute {
+ color: #C792EA;
+}
+
+.cm-s-material .cm-property {
+ color: #C792EA;
+}
+
+.cm-s-material .cm-qualifier {
+ color: #DECB6B;
+}
+
+.cm-s-material .cm-variable-3,
+.cm-s-material .cm-type {
+ color: #DECB6B;
+}
+
+
+.cm-s-material .cm-error {
+ color: rgba(255, 255, 255, 1.0);
+ background-color: #FF5370;
+}
+
+.cm-s-material .CodeMirror-matchingbracket {
+ text-decoration: underline;
+ color: white !important;
+}
+/**
+ * "
+ * Using Zenburn color palette from the Emacs Zenburn Theme
+ * https://github.com/bbatsov/zenburn-emacs/blob/master/zenburn-theme.el
+ *
+ * Also using parts of https://github.com/xavi/coderay-lighttable-theme
+ * "
+ * From: https://github.com/wisenomad/zenburn-lighttable-theme/blob/master/zenburn.css
+ */
+
+.cm-s-zenburn .CodeMirror-gutters { background: #3f3f3f !important; }
+.cm-s-zenburn .CodeMirror-foldgutter-open, .CodeMirror-foldgutter-folded { color: #999; }
+.cm-s-zenburn .CodeMirror-cursor { border-left: 1px solid white; }
+.cm-s-zenburn { background-color: #3f3f3f; color: #dcdccc; }
+.cm-s-zenburn span.cm-builtin { color: #dcdccc; font-weight: bold; }
+.cm-s-zenburn span.cm-comment { color: #7f9f7f; }
+.cm-s-zenburn span.cm-keyword { color: #f0dfaf; font-weight: bold; }
+.cm-s-zenburn span.cm-atom { color: #bfebbf; }
+.cm-s-zenburn span.cm-def { color: #dcdccc; }
+.cm-s-zenburn span.cm-variable { color: #dfaf8f; }
+.cm-s-zenburn span.cm-variable-2 { color: #dcdccc; }
+.cm-s-zenburn span.cm-string { color: #cc9393; }
+.cm-s-zenburn span.cm-string-2 { color: #cc9393; }
+.cm-s-zenburn span.cm-number { color: #dcdccc; }
+.cm-s-zenburn span.cm-tag { color: #93e0e3; }
+.cm-s-zenburn span.cm-property { color: #dfaf8f; }
+.cm-s-zenburn span.cm-attribute { color: #dfaf8f; }
+.cm-s-zenburn span.cm-qualifier { color: #7cb8bb; }
+.cm-s-zenburn span.cm-meta { color: #f0dfaf; }
+.cm-s-zenburn span.cm-header { color: #f0efd0; }
+.cm-s-zenburn span.cm-operator { color: #f0efd0; }
+.cm-s-zenburn span.CodeMirror-matchingbracket { box-sizing: border-box; background: transparent; border-bottom: 1px solid; }
+.cm-s-zenburn span.CodeMirror-nonmatchingbracket { border-bottom: 1px solid; background: none; }
+.cm-s-zenburn .CodeMirror-activeline { background: #000000; }
+.cm-s-zenburn .CodeMirror-activeline-background { background: #000000; }
+.cm-s-zenburn div.CodeMirror-selected { background: #545454; }
+.cm-s-zenburn .CodeMirror-focused div.CodeMirror-selected { background: #4f4f4f; }
+
+.cm-s-abcdef.CodeMirror { background: #0f0f0f; color: #defdef; }
+.cm-s-abcdef div.CodeMirror-selected { background: #515151; }
+.cm-s-abcdef .CodeMirror-line::selection, .cm-s-abcdef .CodeMirror-line > span::selection, .cm-s-abcdef .CodeMirror-line > span > span::selection { background: rgba(56, 56, 56, 0.99); }
+.cm-s-abcdef .CodeMirror-line::-moz-selection, .cm-s-abcdef .CodeMirror-line > span::-moz-selection, .cm-s-abcdef .CodeMirror-line > span > span::-moz-selection { background: rgba(56, 56, 56, 0.99); }
+.cm-s-abcdef .CodeMirror-gutters { background: #555; border-right: 2px solid #314151; }
+.cm-s-abcdef .CodeMirror-guttermarker { color: #222; }
+.cm-s-abcdef .CodeMirror-guttermarker-subtle { color: azure; }
+.cm-s-abcdef .CodeMirror-linenumber { color: #FFFFFF; }
+.cm-s-abcdef .CodeMirror-cursor { border-left: 1px solid #00FF00; }
+
+.cm-s-abcdef span.cm-keyword { color: darkgoldenrod; font-weight: bold; }
+.cm-s-abcdef span.cm-atom { color: #77F; }
+.cm-s-abcdef span.cm-number { color: violet; }
+.cm-s-abcdef span.cm-def { color: #fffabc; }
+.cm-s-abcdef span.cm-variable { color: #abcdef; }
+.cm-s-abcdef span.cm-variable-2 { color: #cacbcc; }
+.cm-s-abcdef span.cm-variable-3, .cm-s-abcdef span.cm-type { color: #def; }
+.cm-s-abcdef span.cm-property { color: #fedcba; }
+.cm-s-abcdef span.cm-operator { color: #ff0; }
+.cm-s-abcdef span.cm-comment { color: #7a7b7c; font-style: italic;}
+.cm-s-abcdef span.cm-string { color: #2b4; }
+.cm-s-abcdef span.cm-meta { color: #C9F; }
+.cm-s-abcdef span.cm-qualifier { color: #FFF700; }
+.cm-s-abcdef span.cm-builtin { color: #30aabc; }
+.cm-s-abcdef span.cm-bracket { color: #8a8a8a; }
+.cm-s-abcdef span.cm-tag { color: #FFDD44; }
+.cm-s-abcdef span.cm-attribute { color: #DDFF00; }
+.cm-s-abcdef span.cm-error { color: #FF0000; }
+.cm-s-abcdef span.cm-header { color: aquamarine; font-weight: bold; }
+.cm-s-abcdef span.cm-link { color: blueviolet; }
+
+.cm-s-abcdef .CodeMirror-activeline-background { background: #314151; }
+
+/*
+
+ Name: Base16 Default Light
+ Author: Chris Kempson (http://chriskempson.com)
+
+ CodeMirror template by Jan T. Sott (https://github.com/idleberg/base16-codemirror)
+ Original Base16 color scheme by Chris Kempson (https://github.com/chriskempson/base16)
+
+*/
+
+.cm-s-base16-light.CodeMirror { background: #f5f5f5; color: #202020; }
+.cm-s-base16-light div.CodeMirror-selected { background: #e0e0e0; }
+.cm-s-base16-light .CodeMirror-line::selection, .cm-s-base16-light .CodeMirror-line > span::selection, .cm-s-base16-light .CodeMirror-line > span > span::selection { background: #e0e0e0; }
+.cm-s-base16-light .CodeMirror-line::-moz-selection, .cm-s-base16-light .CodeMirror-line > span::-moz-selection, .cm-s-base16-light .CodeMirror-line > span > span::-moz-selection { background: #e0e0e0; }
+.cm-s-base16-light .CodeMirror-gutters { background: #f5f5f5; border-right: 0px; }
+.cm-s-base16-light .CodeMirror-guttermarker { color: #ac4142; }
+.cm-s-base16-light .CodeMirror-guttermarker-subtle { color: #b0b0b0; }
+.cm-s-base16-light .CodeMirror-linenumber { color: #b0b0b0; }
+.cm-s-base16-light .CodeMirror-cursor { border-left: 1px solid #505050; }
+
+.cm-s-base16-light span.cm-comment { color: #8f5536; }
+.cm-s-base16-light span.cm-atom { color: #aa759f; }
+.cm-s-base16-light span.cm-number { color: #aa759f; }
+
+.cm-s-base16-light span.cm-property, .cm-s-base16-light span.cm-attribute { color: #90a959; }
+.cm-s-base16-light span.cm-keyword { color: #ac4142; }
+.cm-s-base16-light span.cm-string { color: #f4bf75; }
+
+.cm-s-base16-light span.cm-variable { color: #90a959; }
+.cm-s-base16-light span.cm-variable-2 { color: #6a9fb5; }
+.cm-s-base16-light span.cm-def { color: #d28445; }
+.cm-s-base16-light span.cm-bracket { color: #202020; }
+.cm-s-base16-light span.cm-tag { color: #ac4142; }
+.cm-s-base16-light span.cm-link { color: #aa759f; }
+.cm-s-base16-light span.cm-error { background: #ac4142; color: #505050; }
+
+.cm-s-base16-light .CodeMirror-activeline-background { background: #DDDCDC; }
+.cm-s-base16-light .CodeMirror-matchingbracket { color: #f5f5f5 !important; background-color: #6A9FB5 !important}
+
+/*
+
+ Name: Base16 Default Dark
+ Author: Chris Kempson (http://chriskempson.com)
+
+ CodeMirror template by Jan T. Sott (https://github.com/idleberg/base16-codemirror)
+ Original Base16 color scheme by Chris Kempson (https://github.com/chriskempson/base16)
+
+*/
+
+.cm-s-base16-dark.CodeMirror { background: #151515; color: #e0e0e0; }
+.cm-s-base16-dark div.CodeMirror-selected { background: #303030; }
+.cm-s-base16-dark .CodeMirror-line::selection, .cm-s-base16-dark .CodeMirror-line > span::selection, .cm-s-base16-dark .CodeMirror-line > span > span::selection { background: rgba(48, 48, 48, .99); }
+.cm-s-base16-dark .CodeMirror-line::-moz-selection, .cm-s-base16-dark .CodeMirror-line > span::-moz-selection, .cm-s-base16-dark .CodeMirror-line > span > span::-moz-selection { background: rgba(48, 48, 48, .99); }
+.cm-s-base16-dark .CodeMirror-gutters { background: #151515; border-right: 0px; }
+.cm-s-base16-dark .CodeMirror-guttermarker { color: #ac4142; }
+.cm-s-base16-dark .CodeMirror-guttermarker-subtle { color: #505050; }
+.cm-s-base16-dark .CodeMirror-linenumber { color: #505050; }
+.cm-s-base16-dark .CodeMirror-cursor { border-left: 1px solid #b0b0b0; }
+
+.cm-s-base16-dark span.cm-comment { color: #8f5536; }
+.cm-s-base16-dark span.cm-atom { color: #aa759f; }
+.cm-s-base16-dark span.cm-number { color: #aa759f; }
+
+.cm-s-base16-dark span.cm-property, .cm-s-base16-dark span.cm-attribute { color: #90a959; }
+.cm-s-base16-dark span.cm-keyword { color: #ac4142; }
+.cm-s-base16-dark span.cm-string { color: #f4bf75; }
+
+.cm-s-base16-dark span.cm-variable { color: #90a959; }
+.cm-s-base16-dark span.cm-variable-2 { color: #6a9fb5; }
+.cm-s-base16-dark span.cm-def { color: #d28445; }
+.cm-s-base16-dark span.cm-bracket { color: #e0e0e0; }
+.cm-s-base16-dark span.cm-tag { color: #ac4142; }
+.cm-s-base16-dark span.cm-link { color: #aa759f; }
+.cm-s-base16-dark span.cm-error { background: #ac4142; color: #b0b0b0; }
+
+.cm-s-base16-dark .CodeMirror-activeline-background { background: #202020; }
+.cm-s-base16-dark .CodeMirror-matchingbracket { text-decoration: underline; color: white !important; }
+
+/*
+
+ Name: dracula
+ Author: Michael Kaminsky (http://github.com/mkaminsky11)
+
+ Original dracula color scheme by Zeno Rocha (https://github.com/zenorocha/dracula-theme)
+
+*/
+
+
+.cm-s-dracula.CodeMirror, .cm-s-dracula .CodeMirror-gutters {
+ background-color: #282a36 !important;
+ color: #f8f8f2 !important;
+ border: none;
+}
+.cm-s-dracula .CodeMirror-gutters { color: #282a36; }
+.cm-s-dracula .CodeMirror-cursor { border-left: solid thin #f8f8f0; }
+.cm-s-dracula .CodeMirror-linenumber { color: #6D8A88; }
+.cm-s-dracula .CodeMirror-selected { background: rgba(255, 255, 255, 0.10); }
+.cm-s-dracula .CodeMirror-line::selection, .cm-s-dracula .CodeMirror-line > span::selection, .cm-s-dracula .CodeMirror-line > span > span::selection { background: rgba(255, 255, 255, 0.10); }
+.cm-s-dracula .CodeMirror-line::-moz-selection, .cm-s-dracula .CodeMirror-line > span::-moz-selection, .cm-s-dracula .CodeMirror-line > span > span::-moz-selection { background: rgba(255, 255, 255, 0.10); }
+.cm-s-dracula span.cm-comment { color: #6272a4; }
+.cm-s-dracula span.cm-string, .cm-s-dracula span.cm-string-2 { color: #f1fa8c; }
+.cm-s-dracula span.cm-number { color: #bd93f9; }
+.cm-s-dracula span.cm-variable { color: #50fa7b; }
+.cm-s-dracula span.cm-variable-2 { color: white; }
+.cm-s-dracula span.cm-def { color: #50fa7b; }
+.cm-s-dracula span.cm-operator { color: #ff79c6; }
+.cm-s-dracula span.cm-keyword { color: #ff79c6; }
+.cm-s-dracula span.cm-atom { color: #bd93f9; }
+.cm-s-dracula span.cm-meta { color: #f8f8f2; }
+.cm-s-dracula span.cm-tag { color: #ff79c6; }
+.cm-s-dracula span.cm-attribute { color: #50fa7b; }
+.cm-s-dracula span.cm-qualifier { color: #50fa7b; }
+.cm-s-dracula span.cm-property { color: #66d9ef; }
+.cm-s-dracula span.cm-builtin { color: #50fa7b; }
+.cm-s-dracula span.cm-variable-3, .cm-s-dracula span.cm-type { color: #ffb86c; }
+
+.cm-s-dracula .CodeMirror-activeline-background { background: rgba(255,255,255,0.1); }
+.cm-s-dracula .CodeMirror-matchingbracket { text-decoration: underline; color: white !important; }
+
+/*
+
+ Name: Hopscotch
+ Author: Jan T. Sott
+
+ CodeMirror template by Jan T. Sott (https://github.com/idleberg/base16-codemirror)
+ Original Base16 color scheme by Chris Kempson (https://github.com/chriskempson/base16)
+
+*/
+
+.cm-s-hopscotch.CodeMirror {background: #322931; color: #d5d3d5;}
+.cm-s-hopscotch div.CodeMirror-selected {background: #433b42 !important;}
+.cm-s-hopscotch .CodeMirror-gutters {background: #322931; border-right: 0px;}
+.cm-s-hopscotch .CodeMirror-linenumber {color: #797379;}
+.cm-s-hopscotch .CodeMirror-cursor {border-left: 1px solid #989498 !important;}
+
+.cm-s-hopscotch span.cm-comment {color: #b33508;}
+.cm-s-hopscotch span.cm-atom {color: #c85e7c;}
+.cm-s-hopscotch span.cm-number {color: #c85e7c;}
+
+.cm-s-hopscotch span.cm-property, .cm-s-hopscotch span.cm-attribute {color: #8fc13e;}
+.cm-s-hopscotch span.cm-keyword {color: #dd464c;}
+.cm-s-hopscotch span.cm-string {color: #fdcc59;}
+
+.cm-s-hopscotch span.cm-variable {color: #8fc13e;}
+.cm-s-hopscotch span.cm-variable-2 {color: #1290bf;}
+.cm-s-hopscotch span.cm-def {color: #fd8b19;}
+.cm-s-hopscotch span.cm-error {background: #dd464c; color: #989498;}
+.cm-s-hopscotch span.cm-bracket {color: #d5d3d5;}
+.cm-s-hopscotch span.cm-tag {color: #dd464c;}
+.cm-s-hopscotch span.cm-link {color: #c85e7c;}
+
+.cm-s-hopscotch .CodeMirror-matchingbracket { text-decoration: underline; color: white !important;}
+.cm-s-hopscotch .CodeMirror-activeline-background { background: #302020; }
+
+/****************************************************************/
+/* Based on mbonaci's Brackets mbo theme */
+/* https://github.com/mbonaci/global/blob/master/Mbo.tmTheme */
+/* Create your own: http://tmtheme-editor.herokuapp.com */
+/****************************************************************/
+
+.cm-s-mbo.CodeMirror { background: #2c2c2c; color: #ffffec; }
+.cm-s-mbo div.CodeMirror-selected { background: #716C62; }
+.cm-s-mbo .CodeMirror-line::selection, .cm-s-mbo .CodeMirror-line > span::selection, .cm-s-mbo .CodeMirror-line > span > span::selection { background: rgba(113, 108, 98, .99); }
+.cm-s-mbo .CodeMirror-line::-moz-selection, .cm-s-mbo .CodeMirror-line > span::-moz-selection, .cm-s-mbo .CodeMirror-line > span > span::-moz-selection { background: rgba(113, 108, 98, .99); }
+.cm-s-mbo .CodeMirror-gutters { background: #4e4e4e; border-right: 0px; }
+.cm-s-mbo .CodeMirror-guttermarker { color: white; }
+.cm-s-mbo .CodeMirror-guttermarker-subtle { color: grey; }
+.cm-s-mbo .CodeMirror-linenumber { color: #dadada; }
+.cm-s-mbo .CodeMirror-cursor { border-left: 1px solid #ffffec; }
+
+.cm-s-mbo span.cm-comment { color: #95958a; }
+.cm-s-mbo span.cm-atom { color: #00a8c6; }
+.cm-s-mbo span.cm-number { color: #00a8c6; }
+
+.cm-s-mbo span.cm-property, .cm-s-mbo span.cm-attribute { color: #9ddfe9; }
+.cm-s-mbo span.cm-keyword { color: #ffb928; }
+.cm-s-mbo span.cm-string { color: #ffcf6c; }
+.cm-s-mbo span.cm-string.cm-property { color: #ffffec; }
+
+.cm-s-mbo span.cm-variable { color: #ffffec; }
+.cm-s-mbo span.cm-variable-2 { color: #00a8c6; }
+.cm-s-mbo span.cm-def { color: #ffffec; }
+.cm-s-mbo span.cm-bracket { color: #fffffc; font-weight: bold; }
+.cm-s-mbo span.cm-tag { color: #9ddfe9; }
+.cm-s-mbo span.cm-link { color: #f54b07; }
+.cm-s-mbo span.cm-error { border-bottom: #636363; color: #ffffec; }
+.cm-s-mbo span.cm-qualifier { color: #ffffec; }
+
+.cm-s-mbo .CodeMirror-activeline-background { background: #494b41; }
+.cm-s-mbo .CodeMirror-matchingbracket { color: #ffb928 !important; }
+.cm-s-mbo .CodeMirror-matchingtag { background: rgba(255, 255, 255, .37); }
+
+/*
+ MDN-LIKE Theme - Mozilla
+ Ported to CodeMirror by Peter Kroon <plakroon@gmail.com>
+ Report bugs/issues here: https://github.com/codemirror/CodeMirror/issues
+ GitHub: @peterkroon
+
+ The mdn-like theme is inspired on the displayed code examples at: https://developer.mozilla.org/en-US/docs/Web/CSS/animation
+
+*/
+.cm-s-mdn-like.CodeMirror { color: #999; background-color: #fff; }
+.cm-s-mdn-like div.CodeMirror-selected { background: #cfc; }
+.cm-s-mdn-like .CodeMirror-line::selection, .cm-s-mdn-like .CodeMirror-line > span::selection, .cm-s-mdn-like .CodeMirror-line > span > span::selection { background: #cfc; }
+.cm-s-mdn-like .CodeMirror-line::-moz-selection, .cm-s-mdn-like .CodeMirror-line > span::-moz-selection, .cm-s-mdn-like .CodeMirror-line > span > span::-moz-selection { background: #cfc; }
+
+.cm-s-mdn-like .CodeMirror-gutters { background: #f8f8f8; border-left: 6px solid rgba(0,83,159,0.65); color: #333; }
+.cm-s-mdn-like .CodeMirror-linenumber { color: #aaa; padding-left: 8px; }
+.cm-s-mdn-like .CodeMirror-cursor { border-left: 2px solid #222; }
+
+.cm-s-mdn-like .cm-keyword { color: #6262FF; }
+.cm-s-mdn-like .cm-atom { color: #F90; }
+.cm-s-mdn-like .cm-number { color: #ca7841; }
+.cm-s-mdn-like .cm-def { color: #8DA6CE; }
+.cm-s-mdn-like span.cm-variable-2, .cm-s-mdn-like span.cm-tag { color: #690; }
+.cm-s-mdn-like span.cm-variable-3, .cm-s-mdn-like span.cm-def, .cm-s-mdn-like span.cm-type { color: #07a; }
+
+.cm-s-mdn-like .cm-variable { color: #07a; }
+.cm-s-mdn-like .cm-property { color: #905; }
+.cm-s-mdn-like .cm-qualifier { color: #690; }
+
+.cm-s-mdn-like .cm-operator { color: #cda869; }
+.cm-s-mdn-like .cm-comment { color:#777; font-weight:normal; }
+.cm-s-mdn-like .cm-string { color:#07a; font-style:italic; }
+.cm-s-mdn-like .cm-string-2 { color:#bd6b18; } /*?*/
+.cm-s-mdn-like .cm-meta { color: #000; } /*?*/
+.cm-s-mdn-like .cm-builtin { color: #9B7536; } /*?*/
+.cm-s-mdn-like .cm-tag { color: #997643; }
+.cm-s-mdn-like .cm-attribute { color: #d6bb6d; } /*?*/
+.cm-s-mdn-like .cm-header { color: #FF6400; }
+.cm-s-mdn-like .cm-hr { color: #AEAEAE; }
+.cm-s-mdn-like .cm-link { color:#ad9361; font-style:italic; text-decoration:none; }
+.cm-s-mdn-like .cm-error { border-bottom: 1px solid red; }
+
+div.cm-s-mdn-like .CodeMirror-activeline-background { background: #efefff; }
+div.cm-s-mdn-like span.CodeMirror-matchingbracket { outline:1px solid grey; color: inherit; }
+
+.cm-s-mdn-like.CodeMirror { background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAAyCAYAAAAp8UeFAAAHvklEQVR42s2b63bcNgyEQZCSHCdt2vd/0tWF7I+Q6XgMXiTtuvU5Pl57ZQKkKHzEAOtF5KeIJBGJ8uvL599FRFREZhFx8DeXv8trn68RuGaC8TRfo3SNp9dlDDHedyLyTUTeRWStXKPZrjtpZxaRw5hPqozRs1N8/enzIiQRWcCgy4MUA0f+XWliDhyL8Lfyvx7ei/Ae3iQFHyw7U/59pQVIMEEPEz0G7XiwdRjzSfC3UTtz9vchIntxvry5iMgfIhJoEflOz2CQr3F5h/HfeFe+GTdLaKcu9L8LTeQb/R/7GgbsfKedyNdoHsN31uRPWrfZ5wsj/NzzRQHuToIdU3ahwnsKPxXCjJITuOsi7XLc7SG/v5GdALs7wf8JjTFiB5+QvTEfRyGOfX3Lrx8wxyQi3sNq46O7QahQiCsRFgqddjBouVEHOKDgXAQHD9gJCr5sMKkEdjwsarG/ww3BMHBU7OBjXnzdyY7SfCxf5/z6ATccrwlKuwC/jhznnPF4CgVzhhVf4xp2EixcBActO75iZ8/fM9zAs2OMzKdslgXWJ9XG8PQoOAMA5fGcsvORgv0doBXyHrCwfLJAOwo71QLNkb8n2Pl6EWiR7OCibtkPaz4Kc/0NNAze2gju3zOwekALDaCFPI5vjPFmgGY5AZqyGEvH1x7QfIb8YtxMnA/b+QQ0aQDAwc6JMFg8CbQZ4qoYEEHbRwNojuK3EHwd7VALSgq+MNDKzfT58T8qdpADrgW0GmgcAS1lhzztJmkAzcPNOQbsWEALBDSlMKUG0Eq4CLAQWvEVQ9WU57gZJwZtgPO3r9oBTQ9WO8TjqXINx8R0EYpiZEUWOF3FxkbJkgU9B2f41YBrIj5ZfsQa0M5kTgiAAqM3ShXLgu8XMqcrQBvJ0CL5pnTsfMB13oB8athpAq2XOQmcGmoACCLydx7nToa23ATaSIY2ichfOdPTGxlasXMLaL0MLZAOwAKIM+y8CmicobGdCcbbK9DzN+yYGVoNNI5iUKTMyYOjPse4A8SM1MmcXgU0toOq1yO/v8FOxlASyc7TgeYaAMBJHcY1CcCwGI/TK4AmDbDyKYBBtFUkRwto8gygiQEaByFgJ00BH2M8JWwQS1nafDXQCidWyOI8AcjDCSjCLk8ngObuAm3JAHAdubAmOaK06V8MNEsKPJOhobSprwQa6gD7DclRQdqcwL4zxqgBrQcabUiBLclRDKAlWp+etPkBaNMA0AKlrHwTdEByZAA4GM+SNluSY6wAzcMNewxmgig5Ks0nkrSpBvSaQHMdKTBAnLojOdYyGpQ254602ZILPdTD1hdlggdIm74jbTp8vDwF5ZYUeLWGJpWsh6XNyXgcYwVoJQTEhhTYkxzZjiU5npU2TaB979TQehlaAVq4kaGpiPwwwLkYUuBbQwocyQTv1tA0+1UFWoJF3iv1oq+qoSk8EQdJmwHkziIF7oOZk14EGitibAdjLYYK78H5vZOhtWpoI0ATGHs0Q8OMb4Ey+2bU2UYztCtA0wFAs7TplGLRVQCcqaFdGSPCeTI1QNIC52iWNzof6Uib7xjEp07mNNoUYmVosVItHrHzRlLgBn9LFyRHaQCtVUMbtTNhoXWiTOO9k/V8BdAc1Oq0ArSQs6/5SU0hckNy9NnXqQY0PGYo5dWJ7nINaN6o958FWin27aBaWRka1r5myvLOAm0j30eBJqCxHLReVclxhxOEN2JfDWjxBtAC7MIH1fVaGdoOp4qJYDgKtKPSFNID2gSnGldrCqkFZ+5UeQXQBIRrSwocbdZYQT/2LwRahBPBXoHrB8nxaGROST62DKUbQOMMzZIC9abkuELfQzQALWTnDNAm8KHWFOJgJ5+SHIvTPcmx1xQyZRhNL5Qci689aXMEaN/uNIWkEwDAvFpOZmgsBaaGnbs1NPa1Jm32gBZAIh1pCtG7TSH4aE0y1uVY4uqoFPisGlpP2rSA5qTecWn5agK6BzSpgAyD+wFaqhnYoSZ1Vwr8CmlTQbrcO3ZaX0NAEyMbYaAlyquFoLKK3SPby9CeVUPThrSJmkCAE0CrKUQadi4DrdSlWhmah0YL9z9vClH59YGbHx1J8VZTyAjQepJjmXwAKTDQI3omc3p1U4gDUf6RfcdYfrUp5ClAi2J3Ba6UOXGo+K+bQrjjssitG2SJzshaLwMtXgRagUNpYYoVkMSBLM+9GGiJZMvduG6DRZ4qc04DMPtQQxOjEtACmhO7K1AbNbQDEggZyJwscFpAGwENhoBeUwh3bWolhe8BTYVKxQEWrSUn/uhcM5KhvUu/+eQu0Lzhi+VrK0PrZZNDQKs9cpYUuFYgMVpD4/NxenJTiMCNqdUEUf1qZWjppLT5qSkkUZbCwkbZMSuVnu80hfSkzRbQeqCZSAh6huR4VtoM2gHAlLf72smuWgE+VV7XpE25Ab2WFDgyhnSuKbs4GuGzCjR+tIoUuMFg3kgcWKLTwRqanJQ2W00hAsenfaApRC42hbCvK1SlE0HtE9BGgneJO+ELamitD1YjjOYnNYVcraGhtKkW0EqVVeDx733I2NH581k1NNxNLG0i0IJ8/NjVaOZ0tYZ2Vtr0Xv7tPV3hkWp9EFkgS/J0vosngTaSoaG06WHi+xObQkaAdlbanP8B2+2l0f90LmUAAAAASUVORK5CYII=); }
+
+/*
+
+ Name: seti
+ Author: Michael Kaminsky (http://github.com/mkaminsky11)
+
+ Original seti color scheme by Jesse Weed (https://github.com/jesseweed/seti-syntax)
+
+*/
+
+
+.cm-s-seti.CodeMirror {
+ background-color: #151718 !important;
+ color: #CFD2D1 !important;
+ border: none;
+}
+.cm-s-seti .CodeMirror-gutters {
+ color: #404b53;
+ background-color: #0E1112;
+ border: none;
+}
+.cm-s-seti .CodeMirror-cursor { border-left: solid thin #f8f8f0; }
+.cm-s-seti .CodeMirror-linenumber { color: #6D8A88; }
+.cm-s-seti.CodeMirror-focused div.CodeMirror-selected { background: rgba(255, 255, 255, 0.10); }
+.cm-s-seti .CodeMirror-line::selection, .cm-s-seti .CodeMirror-line > span::selection, .cm-s-seti .CodeMirror-line > span > span::selection { background: rgba(255, 255, 255, 0.10); }
+.cm-s-seti .CodeMirror-line::-moz-selection, .cm-s-seti .CodeMirror-line > span::-moz-selection, .cm-s-seti .CodeMirror-line > span > span::-moz-selection { background: rgba(255, 255, 255, 0.10); }
+.cm-s-seti span.cm-comment { color: #41535b; }
+.cm-s-seti span.cm-string, .cm-s-seti span.cm-string-2 { color: #55b5db; }
+.cm-s-seti span.cm-number { color: #cd3f45; }
+.cm-s-seti span.cm-variable { color: #55b5db; }
+.cm-s-seti span.cm-variable-2 { color: #a074c4; }
+.cm-s-seti span.cm-def { color: #55b5db; }
+.cm-s-seti span.cm-keyword { color: #ff79c6; }
+.cm-s-seti span.cm-operator { color: #9fca56; }
+.cm-s-seti span.cm-keyword { color: #e6cd69; }
+.cm-s-seti span.cm-atom { color: #cd3f45; }
+.cm-s-seti span.cm-meta { color: #55b5db; }
+.cm-s-seti span.cm-tag { color: #55b5db; }
+.cm-s-seti span.cm-attribute { color: #9fca56; }
+.cm-s-seti span.cm-qualifier { color: #9fca56; }
+.cm-s-seti span.cm-property { color: #a074c4; }
+.cm-s-seti span.cm-variable-3, .cm-s-seti span.cm-type { color: #9fca56; }
+.cm-s-seti span.cm-builtin { color: #9fca56; }
+.cm-s-seti .CodeMirror-activeline-background { background: #101213; }
+.cm-s-seti .CodeMirror-matchingbracket { text-decoration: underline; color: white !important; }
+
+/*
+Solarized theme for code-mirror
+http://ethanschoonover.com/solarized
+*/
+
+/*
+Solarized color palette
+http://ethanschoonover.com/solarized/img/solarized-palette.png
+*/
+
+.solarized.base03 { color: #002b36; }
+.solarized.base02 { color: #073642; }
+.solarized.base01 { color: #586e75; }
+.solarized.base00 { color: #657b83; }
+.solarized.base0 { color: #839496; }
+.solarized.base1 { color: #93a1a1; }
+.solarized.base2 { color: #eee8d5; }
+.solarized.base3 { color: #fdf6e3; }
+.solarized.solar-yellow { color: #b58900; }
+.solarized.solar-orange { color: #cb4b16; }
+.solarized.solar-red { color: #dc322f; }
+.solarized.solar-magenta { color: #d33682; }
+.solarized.solar-violet { color: #6c71c4; }
+.solarized.solar-blue { color: #268bd2; }
+.solarized.solar-cyan { color: #2aa198; }
+.solarized.solar-green { color: #859900; }
+
+/* Color scheme for code-mirror */
+
+.cm-s-solarized {
+ line-height: 1.45em;
+ color-profile: sRGB;
+ rendering-intent: auto;
+}
+.cm-s-solarized.cm-s-dark {
+ color: #839496;
+ background-color: #002b36;
+ text-shadow: #002b36 0 1px;
+}
+.cm-s-solarized.cm-s-light {
+ background-color: #fdf6e3;
+ color: #657b83;
+ text-shadow: #eee8d5 0 1px;
+}
+
+.cm-s-solarized .CodeMirror-widget {
+ text-shadow: none;
+}
+
+.cm-s-solarized .cm-header { color: #586e75; }
+.cm-s-solarized .cm-quote { color: #93a1a1; }
+
+.cm-s-solarized .cm-keyword { color: #cb4b16; }
+.cm-s-solarized .cm-atom { color: #d33682; }
+.cm-s-solarized .cm-number { color: #d33682; }
+.cm-s-solarized .cm-def { color: #2aa198; }
+
+.cm-s-solarized .cm-variable { color: #839496; }
+.cm-s-solarized .cm-variable-2 { color: #b58900; }
+.cm-s-solarized .cm-variable-3, .cm-s-solarized .cm-type { color: #6c71c4; }
+
+.cm-s-solarized .cm-property { color: #2aa198; }
+.cm-s-solarized .cm-operator { color: #6c71c4; }
+
+.cm-s-solarized .cm-comment { color: #586e75; font-style:italic; }
+
+.cm-s-solarized .cm-string { color: #859900; }
+.cm-s-solarized .cm-string-2 { color: #b58900; }
+
+.cm-s-solarized .cm-meta { color: #859900; }
+.cm-s-solarized .cm-qualifier { color: #b58900; }
+.cm-s-solarized .cm-builtin { color: #d33682; }
+.cm-s-solarized .cm-bracket { color: #cb4b16; }
+.cm-s-solarized .CodeMirror-matchingbracket { color: #859900; }
+.cm-s-solarized .CodeMirror-nonmatchingbracket { color: #dc322f; }
+.cm-s-solarized .cm-tag { color: #93a1a1; }
+.cm-s-solarized .cm-attribute { color: #2aa198; }
+.cm-s-solarized .cm-hr {
+ color: transparent;
+ border-top: 1px solid #586e75;
+ display: block;
+}
+.cm-s-solarized .cm-link { color: #93a1a1; cursor: pointer; }
+.cm-s-solarized .cm-special { color: #6c71c4; }
+.cm-s-solarized .cm-em {
+ color: #999;
+ text-decoration: underline;
+ text-decoration-style: dotted;
+}
+.cm-s-solarized .cm-error,
+.cm-s-solarized .cm-invalidchar {
+ color: #586e75;
+ border-bottom: 1px dotted #dc322f;
+}
+
+.cm-s-solarized.cm-s-dark div.CodeMirror-selected { background: #073642; }
+.cm-s-solarized.cm-s-dark.CodeMirror ::selection { background: rgba(7, 54, 66, 0.99); }
+.cm-s-solarized.cm-s-dark .CodeMirror-line::-moz-selection, .cm-s-dark .CodeMirror-line > span::-moz-selection, .cm-s-dark .CodeMirror-line > span > span::-moz-selection { background: rgba(7, 54, 66, 0.99); }
+
+.cm-s-solarized.cm-s-light div.CodeMirror-selected { background: #eee8d5; }
+.cm-s-solarized.cm-s-light .CodeMirror-line::selection, .cm-s-light .CodeMirror-line > span::selection, .cm-s-light .CodeMirror-line > span > span::selection { background: #eee8d5; }
+.cm-s-solarized.cm-s-light .CodeMirror-line::-moz-selection, .cm-s-ligh .CodeMirror-line > span::-moz-selection, .cm-s-ligh .CodeMirror-line > span > span::-moz-selection { background: #eee8d5; }
+
+/* Editor styling */
+
+
+
+/* Little shadow on the view-port of the buffer view */
+.cm-s-solarized.CodeMirror {
+ -moz-box-shadow: inset 7px 0 12px -6px #000;
+ -webkit-box-shadow: inset 7px 0 12px -6px #000;
+ box-shadow: inset 7px 0 12px -6px #000;
+}
+
+/* Remove gutter border */
+.cm-s-solarized .CodeMirror-gutters {
+ border-right: 0;
+}
+
+/* Gutter colors and line number styling based of color scheme (dark / light) */
+
+/* Dark */
+.cm-s-solarized.cm-s-dark .CodeMirror-gutters {
+ background-color: #073642;
+}
+
+.cm-s-solarized.cm-s-dark .CodeMirror-linenumber {
+ color: #586e75;
+ text-shadow: #021014 0 -1px;
+}
+
+/* Light */
+.cm-s-solarized.cm-s-light .CodeMirror-gutters {
+ background-color: #eee8d5;
+}
+
+.cm-s-solarized.cm-s-light .CodeMirror-linenumber {
+ color: #839496;
+}
+
+/* Common */
+.cm-s-solarized .CodeMirror-linenumber {
+ padding: 0 5px;
+}
+.cm-s-solarized .CodeMirror-guttermarker-subtle { color: #586e75; }
+.cm-s-solarized.cm-s-dark .CodeMirror-guttermarker { color: #ddd; }
+.cm-s-solarized.cm-s-light .CodeMirror-guttermarker { color: #cb4b16; }
+
+.cm-s-solarized .CodeMirror-gutter .CodeMirror-gutter-text {
+ color: #586e75;
+}
+
+/* Cursor */
+.cm-s-solarized .CodeMirror-cursor { border-left: 1px solid #819090; }
+
+/* Fat cursor */
+.cm-s-solarized.cm-s-light.cm-fat-cursor .CodeMirror-cursor { background: #77ee77; }
+.cm-s-solarized.cm-s-light .cm-animate-fat-cursor { background-color: #77ee77; }
+.cm-s-solarized.cm-s-dark.cm-fat-cursor .CodeMirror-cursor { background: #586e75; }
+.cm-s-solarized.cm-s-dark .cm-animate-fat-cursor { background-color: #586e75; }
+
+/* Active line */
+.cm-s-solarized.cm-s-dark .CodeMirror-activeline-background {
+ background: rgba(255, 255, 255, 0.06);
+}
+.cm-s-solarized.cm-s-light .CodeMirror-activeline-background {
+ background: rgba(0, 0, 0, 0.06);
+}
+
+.cm-s-the-matrix.CodeMirror { background: #000000; color: #00FF00; }
+.cm-s-the-matrix div.CodeMirror-selected { background: #2D2D2D; }
+.cm-s-the-matrix .CodeMirror-line::selection, .cm-s-the-matrix .CodeMirror-line > span::selection, .cm-s-the-matrix .CodeMirror-line > span > span::selection { background: rgba(45, 45, 45, 0.99); }
+.cm-s-the-matrix .CodeMirror-line::-moz-selection, .cm-s-the-matrix .CodeMirror-line > span::-moz-selection, .cm-s-the-matrix .CodeMirror-line > span > span::-moz-selection { background: rgba(45, 45, 45, 0.99); }
+.cm-s-the-matrix .CodeMirror-gutters { background: #060; border-right: 2px solid #00FF00; }
+.cm-s-the-matrix .CodeMirror-guttermarker { color: #0f0; }
+.cm-s-the-matrix .CodeMirror-guttermarker-subtle { color: white; }
+.cm-s-the-matrix .CodeMirror-linenumber { color: #FFFFFF; }
+.cm-s-the-matrix .CodeMirror-cursor { border-left: 1px solid #00FF00; }
+
+.cm-s-the-matrix span.cm-keyword { color: #008803; font-weight: bold; }
+.cm-s-the-matrix span.cm-atom { color: #3FF; }
+.cm-s-the-matrix span.cm-number { color: #FFB94F; }
+.cm-s-the-matrix span.cm-def { color: #99C; }
+.cm-s-the-matrix span.cm-variable { color: #F6C; }
+.cm-s-the-matrix span.cm-variable-2 { color: #C6F; }
+.cm-s-the-matrix span.cm-variable-3, .cm-s-the-matrix span.cm-type { color: #96F; }
+.cm-s-the-matrix span.cm-property { color: #62FFA0; }
+.cm-s-the-matrix span.cm-operator { color: #999; }
+.cm-s-the-matrix span.cm-comment { color: #CCCCCC; }
+.cm-s-the-matrix span.cm-string { color: #39C; }
+.cm-s-the-matrix span.cm-meta { color: #C9F; }
+.cm-s-the-matrix span.cm-qualifier { color: #FFF700; }
+.cm-s-the-matrix span.cm-builtin { color: #30a; }
+.cm-s-the-matrix span.cm-bracket { color: #cc7; }
+.cm-s-the-matrix span.cm-tag { color: #FFBD40; }
+.cm-s-the-matrix span.cm-attribute { color: #FFF700; }
+.cm-s-the-matrix span.cm-error { color: #FF0000; }
+
+.cm-s-the-matrix .CodeMirror-activeline-background { background: #040; }
+
+/*
+Copyright (C) 2011 by MarkLogic Corporation
+Author: Mike Brevoort <mike@brevoort.com>
+
+Permission is hereby granted, free of charge, to any person obtaining a copy
+of this software and associated documentation files (the "Software"), to deal
+in the Software without restriction, including without limitation the rights
+to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+copies of the Software, and to permit persons to whom the Software is
+furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in
+all copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN
+THE SOFTWARE.
+*/
+.cm-s-xq-light span.cm-keyword { line-height: 1em; font-weight: bold; color: #5A5CAD; }
+.cm-s-xq-light span.cm-atom { color: #6C8CD5; }
+.cm-s-xq-light span.cm-number { color: #164; }
+.cm-s-xq-light span.cm-def { text-decoration:underline; }
+.cm-s-xq-light span.cm-variable { color: black; }
+.cm-s-xq-light span.cm-variable-2 { color:black; }
+.cm-s-xq-light span.cm-variable-3, .cm-s-xq-light span.cm-type { color: black; }
+.cm-s-xq-light span.cm-property {}
+.cm-s-xq-light span.cm-operator {}
+.cm-s-xq-light span.cm-comment { color: #0080FF; font-style: italic; }
+.cm-s-xq-light span.cm-string { color: red; }
+.cm-s-xq-light span.cm-meta { color: yellow; }
+.cm-s-xq-light span.cm-qualifier { color: grey; }
+.cm-s-xq-light span.cm-builtin { color: #7EA656; }
+.cm-s-xq-light span.cm-bracket { color: #cc7; }
+.cm-s-xq-light span.cm-tag { color: #3F7F7F; }
+.cm-s-xq-light span.cm-attribute { color: #7F007F; }
+.cm-s-xq-light span.cm-error { color: #f00; }
+
+.cm-s-xq-light .CodeMirror-activeline-background { background: #e8f2ff; }
+.cm-s-xq-light .CodeMirror-matchingbracket { outline:1px solid grey;color:black !important;background:yellow; }
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+.CodeMirror {
+ 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 */
+}
+
+.CodeMirror pre {
+ padding: 0 var(--jp-code-padding);
+}
+
+.jp-CodeMirrorEditor[data-type='inline'] .CodeMirror-dialog {
+ background-color: var(--jp-layout-color0);
+ color: var(--jp-content-font-color1);
+}
+
+/* This causes https://github.com/jupyter/jupyterlab/issues/522 */
+/* May not cause it not because we changed it! */
+.CodeMirror-lines {
+ padding: var(--jp-code-padding) 0;
+}
+
+.CodeMirror-linenumber {
+ padding: 0 8px;
+}
+
+.jp-CodeMirrorEditor-static {
+ margin: var(--jp-code-padding);
+}
+
+.jp-CodeMirrorEditor,
+.jp-CodeMirrorEditor-static {
+ cursor: text;
+}
+
+.jp-CodeMirrorEditor[data-type='inline'] .CodeMirror-cursor {
+ border-left: var(--jp-code-cursor-width0) solid var(--jp-editor-cursor-color);
+}
+
+/* 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'] .CodeMirror-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'] .CodeMirror-cursor {
+ border-left: var(--jp-code-cursor-width2) solid
+ var(--jp-editor-cursor-color);
+ }
+}
+
+.CodeMirror.jp-mod-readOnly .CodeMirror-cursor {
+ display: none;
+}
+
+.CodeMirror-gutters {
+ border-right: 1px solid var(--jp-border-color2);
+ background-color: var(--jp-layout-color0);
+}
+
+.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;
+}
+
+.CodeMirror-selectedtext.cm-searching {
+ background-color: var(--jp-search-selected-match-background-color) !important;
+ color: var(--jp-search-selected-match-color) !important;
+}
+
+.cm-searching {
+ background-color: var(
+ --jp-search-unselected-match-background-color
+ ) !important;
+ color: var(--jp-search-unselected-match-color) !important;
+}
+
+.CodeMirror-focused .CodeMirror-selected {
+ background-color: var(--jp-editor-selected-focused-background);
+}
+
+.CodeMirror-selected {
+ background-color: var(--jp-editor-selected-background);
+}
+
+.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);
+}
+
+/**
+ * Here is our jupyter theme for CodeMirror syntax highlighting
+ * This is used in our marked.js syntax highlighting and CodeMirror itself
+ * The string "jupyter" is set in ../codemirror/widget.DEFAULT_CODEMIRROR_THEME
+ * This came from the classic notebook, which came form highlight.js/GitHub
+ */
+
+/**
+ * CodeMirror themes are handling the background/color in this way. This works
+ * fine for CodeMirror editors outside the notebook, but the notebook styles
+ * these things differently.
+ */
+.CodeMirror.cm-s-jupyter {
+ background: var(--jp-layout-color0);
+ color: var(--jp-content-font-color1);
+}
+
+/* In the notebook, we want this styling to be handled by its container */
+.jp-CodeConsole .CodeMirror.cm-s-jupyter,
+.jp-Notebook .CodeMirror.cm-s-jupyter {
+ background: transparent;
+}
+
+.cm-s-jupyter .CodeMirror-cursor {
+ border-left: var(--jp-code-cursor-width0) solid var(--jp-editor-cursor-color);
+}
+.cm-s-jupyter span.cm-keyword {
+ color: var(--jp-mirror-editor-keyword-color);
+ font-weight: bold;
+}
+.cm-s-jupyter span.cm-atom {
+ color: var(--jp-mirror-editor-atom-color);
+}
+.cm-s-jupyter span.cm-number {
+ color: var(--jp-mirror-editor-number-color);
+}
+.cm-s-jupyter span.cm-def {
+ color: var(--jp-mirror-editor-def-color);
+}
+.cm-s-jupyter span.cm-variable {
+ color: var(--jp-mirror-editor-variable-color);
+}
+.cm-s-jupyter span.cm-variable-2 {
+ color: var(--jp-mirror-editor-variable-2-color);
+}
+.cm-s-jupyter span.cm-variable-3 {
+ color: var(--jp-mirror-editor-variable-3-color);
+}
+.cm-s-jupyter span.cm-punctuation {
+ color: var(--jp-mirror-editor-punctuation-color);
+}
+.cm-s-jupyter span.cm-property {
+ color: var(--jp-mirror-editor-property-color);
+}
+.cm-s-jupyter span.cm-operator {
+ color: var(--jp-mirror-editor-operator-color);
+ font-weight: bold;
+}
+.cm-s-jupyter span.cm-comment {
+ color: var(--jp-mirror-editor-comment-color);
+ font-style: italic;
+}
+.cm-s-jupyter span.cm-string {
+ color: var(--jp-mirror-editor-string-color);
+}
+.cm-s-jupyter span.cm-string-2 {
+ color: var(--jp-mirror-editor-string-2-color);
+}
+.cm-s-jupyter span.cm-meta {
+ color: var(--jp-mirror-editor-meta-color);
+}
+.cm-s-jupyter span.cm-qualifier {
+ color: var(--jp-mirror-editor-qualifier-color);
+}
+.cm-s-jupyter span.cm-builtin {
+ color: var(--jp-mirror-editor-builtin-color);
+}
+.cm-s-jupyter span.cm-bracket {
+ color: var(--jp-mirror-editor-bracket-color);
+}
+.cm-s-jupyter span.cm-tag {
+ color: var(--jp-mirror-editor-tag-color);
+}
+.cm-s-jupyter span.cm-attribute {
+ color: var(--jp-mirror-editor-attribute-color);
+}
+.cm-s-jupyter span.cm-header {
+ color: var(--jp-mirror-editor-header-color);
+}
+.cm-s-jupyter span.cm-quote {
+ color: var(--jp-mirror-editor-quote-color);
+}
+.cm-s-jupyter span.cm-link {
+ color: var(--jp-mirror-editor-link-color);
+}
+.cm-s-jupyter span.cm-error {
+ color: var(--jp-mirror-editor-error-color);
+}
+.cm-s-jupyter span.cm-hr {
+ color: #999;
+}
+
+.cm-s-jupyter span.cm-tab {
+ background: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAMCAYAAAAkuj5RAAAAAXNSR0IArs4c6QAAAGFJREFUSMft1LsRQFAQheHPowAKoACx3IgEKtaEHujDjORSgWTH/ZOdnZOcM/sgk/kFFWY0qV8foQwS4MKBCS3qR6ixBJvElOobYAtivseIE120FaowJPN75GMu8j/LfMwNjh4HUpwg4LUAAAAASUVORK5CYII=);
+ background-position: right;
+ background-repeat: no-repeat;
+}
+
+.cm-s-jupyter .CodeMirror-activeline-background,
+.cm-s-jupyter .CodeMirror-gutter {
+ background-color: var(--jp-layout-color2);
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| RenderedText
+|----------------------------------------------------------------------------*/
+
+.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: 0px;
+ padding: 0px;
+ line-height: normal;
+}
+
+.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;
+}
+.jp-RenderedText pre .ansi-red-bg {
+ background-color: #e75c58;
+}
+.jp-RenderedText pre .ansi-green-bg {
+ background-color: #00a250;
+}
+.jp-RenderedText pre .ansi-yellow-bg {
+ background-color: #ddb62b;
+}
+.jp-RenderedText pre .ansi-blue-bg {
+ background-color: #208ffb;
+}
+.jp-RenderedText pre .ansi-magenta-bg {
+ background-color: #d160c4;
+}
+.jp-RenderedText pre .ansi-cyan-bg {
+ background-color: #60c6c8;
+}
+.jp-RenderedText pre .ansi-white-bg {
+ background-color: #c5c1b4;
+}
+
+.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;
+}
+.jp-RenderedText pre .ansi-red-intense-bg {
+ background-color: #b22b31;
+}
+.jp-RenderedText pre .ansi-green-intense-bg {
+ background-color: #007427;
+}
+.jp-RenderedText pre .ansi-yellow-intense-bg {
+ background-color: #b27d12;
+}
+.jp-RenderedText pre .ansi-blue-intense-bg {
+ background-color: #0065ca;
+}
+.jp-RenderedText pre .ansi-magenta-intense-bg {
+ background-color: #a03196;
+}
+.jp-RenderedText pre .ansi-cyan-intense-bg {
+ background-color: #258f8f;
+}
+.jp-RenderedText pre .ansi-white-intense-bg {
+ background-color: #a1a6b2;
+}
+
+.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);
+}
+
+.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 */
+
+.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: 0em;
+}
+
+.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: 12px;
+ table-layout: fixed;
+ margin-left: auto;
+ 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 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 table {
+ margin-bottom: 1em;
+}
+
+.jp-RenderedHTMLCommon p {
+ text-align: left;
+ margin: 0px;
+}
+
+.jp-RenderedHTMLCommon p {
+ 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);
+}
+/* ...or leave it untouched if they don't */
+[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-dark-background {
+}
+[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-light-background {
+}
+
+.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: 0.8em;
+ 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.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+.jp-MimeDocument {
+ outline: none;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| 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-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 {
+ display: flex;
+ flex-direction: column;
+ 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);
+}
+
+.jp-FileBrowser-toolbar.jp-Toolbar {
+ border-bottom: none;
+ height: auto;
+ margin: var(--jp-toolbar-header-margin);
+ box-shadow: none;
+}
+
+.jp-BreadCrumbs {
+ flex: 0 0 auto;
+ margin: 4px 12px;
+}
+
+.jp-BreadCrumbs-item {
+ margin: 0px 2px;
+ padding: 0px 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: 0px;
+}
+
+.jp-BreadCrumbs-item.jp-mod-dropTarget {
+ background-color: var(--jp-brand-color2);
+ opacity: 0.7;
+}
+
+/*-----------------------------------------------------------------------------
+| Buttons
+|----------------------------------------------------------------------------*/
+
+.jp-FileBrowser-toolbar.jp-Toolbar {
+ padding: 0px;
+}
+
+.jp-FileBrowser-toolbar.jp-Toolbar {
+ justify-content: space-evenly;
+}
+
+.jp-FileBrowser-toolbar.jp-Toolbar .jp-Toolbar-item {
+ flex: 1;
+}
+
+.jp-FileBrowser-toolbar.jp-Toolbar .jp-ToolbarButtonComponent {
+ width: 100%;
+}
+
+/*-----------------------------------------------------------------------------
+| 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;
+ 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 12px;
+ 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-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);
+}
+
+/* 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;
+ padding: 4px 12px;
+ -webkit-user-select: none;
+ -moz-user-select: none;
+ -ms-user-select: none;
+ user-select: none;
+}
+
+.jp-DirListing-item.jp-mod-selected {
+ color: white;
+ 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-itemModified {
+ flex: 0 0 125px;
+ text-align: right;
+}
+
+.jp-DirListing-editor {
+ flex: 1 0 64px;
+ outline: none;
+ border: none;
+}
+
+.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon:before {
+ color: limegreen;
+ content: '\25CF';
+ font-size: 8px;
+ position: absolute;
+ left: -8px;
+}
+
+.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: 0px;
+ color: var(--jp-ui-font-color1);
+ transform: translateX(-40%) translateY(-58%);
+}
+
+.jp-DirListing-deadSpace {
+ flex: 1 1 auto;
+ margin: 0;
+ padding: 0;
+ list-style-type: none;
+ overflow: auto;
+ background-color: var(--jp-layout-color1);
+}
+
+.jp-Document {
+ min-width: 120px;
+ min-height: 120px;
+ outline: none;
+}
+
+.jp-FileDialog.jp-mod-conflict input {
+ color: red;
+}
+
+.jp-FileDialog .jp-new-name-title {
+ margin-top: 12px;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Private CSS variables
+|----------------------------------------------------------------------------*/
+
+:root {
+}
+
+/*-----------------------------------------------------------------------------
+| Main OutputArea
+| OutputArea has a list of Outputs
+|----------------------------------------------------------------------------*/
+
+.jp-OutputArea {
+ overflow-y: auto;
+}
+
+.jp-OutputArea-child {
+ display: flex;
+ flex-direction: row;
+}
+
+.jp-OutputPrompt {
+ flex: 0 0 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-output {
+ height: auto;
+ overflow: auto;
+ user-select: text;
+ -moz-user-select: text;
+ -webkit-user-select: text;
+ -ms-user-select: text;
+}
+
+.jp-OutputArea-child .jp-OutputArea-output {
+ flex-grow: 1;
+ flex-shrink: 1;
+}
+
+/**
+ * Isolated output.
+ */
+.jp-OutputArea-output.jp-mod-isolated {
+ width: 100%;
+ display: block;
+}
+
+/*
+When drag events occur, `p-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: 0px;
+ padding: 0px;
+ 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;
+}
+
+/* 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;
+}
+
+/*-----------------------------------------------------------------------------
+| 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: 0px;
+ flex: 1 1 auto;
+}
+
+.jp-OutputArea-executeResult.jp-RenderedText {
+ padding-top: var(--jp-code-padding);
+}
+
+/*-----------------------------------------------------------------------------
+| The Stdin output
+|----------------------------------------------------------------------------*/
+
+.jp-OutputArea-stdin {
+ line-height: var(--jp-code-line-height);
+ padding-top: var(--jp-code-padding);
+ display: flex;
+}
+
+.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: 0em 0.25em;
+ margin: 0em 0.25em;
+ flex: 0 0 70%;
+}
+
+.jp-Stdin-input:focus {
+ box-shadow: none;
+}
+
+/*-----------------------------------------------------------------------------
+| Output Area View
+|----------------------------------------------------------------------------*/
+
+.jp-LinkedOutputView .jp-OutputArea {
+ height: 100%;
+ display: block;
+}
+
+.jp-LinkedOutputView .jp-OutputArea-output:only-child {
+ height: 100%;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| 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: 0px;
+ margin: 0px;
+ 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: 0px;
+ bottom: 0px;
+}
+
+/*-----------------------------------------------------------------------------
+| 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: 0px;
+ width: 100%;
+ padding: 0px;
+ margin: 0px;
+ 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: flex;
+ flex-direction: row;
+}
+
+.jp-InputArea-editor {
+ flex: 1 1 auto;
+}
+
+.jp-InputArea-editor {
+ /* This is the non-active, default styling */
+ border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
+ border-radius: 0px;
+ background: var(--jp-cell-editor-background);
+}
+
+.jp-InputPrompt {
+ flex: 0 0 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;
+ 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;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Placeholder
+|----------------------------------------------------------------------------*/
+
+.jp-Placeholder {
+ display: flex;
+ flex-direction: row;
+ flex: 1 1 auto;
+}
+
+.jp-Placeholder-prompt {
+ box-sizing: border-box;
+}
+
+.jp-Placeholder-content {
+ flex: 1 1 auto;
+ border: none;
+ background: transparent;
+ height: 20px;
+ box-sizing: border-box;
+}
+
+.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: 0px 0px 2px 0px rgba(0, 0, 0, 0.25);
+ background-color: var(--jp-layout-color0);
+}
+
+/*-----------------------------------------------------------------------------
+| 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: 0px;
+ border: none;
+ outline: none;
+ background: transparent;
+}
+
+/*-----------------------------------------------------------------------------
+| Common input/output
+|----------------------------------------------------------------------------*/
+
+.jp-Cell-inputWrapper,
+.jp-Cell-outputWrapper {
+ display: flex;
+ flex-direction: row;
+ padding: 0px;
+ margin: 0px;
+ /* 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;
+}
+
+/* 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);
+}
+
+.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {
+ overflow-y: auto;
+ max-height: 200px;
+ box-shadow: inset 0 0 6px 2px rgba(0, 0, 0, 0.3);
+ margin-left: var(--jp-private-cell-scrolling-output-offset);
+}
+
+.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {
+ flex: 0 0
+ calc(
+ var(--jp-cell-prompt-width) -
+ var(--jp-private-cell-scrolling-output-offset)
+ );
+}
+
+/*-----------------------------------------------------------------------------
+| CodeCell
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| MarkdownCell
+|----------------------------------------------------------------------------*/
+
+.jp-MarkdownOutput {
+ flex: 1 1 auto;
+ margin-top: 0;
+ margin-bottom: 0;
+ padding-left: var(--jp-code-padding);
+}
+
+.jp-MarkdownOutput.jp-RenderedHTMLCommon {
+ overflow: auto;
+}
+
+/*-----------------------------------------------------------------------------
+| 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.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Variables
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+
+/*-----------------------------------------------------------------------------
+| Styles
+|----------------------------------------------------------------------------*/
+
+.jp-NotebookPanel-toolbar {
+ padding: 2px;
+}
+
+.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;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Private CSS variables
+|----------------------------------------------------------------------------*/
+
+:root {
+ --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);
+}
+
+/*-----------------------------------------------------------------------------
+| Imports
+|----------------------------------------------------------------------------*/
+
+/*-----------------------------------------------------------------------------
+| Notebook
+|----------------------------------------------------------------------------*/
+
+.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-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);
+}
+
+/* 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: flex;
+ 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 0px 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 0px;
+}
+
+.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 0px 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-NotebookTools-tool {
+ padding: 0px 12px 0 12px;
+}
+
+.jp-ActiveCellTool {
+ padding: 12px;
+ background-color: var(--jp-layout-color1);
+ border-top: none !important;
+}
+
+.jp-ActiveCellTool .jp-InputArea-prompt {
+ flex: 0 0 auto;
+ padding-left: 0px;
+}
+
+.jp-ActiveCellTool .jp-InputArea-editor {
+ flex: 1 1 auto;
+ background: var(--jp-cell-editor-background);
+ border-color: var(--jp-cell-editor-border-color);
+}
+
+.jp-ActiveCellTool .jp-InputArea-editor .CodeMirror {
+ background: transparent;
+}
+
+.jp-MetadataEditorTool {
+ flex-direction: column;
+ padding: 12px 0px 12px 0px;
+}
+
+.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 {
+ line-height: 1.4;
+}
+
+/*-----------------------------------------------------------------------------
+| 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;
+}
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+/* This file was auto-generated by ensurePackage() in @jupyterlab/buildutils */
+
+/*-----------------------------------------------------------------------------
+| Copyright (c) Jupyter Development Team.
+| Distributed under the terms of the Modified BSD License.
+|----------------------------------------------------------------------------*/
+
+</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: 0px 2px 1px -1px var(--jp-shadow-umbra-color),
+ 0px 1px 1px 0px var(--jp-shadow-penumbra-color),
+ 0px 1px 3px 0px var(--jp-shadow-ambient-color);
+ --jp-elevation-z2: 0px 3px 1px -2px var(--jp-shadow-umbra-color),
+ 0px 2px 2px 0px var(--jp-shadow-penumbra-color),
+ 0px 1px 5px 0px var(--jp-shadow-ambient-color);
+ --jp-elevation-z4: 0px 2px 4px -1px var(--jp-shadow-umbra-color),
+ 0px 4px 5px 0px var(--jp-shadow-penumbra-color),
+ 0px 1px 10px 0px var(--jp-shadow-ambient-color);
+ --jp-elevation-z6: 0px 3px 5px -1px var(--jp-shadow-umbra-color),
+ 0px 6px 10px 0px var(--jp-shadow-penumbra-color),
+ 0px 1px 18px 0px var(--jp-shadow-ambient-color);
+ --jp-elevation-z8: 0px 5px 5px -3px var(--jp-shadow-umbra-color),
+ 0px 8px 10px 1px var(--jp-shadow-penumbra-color),
+ 0px 3px 14px 2px var(--jp-shadow-ambient-color);
+ --jp-elevation-z12: 0px 7px 8px -4px var(--jp-shadow-umbra-color),
+ 0px 12px 17px 2px var(--jp-shadow-penumbra-color),
+ 0px 5px 22px 4px var(--jp-shadow-ambient-color);
+ --jp-elevation-z16: 0px 8px 10px -5px var(--jp-shadow-umbra-color),
+ 0px 16px 24px 2px var(--jp-shadow-penumbra-color),
+ 0px 6px 30px 5px var(--jp-shadow-ambient-color);
+ --jp-elevation-z20: 0px 10px 13px -6px var(--jp-shadow-umbra-color),
+ 0px 20px 31px 3px var(--jp-shadow-penumbra-color),
+ 0px 8px 38px 7px var(--jp-shadow-ambient-color);
+ --jp-elevation-z24: 0px 11px 15px -7px var(--jp-shadow-umbra-color),
+ 0px 24px 38px 3px var(--jp-shadow-penumbra-color),
+ 0px 9px 46px 8px var(--jp-shadow-ambient-color);
+
+ /* Borders
+ *
+ * The following variables, specify the visual styling of borders in JupyterLab.
+ */
+
+ --jp-border-width: 1px;
+ --jp-border-color0: var(--md-grey-400);
+ --jp-border-color1: var(--md-grey-400);
+ --jp-border-color2: var(--md-grey-300);
+ --jp-border-color3: var(--md-grey-200);
+ --jp-border-radius: 2px;
+
+ /* UI Fonts
+ *
+ * The UI font CSS variables are used for the typography all of the JupyterLab
+ * user interface elements that are not directly user generated content.
+ *
+ * The font sizing here is done assuming that the body font size of --jp-ui-font-size1
+ * is applied to a parent element. When children elements, such as headings, are sized
+ * in em all things will be computed relative to that body size.
+ */
+
+ --jp-ui-font-scale-factor: 1.2;
+ --jp-ui-font-size0: 0.83333em;
+ --jp-ui-font-size1: 13px; /* Base font size */
+ --jp-ui-font-size2: 1.2em;
+ --jp-ui-font-size3: 1.44em;
+
+ --jp-ui-font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Helvetica,
+ Arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji', 'Segoe UI Symbol';
+
+ /*
+ * Use these font colors against the corresponding main layout colors.
+ * In a light theme, these go from dark to light.
+ */
+
+ /* Defaults use Material Design specification */
+ --jp-ui-font-color0: rgba(0, 0, 0, 1);
+ --jp-ui-font-color1: rgba(0, 0, 0, 0.87);
+ --jp-ui-font-color2: rgba(0, 0, 0, 0.54);
+ --jp-ui-font-color3: rgba(0, 0, 0, 0.38);
+
+ /*
+ * Use these against the brand/accent/warn/error colors.
+ * These will typically go from light to darker, in both a dark and light theme.
+ */
+
+ --jp-ui-inverse-font-color0: rgba(255, 255, 255, 1);
+ --jp-ui-inverse-font-color1: rgba(255, 255, 255, 1);
+ --jp-ui-inverse-font-color2: rgba(255, 255, 255, 0.7);
+ --jp-ui-inverse-font-color3: rgba(255, 255, 255, 0.5);
+
+ /* Content Fonts
+ *
+ * Content font variables are used for typography of user generated content.
+ *
+ * The font sizing here is done assuming that the body font size of --jp-content-font-size1
+ * is applied to a parent element. When children elements, such as headings, are sized
+ * in em all things will be computed relative to that body size.
+ */
+
+ --jp-content-line-height: 1.6;
+ --jp-content-font-scale-factor: 1.2;
+ --jp-content-font-size0: 0.83333em;
+ --jp-content-font-size1: 14px; /* Base font size */
+ --jp-content-font-size2: 1.2em;
+ --jp-content-font-size3: 1.44em;
+ --jp-content-font-size4: 1.728em;
+ --jp-content-font-size5: 2.0736em;
+
+ /* This gives a magnification of about 125% in presentation mode over normal. */
+ --jp-content-presentation-font-size1: 17px;
+
+ --jp-content-heading-line-height: 1;
+ --jp-content-heading-margin-top: 1.2em;
+ --jp-content-heading-margin-bottom: 0.8em;
+ --jp-content-heading-font-weight: 500;
+
+ /* Defaults use Material Design specification */
+ --jp-content-font-color0: rgba(0, 0, 0, 1);
+ --jp-content-font-color1: rgba(0, 0, 0, 0.87);
+ --jp-content-font-color2: rgba(0, 0, 0, 0.54);
+ --jp-content-font-color3: rgba(0, 0, 0, 0.38);
+
+ --jp-content-link-color: var(--md-blue-700);
+
+ --jp-content-font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI',
+ Helvetica, Arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji',
+ 'Segoe UI Symbol';
+
+ /*
+ * Code Fonts
+ *
+ * Code font variables are used for typography of code and other monospaces content.
+ */
+
+ --jp-code-font-size: 13px;
+ --jp-code-line-height: 1.3077; /* 17px for 13px base */
+ --jp-code-padding: 5px; /* 5px for 13px base, codemirror highlighting needs integer px value */
+ --jp-code-font-family-default: Menlo, Consolas, 'DejaVu Sans Mono', monospace;
+ --jp-code-font-family: var(--jp-code-font-family-default);
+
+ /* This gives a magnification of about 125% in presentation mode over normal. */
+ --jp-code-presentation-font-size: 16px;
+
+ /* may need to tweak cursor width if you change font size */
+ --jp-code-cursor-width0: 1.4px;
+ --jp-code-cursor-width1: 2px;
+ --jp-code-cursor-width2: 4px;
+
+ /* Layout
+ *
+ * The following are the main layout colors use in JupyterLab. In a light
+ * theme these would go from light to dark.
+ */
+
+ --jp-layout-color0: white;
+ --jp-layout-color1: white;
+ --jp-layout-color2: var(--md-grey-200);
+ --jp-layout-color3: var(--md-grey-400);
+ --jp-layout-color4: var(--md-grey-600);
+
+ /* Inverse Layout
+ *
+ * The following are the inverse layout colors use in JupyterLab. In a light
+ * theme these would go from dark to light.
+ */
+
+ --jp-inverse-layout-color0: #111111;
+ --jp-inverse-layout-color1: var(--md-grey-900);
+ --jp-inverse-layout-color2: var(--md-grey-800);
+ --jp-inverse-layout-color3: var(--md-grey-700);
+ --jp-inverse-layout-color4: var(--md-grey-600);
+
+ /* Brand/accent */
+
+ --jp-brand-color0: var(--md-blue-700);
+ --jp-brand-color1: var(--md-blue-500);
+ --jp-brand-color2: var(--md-blue-300);
+ --jp-brand-color3: var(--md-blue-100);
+ --jp-brand-color4: var(--md-blue-50);
+
+ --jp-accent-color0: var(--md-green-700);
+ --jp-accent-color1: var(--md-green-500);
+ --jp-accent-color2: var(--md-green-300);
+ --jp-accent-color3: var(--md-green-100);
+
+ /* State colors (warn, error, success, info) */
+
+ --jp-warn-color0: var(--md-orange-700);
+ --jp-warn-color1: var(--md-orange-500);
+ --jp-warn-color2: var(--md-orange-300);
+ --jp-warn-color3: var(--md-orange-100);
+
+ --jp-error-color0: var(--md-red-700);
+ --jp-error-color1: var(--md-red-500);
+ --jp-error-color2: var(--md-red-300);
+ --jp-error-color3: var(--md-red-100);
+
+ --jp-success-color0: var(--md-green-700);
+ --jp-success-color1: var(--md-green-500);
+ --jp-success-color2: var(--md-green-300);
+ --jp-success-color3: var(--md-green-100);
+
+ --jp-info-color0: var(--md-cyan-700);
+ --jp-info-color1: var(--md-cyan-500);
+ --jp-info-color2: var(--md-cyan-300);
+ --jp-info-color3: var(--md-cyan-100);
+
+ /* Cell specific styles */
+
+ --jp-cell-padding: 5px;
+
+ --jp-cell-collapser-width: 8px;
+ --jp-cell-collapser-min-height: 20px;
+ --jp-cell-collapser-not-active-hover-opacity: 0.6;
+
+ --jp-cell-editor-background: var(--md-grey-100);
+ --jp-cell-editor-border-color: var(--md-grey-300);
+ --jp-cell-editor-box-shadow: inset 0 0 2px var(--md-blue-300);
+ --jp-cell-editor-active-background: var(--jp-layout-color0);
+ --jp-cell-editor-active-border-color: var(--jp-brand-color1);
+
+ --jp-cell-prompt-width: 64px;
+ --jp-cell-prompt-font-family: 'Source Code Pro', monospace;
+ --jp-cell-prompt-letter-spacing: 0px;
+ --jp-cell-prompt-opacity: 1;
+ --jp-cell-prompt-not-active-opacity: 0.5;
+ --jp-cell-prompt-not-active-font-color: var(--md-grey-700);
+ /* A custom blend of MD grey and blue 600
+ * See https://meyerweb.com/eric/tools/color-blend/#546E7A:1E88E5:5:hex */
+ --jp-cell-inprompt-font-color: #307fc1;
+ /* A custom blend of MD grey and orange 600
+ * https://meyerweb.com/eric/tools/color-blend/#546E7A:F4511E:5:hex */
+ --jp-cell-outprompt-font-color: #bf5b3d;
+
+ /* Notebook specific styles */
+
+ --jp-notebook-padding: 10px;
+ --jp-notebook-select-background: var(--jp-layout-color1);
+ --jp-notebook-multiselected-color: var(--md-blue-50);
+
+ /* The scroll padding is calculated to fill enough space at the bottom of the
+ notebook to show one single-line cell (with appropriate padding) at the top
+ when the notebook is scrolled all the way to the bottom. We also subtract one
+ pixel so that no scrollbar appears if we have just one single-line cell in the
+ notebook. This padding is to enable a 'scroll past end' feature in a notebook.
+ */
+ --jp-notebook-scroll-padding: calc(
+ 100% - var(--jp-code-font-size) * var(--jp-code-line-height) -
+ var(--jp-code-padding) - var(--jp-cell-padding) - 1px
+ );
+
+ /* Rendermime styles */
+
+ --jp-rendermime-error-background: #fdd;
+ --jp-rendermime-table-row-background: var(--md-grey-100);
+ --jp-rendermime-table-row-hover-background: var(--md-light-blue-50);
+
+ /* Dialog specific styles */
+
+ --jp-dialog-background: rgba(0, 0, 0, 0.25);
+
+ /* Console specific styles */
+
+ --jp-console-padding: 10px;
+
+ /* Toolbar specific styles */
+
+ --jp-toolbar-border-color: var(--jp-border-color1);
+ --jp-toolbar-micro-height: 8px;
+ --jp-toolbar-background: var(--jp-layout-color1);
+ --jp-toolbar-box-shadow: 0px 0px 2px 0px rgba(0, 0, 0, 0.24);
+ --jp-toolbar-header-margin: 4px 4px 0px 4px;
+ --jp-toolbar-active-background: var(--md-grey-300);
+
+ /* Input field styles */
+
+ --jp-input-box-shadow: inset 0 0 2px var(--md-blue-300);
+ --jp-input-active-background: var(--jp-layout-color1);
+ --jp-input-hover-background: var(--jp-layout-color1);
+ --jp-input-background: var(--md-grey-100);
+ --jp-input-border-color: var(--jp-border-color1);
+ --jp-input-active-border-color: var(--jp-brand-color1);
+ --jp-input-active-box-shadow-color: rgba(19, 124, 189, 0.3);
+
+ /* General editor styles */
+
+ --jp-editor-selected-background: #d9d9d9;
+ --jp-editor-selected-focused-background: #d7d4f0;
+ --jp-editor-cursor-color: var(--jp-ui-font-color0);
+
+ /* Code mirror specific styles */
+
+ --jp-mirror-editor-keyword-color: #008000;
+ --jp-mirror-editor-atom-color: #88f;
+ --jp-mirror-editor-number-color: #080;
+ --jp-mirror-editor-def-color: #00f;
+ --jp-mirror-editor-variable-color: var(--md-grey-900);
+ --jp-mirror-editor-variable-2-color: #05a;
+ --jp-mirror-editor-variable-3-color: #085;
+ --jp-mirror-editor-punctuation-color: #05a;
+ --jp-mirror-editor-property-color: #05a;
+ --jp-mirror-editor-operator-color: #aa22ff;
+ --jp-mirror-editor-comment-color: #408080;
+ --jp-mirror-editor-string-color: #ba2121;
+ --jp-mirror-editor-string-2-color: #708;
+ --jp-mirror-editor-meta-color: #aa22ff;
+ --jp-mirror-editor-qualifier-color: #555;
+ --jp-mirror-editor-builtin-color: #008000;
+ --jp-mirror-editor-bracket-color: #997;
+ --jp-mirror-editor-tag-color: #170;
+ --jp-mirror-editor-attribute-color: #00c;
+ --jp-mirror-editor-header-color: blue;
+ --jp-mirror-editor-quote-color: #090;
+ --jp-mirror-editor-link-color: #00c;
+ --jp-mirror-editor-error-color: #f00;
+ --jp-mirror-editor-hr-color: #999;
+
+ /* Vega extension styles */
+
+ --jp-vega-background: white;
+
+ /* Sidebar-related styles */
+
+ --jp-sidebar-min-width: 180px;
+
+ /* Search-related styles */
+
+ --jp-search-toggle-off-opacity: 0.5;
+ --jp-search-toggle-hover-opacity: 0.8;
+ --jp-search-toggle-on-opacity: 1;
+ --jp-search-selected-match-background-color: rgb(245, 200, 0);
+ --jp-search-selected-match-color: black;
+ --jp-search-unselected-match-background-color: var(
+ --jp-inverse-layout-color0
+ );
+ --jp-search-unselected-match-color: var(--jp-ui-inverse-font-color0);
+
+ /* Icon colors that work well with light or dark backgrounds */
+ --jp-icon-contrast-color0: var(--md-purple-600);
+ --jp-icon-contrast-color1: var(--md-green-600);
+ --jp-icon-contrast-color2: var(--md-pink-600);
+ --jp-icon-contrast-color3: var(--md-blue-600);
+}
+</style>
+
+<style type="text/css">
+a.anchor-link {
+ display: none;
+}
+.highlight {
+ margin: 0.4em;
+}
+
+/* Input area styling */
+.jp-InputArea {
+ overflow: hidden;
+}
+
+.jp-InputArea-editor {
+ overflow: hidden;
+}
+
+@media print {
+ body {
+ margin: 0;
+ }
+}
+</style>
+
+
+
+<!-- Load mathjax -->
+ <script src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.7/latest.js?config=TeX-MML-AM_CHTML-full,Safe"> </script>
+ <!-- MathJax configuration -->
+ <script type="text/x-mathjax-config">
+ init_mathjax = function() {
+ if (window.MathJax) {
+ // MathJax loaded
+ MathJax.Hub.Config({
+ TeX: {
+ equationNumbers: {
+ autoNumber: "AMS",
+ useLabelIds: true
+ }
+ },
+ tex2jax: {
+ inlineMath: [ ['$','$'], ["\\(","\\)"] ],
+ displayMath: [ ['$$','$$'], ["\\[","\\]"] ],
+ processEscapes: true,
+ processEnvironments: true
+ },
+ displayAlign: 'center',
+ CommonHTML: {
+ linebreaks: {
+ automatic: true
+ }
+ },
+ "HTML-CSS": {
+ linebreaks: {
+ automatic: true
+ }
+ }
+ });
+
+ MathJax.Hub.Queue(["Typeset", MathJax.Hub]);
+ }
+ }
+ init_mathjax();
+ </script>
+ <!-- End of mathjax configuration --></head>
+<body class="jp-Notebook" data-jp-theme-light="true" data-jp-theme-name="JupyterLab Light">
+
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<h1 id="Ejercicios-para-practicar-numpy-y-optimización-con-scipy">Ejercicios para practicar numpy y optimización con scipy<a class="anchor-link" href="#Ejercicios-para-practicar-numpy-y-optimización-con-scipy">¶</a></h1><h2 id="LA-CoNGA-2021">LA-CoNGA 2021<a class="anchor-link" href="#LA-CoNGA-2021">¶</a></h2><h3 id="Ejercicio-elaborado-por-Eduardo-E.-Escalante-R.">Ejercicio elaborado por Eduardo E. Escalante R.<a class="anchor-link" href="#Ejercicio-elaborado-por-Eduardo-E.-Escalante-R.">¶</a></h3><h2 id="TAREA-3-(ejercicios-clase-05-datos)">TAREA 3 (ejercicios-clase-05-datos)<a class="anchor-link" href="#TAREA-3-(ejercicios-clase-05-datos)">¶</a></h2><ul>
+<li><p>Leer la imagen almacenada en la carpeta data como un array de numpy. Ese
+array estará compuesto de 3 matrices, una tras otra, correspondiente a los
+canales R,G,B</p>
+</li>
+<li><p>Combinar los 3 array para generar una versión blanco y negro de la imagen,
+en la cual ella consiste de una sola matriz 2D. Puede usar su intuición y prueba
+y error para combinar las 3 imágenes, explicando el procedimiento elegido. Esto
+será más interesante que usar un comando desconocido de una biblioteca sofisticada
+que haga las cosas como una caja negra (queremos practicar numpy)</p>
+</li>
+</ul>
+
+</div>
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<h2 id="1.-La-conversión-de-una-imagen-de-color-a-escala-de-grises-se-puede-hacer-de-varias-formas.">1. La conversión de una imagen de color a escala de grises se puede hacer de varias formas.<a class="anchor-link" href="#1.-La-conversión-de-una-imagen-de-color-a-escala-de-grises-se-puede-hacer-de-varias-formas.">¶</a></h2><p>El pixel $(1,1,1)$ representa el blanco y el $(0,0,0)$ el negro en RGB. Entonces, cuanto más grandes son los valores de los canales, más "blanco" es el pixel y viceversa.</p>
+<p>Por eso, una forma simple para hacer la conversión consiste en sacar el promedio de los canales y usar eso como la intensidad. De hecho, esto es lo que implementaremos en nuestras celdas jupyter:</p>
+<ol>
+<li>Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.
+Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.
+Lo que significa que cualquiera de estas matrices que generamos se puede visualizar como una matriz. Para visualizar imágenes, usamos el módulo pyplot de la librerÃa matplotlib.</li>
+</ol>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [1]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># importamos el modulo pyplot, y lo llamamos plt</span>
+<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span>
+
+<span class="c1">#el modulo matplotlib.colors nos permite transformar el espacio de color de una imagen</span>
+<span class="c1">#import matplotlib.colors</span>
+
+<span class="c1">#configuracion necesaria de pyplot para ver las imagenes en escala de grises</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">rcParams</span><span class="p">[</span><span class="s1">'image.cmap'</span><span class="p">]</span> <span class="o">=</span> <span class="s1">'gray'</span>
+
+<span class="c1"># comando jupyter para que las imagenes se muestren automaticamente</span>
+<span class="o">%</span><span class="k">matplotlib</span> inline
+
+<span class="c1"># también importamos Numpy ya que la usaremos para crear y manipular matrices</span>
+<span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span>
+
+<span class="c1"># Para leer imágenes utilizaremos el módulo io de la librerÃa skimage. </span>
+<span class="c1"># En ese módulo tenemos la función imread para leer imágenes de un archivo</span>
+<span class="c1"># (y también la función imsave para escribirlas a un archivo).</span>
+<span class="kn">from</span> <span class="nn">skimage</span> <span class="kn">import</span> <span class="n">io</span>
+
+
+<span class="kn">from</span> <span class="nn">scipy</span> <span class="kn">import</span> <span class="n">ndimage</span>
+
+<span class="kn">from</span> <span class="nn">scipy.optimize</span> <span class="kn">import</span> <span class="n">leastsq</span>
+
+<span class="kn">import</span> <span class="nn">time</span>
+
+<span class="kn">import</span> <span class="nn">cv2</span>
+<span class="c1"># La función que nos permite visualizar matrices es imshow del modulo pyplot,</span>
+<span class="c1"># que invocaremos como plt.imshow, y recibe la imagen como parámetro.</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<h2 id="2.-Busqueda-y-visualización-de-la-imagen">2. Busqueda y visualización de la imagen<a class="anchor-link" href="#2.-Busqueda-y-visualización-de-la-imagen">¶</a></h2><p>2.1. Primero ubiquemos y visualicemos la imagen con la función <code>imshow</code> del modulo pyplot que nos permite visualizar matrices, que invocaremos como <code>plt.imshow</code>, y recibe la imagen como parámetro.
+ Debido a que <code>pyplot</code> intenta ajustar los colores automaticamente de una imagen, vamos a pasarle como parámetros también vmin=0,vmax=1. Estos se conocen como <em>keyword parameters</em> o <em>parámetros por palabra clave</em> de python.</p>
+
+<pre><code>2.2. Para leer imágenes utilizaremos el módulo *io* de la librerÃa `skimage`. En ese módulo disponemos de la función `imread` para leer imágenes de un archivo (y también la función `imsave` para escribirlas a un archivo) esta función nos permite leer imagenes tanto en blanco y negro como en color.
+
+2.3. En este caso, tenemos tres dimensiones. La primera y segunda de tamaños 789, 1184 corresponden a la cantidad de pixels de la imagen. La última, de tamaño 3, contiene los tres canales *R (red), G (green) y B (blue)* de la imagen.
+
+</code></pre>
+<p>Entonces cada trio $(r,g,b)$ que representa un pixel se reemplaza por su promedio $(r+g+b)/3$</p>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [2]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># imread lee las imagenes con los pixeles codificados como enteros </span>
+<span class="c1"># en el rango 0-255. Por lo que la convertiremos a flotante y en el rango 0-1</span>
+
+<span class="n">image</span> <span class="o">=</span> <span class="n">io</span><span class="o">.</span><span class="n">imread</span><span class="p">(</span><span class="s2">"./data/zapatocaImage.jpeg"</span><span class="p">)</span><span class="o">/</span><span class="mf">255.0</span>
+<span class="nb">print</span><span class="p">(</span><span class="s2">"- Dimensiones de la imagen:"</span><span class="p">)</span>
+<span class="nb">print</span><span class="p">(</span><span class="n">image</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">image</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain">
+<pre>- Dimensiones de la imagen:
+(789, 1184, 3)
+</pre>
+</div>
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[2]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre><matplotlib.image.AxesImage at 0x7fb72eb8ba90></pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<p>Podemos ver cada canal individualmente, como si el canal fuera una imagen en escala de grises, para ver la intensidad de cada canal.</p>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [3]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Anulo los canales rojo y azul para ver solo el verde</span>
+<span class="n">green</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">copy</span><span class="p">(</span><span class="n">image</span><span class="p">)</span>
+<span class="n">green</span><span class="p">[:,:,</span><span class="mi">0</span><span class="p">]</span><span class="o">=</span><span class="mi">0</span>
+<span class="n">green</span><span class="p">[:,:,</span><span class="mi">2</span><span class="p">]</span><span class="o">=</span><span class="mi">0</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">()</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">green</span><span class="p">)</span>
+
+<span class="c1">#Anulo los canales azul y verde para ver solo el rojo</span>
+<span class="n">red</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">copy</span><span class="p">(</span><span class="n">image</span><span class="p">)</span>
+<span class="n">red</span><span class="p">[:,:,</span><span class="mi">1</span><span class="p">:</span><span class="mi">3</span><span class="p">]</span><span class="o">=</span><span class="mi">0</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">()</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">red</span><span class="p">)</span>
+
+<span class="c1">#Anulo los canales rojo y verde para ver solo el azul</span>
+<span class="n">blue</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">copy</span><span class="p">(</span><span class="n">image</span><span class="p">)</span>
+<span class="n">blue</span><span class="p">[:,:,</span><span class="mi">0</span><span class="p">:</span><span class="mi">2</span><span class="p">]</span><span class="o">=</span><span class="mi">0</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">()</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">blue</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[3]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre><matplotlib.image.AxesImage at 0x7fb72a757358></pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [4]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Sacar los promedios de cada uno de los pixels que componen esta imagen</span>
+
+<span class="n">h</span><span class="p">,</span> <span class="n">w</span><span class="p">,</span> <span class="n">c</span> <span class="o">=</span> <span class="n">image</span><span class="o">.</span><span class="n">shape</span>
+
+<span class="nb">print</span><span class="p">(</span><span class="n">h</span><span class="p">,</span><span class="n">w</span><span class="p">,</span><span class="n">c</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain">
+<pre>789 1184 3
+</pre>
+</div>
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [5]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Crearemos una matriz de las mismas dimensiones (negra al principio) para construir</span>
+<span class="c1"># la figura en escala de grises</span>
+
+<span class="n">imageGris</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">((</span><span class="n">h</span><span class="p">,</span><span class="n">w</span><span class="p">))</span>
+
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">imageGris</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[5]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre><matplotlib.image.AxesImage at 0x7fb72a6f2240></pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img src="data:image/png;base64,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+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [6]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Para convertir la imagen a escala de grises, recorreremos cada pixel de la matrix</span>
+<span class="c1"># y tomaremos la intensidad de cada uno de los indices RGB en cada uno de los pixels</span>
+<span class="c1"># para luego tomar el promedio y asignarlo a la matriz imageGris</span>
+
+<span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="n">h</span><span class="p">):</span>
+ <span class="k">for</span> <span class="n">j</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="n">w</span><span class="p">):</span>
+ <span class="n">imageGris</span><span class="p">[</span><span class="n">i</span><span class="p">,</span><span class="n">j</span><span class="p">]</span> <span class="o">=</span> <span class="p">(</span><span class="n">image</span><span class="p">[</span><span class="n">i</span><span class="p">,</span><span class="n">j</span><span class="p">,</span><span class="mi">0</span><span class="p">]</span><span class="o">+</span><span class="n">image</span><span class="p">[</span><span class="n">i</span><span class="p">,</span><span class="n">j</span><span class="p">,</span><span class="mi">1</span><span class="p">]</span><span class="o">+</span><span class="n">image</span><span class="p">[</span><span class="n">i</span><span class="p">,</span><span class="n">j</span><span class="p">,</span><span class="mi">2</span><span class="p">])</span><span class="o">/</span><span class="mi">3</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">imageGris</span><span class="p">[:,:],</span> <span class="n">cmap</span><span class="o">=</span><span class="s1">'gray'</span><span class="p">)</span>
+<span class="nb">print</span><span class="p">(</span><span class="n">imageGris</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain">
+<pre>(789, 1184)
+</pre>
+</div>
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<p><code>pyplot.figure</code> crea una nueva figura con los atributos dados en los parámetros, donde <strong>figsize</strong> define el tamaño de la figura en pulgadas.</p>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [7]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="n">fig</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">(</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">15</span><span class="p">,</span><span class="mi">15</span><span class="p">))</span>
+<span class="n">ax1</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="mi">2</span><span class="p">,</span><span class="mi">2</span><span class="p">,</span><span class="mi">1</span><span class="p">)</span>
+<span class="n">ax1</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">image</span><span class="p">)</span>
+<span class="n">ax2</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="mi">2</span><span class="p">,</span><span class="mi">2</span><span class="p">,</span><span class="mi">2</span><span class="p">)</span>
+<span class="n">ax2</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">imageGris</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[7]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre><matplotlib.image.AxesImage at 0x7fb72a691780></pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#guardamos la imagen generada en escala de grises</span>
+
+<span class="n">io</span><span class="o">.</span><span class="n">imsave</span><span class="p">(</span><span class="s2">"./data/zapatocaImage_escala_de_grises.png"</span><span class="p">,</span><span class="n">imageGris</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="application/vnd.jupyter.stderr">
+<pre>Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.
+</pre>
+</div>
+</div>
+
+</div>
+
+</div>
+
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<p>Recorte un sector de la imagen conteniendo una estrella individual y ajuste una
+gaussiana 2D simétrica a la imagen de la estrella por mÃnimos cuadrados, incluyendo
+una constante aditiva (el cielo "vacio" brilla).</p>
+<h2 id="3.-¿Cómo-recortar-una-imagen?-Para-recortar-una-imagen-vamos-a-tratar-a-esta-como-una-matriz,-para-ello-emplearemos-indexación-de-Numpy,-de-donde-escogeremos-las-filas-y-columnas-que-deseemos-recortar-de-la-imagen.">3. ¿Cómo recortar una imagen? Para recortar una imagen vamos a tratar a esta como una matriz, para ello emplearemos indexación de Numpy, de donde escogeremos las filas y columnas que deseemos recortar de la imagen.<a class="anchor-link" href="#3.-¿Cómo-recortar-una-imagen?-Para-recortar-una-imagen-vamos-a-tratar-a-esta-como-una-matriz,-para-ello-emplearemos-indexación-de-Numpy,-de-donde-escogeremos-las-filas-y-columnas-que-deseemos-recortar-de-la-imagen.">¶</a></h2><p>Planteando algo como lo siguiente: imagen[fila inicial : fila final, columna inicial : columna final]</p>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [10]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Recortemos la imagen</span>
+
+<span class="n">imagen_recortada</span> <span class="o">=</span> <span class="n">imageGris</span><span class="p">[</span><span class="mi">310</span><span class="p">:</span><span class="mi">325</span><span class="p">,</span><span class="mi">620</span><span class="p">:</span><span class="mi">635</span><span class="p">]</span>
+
+<span class="nb">print</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+
+<span class="c1">#copia_Blanco_Negro = np.copy(imagen_recortada)</span>
+
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="p">,</span> <span class="n">cmap</span><span class="o">=</span><span class="s2">"gray"</span><span class="p">)</span>
+<span class="n">copia_Blanco_Negro</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">copy</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="p">)</span>
+<span class="nb">print</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain">
+<pre>(15, 15)
+(15, 15)
+</pre>
+</div>
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img src="data:image/png;base64,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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [11]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="n">io</span><span class="o">.</span><span class="n">imsave</span><span class="p">(</span><span class="s2">"./data/zapatocaRecortada.png"</span><span class="p">,</span><span class="n">imagen_recortada</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="application/vnd.jupyter.stderr">
+<pre>Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.
+</pre>
+</div>
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [12]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se crea una gaussiana</span>
+<span class="k">def</span> <span class="nf">gauss2D</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">):</span>
+ <span class="n">exponente</span> <span class="o">=</span> <span class="o">-</span><span class="p">((</span><span class="n">x</span><span class="o">-</span><span class="n">p</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span><span class="o">**</span><span class="mi">2</span> <span class="o">+</span> <span class="p">(</span><span class="n">y</span><span class="o">-</span><span class="n">p</span><span class="p">[</span><span class="mi">1</span><span class="p">])</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span> <span class="o">/</span> <span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">p</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span>
+ <span class="n">z</span> <span class="o">=</span> <span class="n">p</span><span class="p">[</span><span class="mi">3</span><span class="p">]</span> <span class="o">*</span> <span class="n">np</span><span class="o">.</span><span class="n">exp</span><span class="p">(</span><span class="n">exponente</span><span class="p">)</span> <span class="o">+</span> <span class="n">p</span><span class="p">[</span><span class="mi">4</span><span class="p">]</span>
+ <span class="k">return</span> <span class="n">z</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [13]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se define el error que devuelve un array en 1 D</span>
+
+<span class="k">def</span> <span class="nf">Error</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">,</span><span class="n">z</span><span class="p">):</span>
+
+ <span class="n">ymodel</span><span class="o">=</span><span class="n">gauss2D</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">)</span>
+<span class="c1"># ymodel=gaussvec(p,x,y)</span>
+ <span class="n">error</span><span class="o">=</span><span class="n">ymodel</span><span class="o">-</span><span class="n">z</span>
+ <span class="k">return</span> <span class="n">error</span><span class="o">.</span><span class="n">reshape</span><span class="p">(</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [14]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se toman los parametros iniciales</span>
+
+<span class="c1"># x0 y0 c, a , b</span>
+<span class="n">p0</span><span class="o">=</span><span class="p">[</span><span class="mi">12</span><span class="p">,</span><span class="mi">12</span><span class="p">,</span><span class="mi">10</span><span class="p">,</span><span class="mi">1</span><span class="p">,</span><span class="mi">0</span><span class="p">]</span>
+
+<span class="c1">#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel</span>
+<span class="n">x</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span><span class="mi">15</span><span class="p">,</span><span class="mi">1</span><span class="p">)</span>
+<span class="n">y</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span><span class="mi">15</span><span class="p">,</span><span class="mi">1</span><span class="p">)</span>
+<span class="n">yy</span><span class="p">,</span><span class="n">xx</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">meshgrid</span><span class="p">(</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">)</span>
+
+<span class="c1"># Se realiza la optimizacion por minimos cuadrados</span>
+<span class="n">best</span><span class="p">,</span><span class="n">suss</span><span class="o">=</span><span class="n">leastsq</span><span class="p">(</span><span class="n">Error</span><span class="p">,</span><span class="n">p0</span><span class="p">,</span><span class="n">args</span><span class="o">=</span><span class="p">(</span><span class="n">xx</span><span class="p">,</span><span class="n">yy</span><span class="p">,</span><span class="n">copia_Blanco_Negro</span><span class="p">))</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [15]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se verifica que se ajusto correctamente la gaussiana</span>
+<span class="n">fig</span><span class="p">,</span> <span class="p">(</span><span class="n">ax1</span><span class="p">,</span> <span class="n">ax2</span><span class="p">)</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">subplots</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="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">10</span><span class="p">,</span><span class="mi">6</span><span class="p">))</span>
+
+<span class="n">ax1</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">gauss2D</span><span class="p">(</span><span class="n">best</span><span class="p">,</span><span class="n">xx</span><span class="p">,</span><span class="n">yy</span><span class="p">),</span><span class="n">cmap</span><span class="o">=</span><span class="s1">'gray'</span><span class="p">)</span>
+<span class="n">ax1</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Gaussiana'</span><span class="p">)</span>
+
+<span class="n">ax2</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">copia_Blanco_Negro</span><span class="p">,</span><span class="n">cmap</span><span class="o">=</span><span class="s1">'gray'</span><span class="p">)</span>
+<span class="n">ax2</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Imagen'</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[15]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre>Text(0.5, 1.0, 'Imagen')</pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
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+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
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+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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+<h2 id="4.-Histograma-de-la-imagen">4. Histograma de la imagen<a class="anchor-link" href="#4.-Histograma-de-la-imagen">¶</a></h2><p>Los histogramas son distribuciones que describen la frecuencia con las que se presentan los valores de intensidad <em>(pixeles)</em> de una imagen. Tomando como ejemplo una imagen tÃpica a escala de grises de $8$ bits el histograma adoptará valores comprendidos entre $0$ y $255$ ya que $2^{8}=256$. Cada valor del histograma contiene el numero de pixeles correspondientes a esa intensidad.</p>
+<p>Evidentemente el histograma no proporciona información acerca del origen de los pixeles que lo conforman. Esto significa que se pierde la informacion de la relación espacial que tenian los pixeles en la imagen, por lo que resulta imposible reconstruir una imagen a partir de su histograma.</p>
+<h3 id="El-histograma-muestra-importantes-caracteristicas-de-una-imagen:">El histograma muestra importantes caracteristicas de una imagen:<a class="anchor-link" href="#El-histograma-muestra-importantes-caracteristicas-de-una-imagen:">¶</a></h3><p>Por ejemplo el contraste y el rango dinamico, los cuales son problemas atribuidos a la captación de la imagen que es necesario resolver para que puedan ser analizados con mejor claridad propiedades de la imagen en bloques de procesamiento posterior; los errores de iluminación son reconocidos en el histograma, por lo que la region final o inicial de la escala de intensidad no es utilizada, mientras que las otras regiones del histograma son ocupadas por valores de intensidad de pixeles</p>
+<p>Como contraste se entiende el campo de valores de intensidad de una imagen concreta que son utilizados, es decir, una imagen con contraste completo utiliza un intervalo completo de niveles de intensidad definidos para la imagen y bajo el termino de dinámica se entiende el número de pixeles diferentes que son utilizados en la imagen. El caso ideal resulta cuando es utilizado el rango completo de valores de intensidad disponibles, utilizando asi su maximo rango dinamico. Una dinamica alta representa una ventaja ya que se reduce el riesgo de perder calidad a traves de las siguientes etapas del procesamiento. Por esta razon las camaras digitales y los escaner profesionales tienen una resolucion mayor a los 8 bits, normalmente de 12 a 14 bits, aunque los elementos de despliegue tengan resoluciones normales con 256 valores de intensidad.</p>
+
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [16]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="n">im</span> <span class="o">=</span> <span class="n">cv2</span><span class="o">.</span><span class="n">imread</span><span class="p">(</span><span class="s2">"./data/zapatocaRecortada.png"</span><span class="p">)</span>
+<span class="c1"># Calculamos el valor medio de los canales RGB</span>
+<span class="n">vals</span> <span class="o">=</span> <span class="n">im</span><span class="o">.</span><span class="n">mean</span><span class="p">(</span><span class="n">axis</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span><span class="o">.</span><span class="n">flatten</span><span class="p">()</span>
+<span class="c1"># Graficamos el histograma con 255 bins</span>
+<span class="n">b</span><span class="p">,</span> <span class="n">bins</span><span class="p">,</span> <span class="n">patches</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">hist</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="mi">255</span><span class="p">)</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span><span class="mi">255</span><span class="p">])</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
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+<img src="data:image/png;base64,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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div>
+<div class="jp-Cell-inputWrapper"><div class="jp-InputPrompt jp-InputArea-prompt">
+</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput " data-mime-type="text/markdown">
+<h2 id="Tomemos-una-2da-estrella-y-hagamos-el-mismo-tratamiento">Tomemos una 2da estrella y hagamos el mismo tratamiento<a class="anchor-link" href="#Tomemos-una-2da-estrella-y-hagamos-el-mismo-tratamiento">¶</a></h2>
+</div>
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [17]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Recortemos la imagen</span>
+
+<span class="n">imagen_recortada</span> <span class="o">=</span> <span class="n">imageGris</span><span class="p">[</span><span class="mi">540</span><span class="p">:</span><span class="mi">565</span><span class="p">,</span><span class="mi">655</span><span class="p">:</span><span class="mi">670</span><span class="p">]</span>
+
+<span class="nb">print</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+
+<span class="c1">#copia_Blanco_Negro = np.copy(imagen_recortada)</span>
+
+<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="p">,</span> <span class="n">cmap</span><span class="o">=</span><span class="s2">"gray"</span><span class="p">)</span>
+<span class="n">copia_Blanco_Negro</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">copy</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="p">)</span>
+<span class="nb">print</span><span class="p">(</span><span class="n">imagen_recortada</span><span class="o">.</span><span class="n">shape</span><span class="p">)</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
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+<div class="jp-OutputArea-child">
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+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
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+<div class="jp-RenderedText jp-OutputArea-output" data-mime-type="text/plain">
+<pre>(25, 15)
+(25, 15)
+</pre>
+</div>
+</div>
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+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img src="data:image/png;base64,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
+"
+>
+</div>
+
+</div>
+
+</div>
+
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [ ]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="n">io</span><span class="o">.</span><span class="n">imsave</span><span class="p">(</span><span class="s2">"./data/zapatocaRecortada-2.png"</span><span class="p">,</span><span class="n">imagen_recortada</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [18]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se crea una gaussiana</span>
+<span class="k">def</span> <span class="nf">gauss2D</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">):</span>
+ <span class="n">exponente</span> <span class="o">=</span> <span class="o">-</span><span class="p">((</span><span class="n">x</span><span class="o">-</span><span class="n">p</span><span class="p">[</span><span class="mi">0</span><span class="p">])</span><span class="o">**</span><span class="mi">2</span> <span class="o">+</span> <span class="p">(</span><span class="n">y</span><span class="o">-</span><span class="n">p</span><span class="p">[</span><span class="mi">1</span><span class="p">])</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span> <span class="o">/</span> <span class="p">(</span><span class="mi">2</span><span class="o">*</span><span class="n">p</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span>
+ <span class="n">z</span> <span class="o">=</span> <span class="n">p</span><span class="p">[</span><span class="mi">3</span><span class="p">]</span> <span class="o">*</span> <span class="n">np</span><span class="o">.</span><span class="n">exp</span><span class="p">(</span><span class="n">exponente</span><span class="p">)</span> <span class="o">+</span> <span class="n">p</span><span class="p">[</span><span class="mi">4</span><span class="p">]</span>
+ <span class="k">return</span> <span class="n">z</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [19]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se define el error que devuelve un array en 1 D</span>
+
+<span class="k">def</span> <span class="nf">Error</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">,</span><span class="n">z</span><span class="p">):</span>
+
+ <span class="n">ymodel</span><span class="o">=</span><span class="n">gauss2D</span><span class="p">(</span><span class="n">p</span><span class="p">,</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">)</span>
+<span class="c1"># ymodel=gaussvec(p,x,y)</span>
+ <span class="n">error</span><span class="o">=</span><span class="n">ymodel</span><span class="o">-</span><span class="n">z</span>
+ <span class="k">return</span> <span class="n">error</span><span class="o">.</span><span class="n">reshape</span><span class="p">(</span><span class="o">-</span><span class="mi">1</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [20]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se toman los parametros iniciales</span>
+
+<span class="c1"># x0 y0 c, a , b</span>
+<span class="n">p0</span><span class="o">=</span><span class="p">[</span><span class="mi">15</span><span class="p">,</span><span class="mi">15</span><span class="p">,</span><span class="mi">10</span><span class="p">,</span><span class="mi">1</span><span class="p">,</span><span class="mi">0</span><span class="p">]</span>
+
+<span class="c1">#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel</span>
+<span class="n">x</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span><span class="mi">15</span><span class="p">,</span><span class="mi">1</span><span class="p">)</span>
+<span class="n">y</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span><span class="mi">25</span><span class="p">,</span><span class="mi">1</span><span class="p">)</span>
+<span class="n">yy</span><span class="p">,</span><span class="n">xx</span><span class="o">=</span><span class="n">np</span><span class="o">.</span><span class="n">meshgrid</span><span class="p">(</span><span class="n">x</span><span class="p">,</span><span class="n">y</span><span class="p">)</span>
+
+<span class="c1"># Se realiza la optimizacion por minimos cuadrados</span>
+<span class="n">best</span><span class="p">,</span><span class="n">suss</span><span class="o">=</span><span class="n">leastsq</span><span class="p">(</span><span class="n">Error</span><span class="p">,</span><span class="n">p0</span><span class="p">,</span><span class="n">args</span><span class="o">=</span><span class="p">(</span><span class="n">xx</span><span class="p">,</span><span class="n">yy</span><span class="p">,</span><span class="n">copia_Blanco_Negro</span><span class="p">))</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell ">
+<div class="jp-Cell-inputWrapper">
+<div class="jp-InputArea jp-Cell-inputArea">
+<div class="jp-InputPrompt jp-InputArea-prompt">In [21]:</div>
+<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="c1">#Se verifica que se ajusto correctamente la gaussiana</span>
+<span class="n">fig</span><span class="p">,</span> <span class="p">(</span><span class="n">ax1</span><span class="p">,</span> <span class="n">ax2</span><span class="p">)</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">subplots</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="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">10</span><span class="p">,</span><span class="mi">6</span><span class="p">))</span>
+
+<span class="n">ax1</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">gauss2D</span><span class="p">(</span><span class="n">best</span><span class="p">,</span><span class="n">xx</span><span class="p">,</span><span class="n">yy</span><span class="p">),</span><span class="n">cmap</span><span class="o">=</span><span class="s1">'gray'</span><span class="p">)</span>
+<span class="n">ax1</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Gaussiana'</span><span class="p">)</span>
+
+<span class="n">ax2</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">copia_Blanco_Negro</span><span class="p">,</span><span class="n">cmap</span><span class="o">=</span><span class="s1">'gray'</span><span class="p">)</span>
+<span class="n">ax2</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'Imagen'</span><span class="p">)</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
+
+<div class="jp-Cell-outputWrapper">
+
+
+<div class="jp-OutputArea jp-Cell-outputArea">
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt">Out[21]:</div>
+
+
+
+
+<div class="jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult" data-mime-type="text/plain">
+<pre>Text(0.5, 1.0, 'Imagen')</pre>
+</div>
+
+</div>
+
+<div class="jp-OutputArea-child">
+
+
+ <div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
+
+
+
+
+<div class="jp-RenderedImage jp-OutputArea-output ">
+<img 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+ <div class="CodeMirror cm-s-jupyter">
+<div class=" highlight hl-ipython3"><pre><span></span><span class="n">im</span> <span class="o">=</span> <span class="n">cv2</span><span class="o">.</span><span class="n">imread</span><span class="p">(</span><span class="s2">"./data/zapatocaRecortada-2.png"</span><span class="p">)</span>
+<span class="c1"># calculate mean value from RGB channels and flatten to 1D array</span>
+<span class="n">vals</span> <span class="o">=</span> <span class="n">im</span><span class="o">.</span><span class="n">mean</span><span class="p">(</span><span class="n">axis</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span><span class="o">.</span><span class="n">flatten</span><span class="p">()</span>
+<span class="c1"># plot histogram with 255 bins</span>
+<span class="n">b</span><span class="p">,</span> <span class="n">bins</span><span class="p">,</span> <span class="n">patches</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">hist</span><span class="p">(</span><span class="n">vals</span><span class="p">,</span> <span class="mi">255</span><span class="p">)</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">xlim</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span><span class="mi">255</span><span class="p">])</span>
+<span class="n">plt</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+
+ </div>
+</div>
+</div>
+</div>
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diff --git a/Entrega.ipynb b/Entrega.ipynb
new file mode 100644
index 0000000..076ce02
--- /dev/null
+++ b/Entrega.ipynb
@@ -0,0 +1,784 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Ejercicios para practicar numpy y optimización con scipy\n",
+ "\n",
+ "## LA-CoNGA 2021\n",
+ "### Ejercicio elaborado por Eduardo E. Escalante R.\n",
+ "\n",
+ "## TAREA 3 (ejercicios-clase-05-datos)\n",
+ "\n",
+ "\n",
+ "\n",
+ "- Leer la imagen almacenada en la carpeta data como un array de numpy. Ese\n",
+ " array estará compuesto de 3 matrices, una tras otra, correspondiente a los\n",
+ " canales R,G,B\n",
+ " \n",
+ "- Combinar los 3 array para generar una versión blanco y negro de la imagen,\n",
+ " en la cual ella consiste de una sola matriz 2D. Puede usar su intuición y prueba\n",
+ " y error para combinar las 3 imágenes, explicando el procedimiento elegido. Esto\n",
+ " será más interesante que usar un comando desconocido de una biblioteca sofisticada\n",
+ " que haga las cosas como una caja negra (queremos practicar numpy)\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 1. La conversión de una imagen de color a escala de grises se puede hacer de varias formas.\n",
+ "\n",
+ "El pixel $(1,1,1)$ representa el blanco y el $(0,0,0)$ el negro en RGB. Entonces, cuanto más grandes son los valores de los canales, más \"blanco\" es el pixel y viceversa.\n",
+ "\n",
+ "Por eso, una forma simple para hacer la conversión consiste en sacar el promedio de los canales y usar eso como la intensidad. De hecho, esto es lo que implementaremos en nuestras celdas jupyter:\n",
+ "\n",
+ "1. Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.\n",
+ " Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.\n",
+ " Lo que significa que cualquiera de estas matrices que generamos se puede visualizar como una matriz. Para visualizar imágenes, usamos el módulo pyplot de la librerÃa matplotlib."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# importamos el modulo pyplot, y lo llamamos plt\n",
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "#el modulo matplotlib.colors nos permite transformar el espacio de color de una imagen\n",
+ "#import matplotlib.colors\n",
+ "\n",
+ "#configuracion necesaria de pyplot para ver las imagenes en escala de grises\n",
+ "plt.rcParams['image.cmap'] = 'gray'\n",
+ "\n",
+ "# comando jupyter para que las imagenes se muestren automaticamente\n",
+ "%matplotlib inline\n",
+ "\n",
+ "# también importamos Numpy ya que la usaremos para crear y manipular matrices\n",
+ "import numpy as np\n",
+ "\n",
+ "# Para leer imágenes utilizaremos el módulo io de la librerÃa skimage. \n",
+ "# En ese módulo tenemos la función imread para leer imágenes de un archivo\n",
+ "# (y también la función imsave para escribirlas a un archivo).\n",
+ "from skimage import io\n",
+ "\n",
+ "\n",
+ "from scipy import ndimage\n",
+ "\n",
+ "from scipy.optimize import leastsq\n",
+ "\n",
+ "import time\n",
+ "\n",
+ "import cv2\n",
+ "# La función que nos permite visualizar matrices es imshow del modulo pyplot,\n",
+ "# que invocaremos como plt.imshow, y recibe la imagen como parámetro.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 2. Busqueda y visualización de la imagen\n",
+ "\n",
+ " 2.1. Primero ubiquemos y visualicemos la imagen con la función `imshow` del modulo pyplot que nos permite visualizar matrices, que invocaremos como `plt.imshow`, y recibe la imagen como parámetro.\n",
+ " Debido a que `pyplot` intenta ajustar los colores automaticamente de una imagen, vamos a pasarle como parámetros también vmin=0,vmax=1. Estos se conocen como *keyword parameters* o *parámetros por palabra clave* de python.\n",
+ " \n",
+ " 2.2. Para leer imágenes utilizaremos el módulo *io* de la librerÃa `skimage`. En ese módulo disponemos de la función `imread` para leer imágenes de un archivo (y también la función `imsave` para escribirlas a un archivo) esta función nos permite leer imagenes tanto en blanco y negro como en color.\n",
+ "\n",
+ " 2.3. En este caso, tenemos tres dimensiones. La primera y segunda de tamaños 789, 1184 corresponden a la cantidad de pixels de la imagen. La última, de tamaño 3, contiene los tres canales *R (red), G (green) y B (blue)* de la imagen.\n",
+ "\n",
+ "Entonces cada trio $(r,g,b)$ que representa un pixel se reemplaza por su promedio $(r+g+b)/3$"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "- Dimensiones de la imagen:\n",
+ "(789, 1184, 3)\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.image.AxesImage at 0x7fb72eb8ba90>"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# imread lee las imagenes con los pixeles codificados como enteros \n",
+ "# en el rango 0-255. Por lo que la convertiremos a flotante y en el rango 0-1\n",
+ "\n",
+ "image = io.imread(\"./data/zapatocaImage.jpeg\")/255.0\n",
+ "print(\"- Dimensiones de la imagen:\")\n",
+ "print(image.shape)\n",
+ "plt.imshow(image)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Podemos ver cada canal individualmente, como si el canal fuera una imagen en escala de grises, para ver la intensidad de cada canal."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.image.AxesImage at 0x7fb72a757358>"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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eiRaIwxRJawND85AVbiqwTGdGcKdZQHcCw3coHB6p/NLXVEy7q0KljzU/j2PQXHDSX24mt6AbVMx1XU34HuL5+1O9zu+y7qhcNR+oUJKVgfuWLgEPjBnT+XpCmwJyW3PFln5mI0K6muh6YD3pR2ZbiEZzsjPcjn3hxGJ+muc0N92nnjvE5XmSndPcglhozhOODrodtOMEJRIkH7i+DOHzveuqBV9bgw/RPtNqUHMd9YTCEuUkPXvWhhHkvooPGWaXlhzbTz5m3/JIArq9qKw4fhTGHu/kISJp339NTRh9Xc21I+RJYUlgNarm8pHmbiw/y/Hp8U1aeu4r288xYH9MC9JhGXk5J4mc3S+u23A/QtbHNrlMC/psX6YzJ7iJhk0QC2WjXGrbh6rjB7dU5ib91UkUMxjjrIX/56ZPxhHfUfm6zUTHeMaMcDS18TLqoEAiAqXwk+YCKgUshanUJqbwrNEPkaJ96RbiLo/1OBE1MGQwBbGfJyqgAGX76Xvu1Zu+aU581s0J0Jucfv5I5QJKxOV6SJ8U6m4PJ5NpulAJT7flkpprhG4Stj3H+8bUtjtovwW1FzmJcokqB8152m0lHbI/7AfnVSJWltdzhRCRpxDxmJhXttXm5lvIx3jspeZhoMkzvfrJuz5/xyia/fikCjTta84no+bCX/jNPLS22Ec+x/89UCBcT2VBQEQrgparFVUP6GV60v0/lJSanRrZnfC29QzZkpq7w2FOFBIL5GVcN4k5qJm51nZG2e9L+opaRAk/y/jeVvm6d7UabrSthjx9ze1IlJ1+OvaBCCDRFxmKwoPlMmrBNKYFsqlSPtx+m+Nh9xDvs09MrovumaWkj0u6qjmyJYoSrmXM8joz0pMhQy+J6tkf583YcNPI48poovdwneddUBASjUptFy+FLRc8fTQDx57lnUR5tuRMn4XmPMK+s23mm1yAPo5n2YcefzpR4HEhL62BRLvPazW00on80qvL85LCcktldXsDHcc6FbPpwL5wXrLutDY9f9J9m4I8+7+BD/tqpe1ndqLOPxaIm6aifXU2M6gx84yBQaVpLSzpD0tGIjFdJ8802Jk+Rm92xxxObXqsOfETvRuxM9zHicqkJyDYtiWeJaMsNWcw95/l+p7RIGmxq7bAmAiY39wgYqRKYeldXkzuL1Ey3Vosf1CL1mEfXG/GzKaSYPSKP4yGoKDnJ/tJAUkLyNcuq1CyNPcTO61Domz3UvOT8zxGuS3bE9G+/1RQ5rMN1eK4gQwjT1Kxs89p3Qn3GNfvZ+m/TWsiece/09IVntlVWSsfqO1G9TMZEmsAkVEsTrTQ/NyvqoVKMtw2Lb+kh1BvJs715EVfX3fMrOvheLg9I9q4pWYVM1KMNOylMyO4089pX27+J1KVGpNzVd5EoWZMhqOgs6bbVLleHml+SJXNQD+T51mbCT2RNlUn/t3W3Pyldk6mT7Q1qFDEoBZNwvan6az476gAMhnPGWZ9aekwzI/hii7ngto6AiccUw+N+LqFWY9Bc7L4sxnXKfQz3I9+XC6AUphS2PmZ3Pq9h/oUZVAgrFOALpdomn5+Ch+jeAs5ghWWv1QJP9ZBdEqwQkHCxeFUeOmacT2Mp+8BDPet5yoQ/ks1d29NedP1k88kamY5CVqcTFfH1vvMEqLgXL9xGWPcS0WX/SWNch4nr7iMROVuMwU/j4GlxdtLZ0JwkxgLNVPIwtTbmS0YHfPK5/2dk4EE4yTwINgMZmyuBd+oCv97qPmKr1GvBYPTe1N5H1dFojjRtSHN/a2LuM+JYH9dIh7TaYwykhYceJqMvUnDNrhOX9tRo/2gFkvuRIUmtXhU0yhNfQv03sFBFkKXtD6awGWQV6S2WcpRC3kwVqJA85d9r1SyPRS1UCmte2qC32dtCO1IlJV8yH70XAMJMPyikIwrJu+kS83j43aa51KocvzJY6TXAuVkueQlt8PzKZV1unNYHsfVZSTSTkFOhe2230c+Cl1aoBaMvUXxdciaciWVdyoe502wltb/EGVk+OVpqeeW/CNJyUQefJ5NIq2iETK7r9GU7mlTJwvpayoBbfTteGBHMtgES6bbVpnTl6bnr6khCqKKHmqiTzhdC853FHlPm3TJBImoWU9OyERUfHbQ/LQ309PlHGsuSDwpNN1jBMwJvtPtwHZbobLt9OO6L2zHqFIoR1rdZcsxyzJ9aJUFQU9QUBDnIrPPViFte4IgFQcRH8/cscLhmHuzmBfOiQqdL0Nl6W4aNY/skNZbQ6YDlSVdfornnIeWhIV2T/ltogzP1UtqfLWpdsJntpeI1fN0ncWT7bTSY1+4C9RKnOAirXv21+0nL/k7lXbSmO3j/gvyRFocmc4E4pbmGszoNsOgHCJIF0pOpF011CWtamnHa3thwNuX7SbZU0OXXjW/rArjshA6mdr27PT80ZTnnMr/6MOaeoOUjMZ+EykQWfW0NcMlU9iY6WyGGV2kueu6XD6FOKNmsn4i6hF5PVY+MsB9kOZIyu1MIUfh5mgNLzynO0Aom/TsLciaTyyUrJiPNXeBOR/RjOm3NT3zELRwSoRMNJptTJ7wPeH+qAICS7U34WyoWXs9ZO8y7DM+ivJM33Uut0SZXLvpKVmOGelBBZ5uQvaT6ycP8dxjra+Tz3odjPPH9UtNgVhh5fwhv5EO/E/lJrU5RyuSNDC/mb+GeL4HBNKS5Pw9LZ0ZwS3NGceT3GjooeZvn3F+orABeVgmzUW7XfzZVLkkDtUY3gN7qHJ5EHE67agOoPKi6NaU15EtPZTnxcF1mpTMxZQTcFRFZNjXmYLbC1amZ+768vZrM/Vlte3W0uqLIBLNc+FIqIv0SyFrBcdz0cm0nFTS6qTyZPEGDpbNiUB6pXLooeDc9dZz45g33Fdp1cqQmoKhgnJeIrTsZ9J4QxV58Z4auuQWau9spAI3fUhX0sOuwFTcSTsnggyOT5ZPBOuyEpX6mpV7Cs1RLdzX903vI83rphX5UHMBlwq9N8/cJ48Px4ztZZ0JCqg0EuCkO5BWoeJ3tpNg9I+N4E5k4EFMRGEi0TT081LbosqYXamZYEaM59UOm7qnJtSXamcMD2qv+2IbBxUCv6eK0WUUCbW7BYBNMi+gSvPFnyGuc8Kl0HEdH6zJR9NwQ6tl2zTdU9sKTPSQE5bM7AnjftAqUKetrNPnfCTT+jmW728qUcfwekt5Cp8U1tJcePJlxqR9b21AWt0wxHWXtETc3pN43m2gG4RuKwoxae4b/W01IeF63D4uxFNYuU057lT4pJlUyP7xVCaVPcvvWYpuK+eZXYukeyrlXhso4MxTRuQUhGwD1y84Bkt8e+t/T1mRLtL8LUakafK4ZYKVi4U3FVjydoIYqckF0y/n/ZPSmRHcnDg8vYyMTQ2X/icTgMdE2mzZUTs06r7a7rUd5LGwO1HzJXKCG/V448kwlWW0QzRFVEZBlEjEeXOhMlEZhajb5ETkd23qm+ugYPG1E5XQPlC97ecDzQVxCjD/TgFOZUFGVTxHd0qWKa1O6hS6rsfI8i7ycAJeVynbd3Cf5jknJYW2eYlCgYLSk3MRZQ1q1hj7lMjeydfMtwzv6yk+L4Sny4B877mSApcoflfNQkm+Mg9TCFmY0MIkH/s5CmzTipuy6K7rCU7OB+E3wQOPGe6tsfi57HfKEvIpkb4T56CfS0uIPJE04H+6iTg2lCVsTwrppOm6dGYEd6+x64TIhtpmGgpY/ydysybl+QhLtZcp3FPT7owOGOIaB3JQKQKjlRNVqJNUYYAeeK6se8AyVJGTVWpbXs383DLbQ5KcjPdwzfR0/7lAa4Z6oLkJTfOObeOE6DEdhZq/N7UqdKRVpWZaWaD2xsJtSyHHNjxQmc7X1ba9U/jmsbDuF8NMe2PCyZwW0ouq7d30v1vB+K02jAQZNHdDkZakw6gm8JwoIIjMEx1K892/FKZSA0Qu63jNPQuGtEiczqlchW9ozpsui0KLgtH9JTJmWqjWiR6p79rhOEhzyzsPGHN9RPMsI0FfKl4KXfI620JlnwCA49DzEGxoPhZJj6Q505NcKRqG4f80DMN7wzB8HteuD8Pws8MwfHn6vjZdH4Zh+PvDMLw6DMOvD8Pw3U8qf10jKSiIEnz9WPN3B3JQWOaRamI+Qn4T8VCFPvenz2M1vy/PBEmT0AuWCxVi/ZrqACofekXtStM6mSiZicgu0bkiPxnMyeZjKhkrgUGrjLmDMhnyt6nVBSUiKZdzHtfOIy/bTGbms4l8PKZ81VwqK5ZHAXagor/DRHs0Sx6i4PKYcQw4JqS7y3k9ynJ4qF1Djoja0JwHKCCSHhSUC835Z6lC0M912uV+LdXWUTxPWCdR4Q6e69E4hWNPiFqAsB3rFBPrGjq/6RZhHSybm4USxZvHc9dvb46lfGG/SXeWvaECbOdRLvPwuZyfOe5cd3N7OQ6nCW2h3tPS/0XSX41rPyzp58ZxfEXSz03/JemvSXpl+nxW0o98iPIlzRnVKZkyzSh/5yaLNEc8se3zsm+bhD2OMh9ojo63VEiAYVb7KtP9gdqB9q+rUAg1Nt0lKRCkJhCl/pG0HPxMySBElGbibZUb5Sr++xAsmtlkQgsJI3bhm/XSVcDzRJL53HYLd07kXBtI4eDnuebRU2AWxEykzQU109t99LgTNXESSs0/n5PO9OBE3cIz90CL7emTNOGJcTmO/vZvK4Q91JmKdTPu9QSly+ULQ3rrIc7HgABfO1K9dIQKiDsgE30utMpnbpfw3FLtQK9UimwX3Uw91L5OsPUAg/skzV9OQrp7zcuWndtEhZg8z3nTAy4nmo9P9qE333n/1DSO4/9Xzfp0+j5JPzb9/jFJfwPXf3ys9POSrg7D8MKT6tCaRrLjJHhv8YXXPegm5mH8T9Tb076+ZuJuqwS3Eep9FVH21JDWHa1GjdDvnYM0qhYKE9n6m8qoRyf2taflHZ1ghGChYgX1CO1Nq8X3F3iOCNdjQmbNBWFp3qalim47Wh0/t9dtSYWybsK5DqPaROpEc4/UXr+V9PYzbD/LWsR90oI0ozVgYTOohR+mwOE+BSr7bCMVpddWyKOKZ9hW10UhKTwnrR71m4eWZWgchaPnVg8wJe/bFcK2kGaKe6mAOE58HRvHhTw5dspKXjL9UxiS/7jRy/coS2hVuC9cXKd8SsXVc03+vgX3mvTcOI5vT7/fUVlvkvQRFeh0emO6tpKGYfjsMAy/PAzDL68zC8iw/p8MJPWREScSCeHY3bvqb72lJnyI+wdq55acqND2PTWB/VCF6J5XLfql1ja6TeZ8oLnFsBHPJjMkrejPltoE9WR6W+1kulvT87YaGAdOQcP2eQOSTUUKGadNSZ/SnJlcHt+/6fIfalUAGNk78of5qUBJD5ftflM4Wfikgng3+phKSyrBwhcP72gecUTknzH7FFD+z8nr6w4b7bXb34nOk1c9Hkz0wzMqw89I8wgZt5Vz5pLm49zjOyo0zknS1IKVfv1jtZ23VHwENeR7X/PHfCjN14JM5xxzupooB3jdlrXr3kA5CYaynzluTOR7W7gcR/+m1ZPX16Xfq+D+nTSOY9L5wz73uXEcPzOO42dIgDStqBlNNAtn+rQYW0ntLJST6ChjLEk457HQOlYJQO/O4xGv9q8+Vi1Y8j2Vbjvjm9kfa9v0Q5OxWA77YrQm3LMwMXLjW9MHtd2otCx6iPYK2uD0LWpomecqjCrrY0ftvZTSKnr05Mnxpim+UAnNQbXQez6eIQrkgiPr4CmQPQSen7RWvNbhU/i8S4+C15MrT9ajInL+zc6zyXu+T+FMRepy3F/OD46RXU/mWbbJ9ajzLF0sh5or9XWTe51A5/3kaQtJ+v2TF7kXYkur48T+Jz9l2KnlxOV41vNfWgVwrHNQm7vSvM7sO4V3BknYEjBdKJhTUbAN69LvVXC/axfI9P3edP1NSR9Fvpema09MySAUKNIqw1Hz0uctzZk0NSMHzP9T29PMG1UDZ7cC7xEFbqsm+HtqIYk5OYlq2Te3lxMpkZjvO79NsTz+Upoff5tuoBPNF/+I2Mk89ldLTTHuq73i7bra5FmqFmkTFV9DP9ZZEmZqu7Meqlk1dzUPTdtU+enpriHz57GejlBJxOZxyFfkWQHYb++divfUopJ6ZiwBhhWqT530ffNrulNYf0YepJ+3B2DSCjF/00xP0JLAyAreAsURHb3+9VCm6ZrKgJak+2eFwvKz3CPcT/diInT3t4eyqcw9J6kcyYPcYu8D1Ni+tKDS+uFcoKVvEGfL1eXR+k7Lg+h7Xfq9Cu6flvSD0+8flPRTuP5vTNElf07SHlwqa1MiMA+2J1fvpCxvfT/RfIGSTMxXkgnX/e16iYgcBSDN3SsOz+rV48l+a2oPEQM180JzNOwBZ/sSHVOgmCZOFuwul5EgZnwiP05iI5uMU7ZZd4Tyd1UC85baZqR7aJPLowthRyWEeTYFF2MyOiAnm4Xci5ozeL5RJJU7kavrdF8pOC3chGt83ihoif9CW2idJALzhpYEInyG+Qfcp6VFQWPLhPySbgKmvOb60jrwvXQnpOVAIejnT/DtMaOAzc+h2vb9VFLSenr2LAan7DfXi1gO51WPb9IioyAW2p0Wrscgkb//Z0gs66KngMjcYYLrLB0/e2oahuH/Kul7Jd0chuENSf8rSX9X0k8Ow/BDqlDW75+y/4ykvy7pVdW8/VtPKl+aM0Qyh9GafxOFJiM6UbOzzCc9k4saSfREK/QTGuFc0Tx6gMzNycT6qdHdTz/jsEQOuJ8hHYi8OdkTBXkSsD2J/L5N0pfUzmp5rPa6Lo4BaUm0N6ptE/f4WYBSSbDfaR0ZhX9DbSzHKMflWvBZUXAMpfluSbY1kR6Rbo7ToObnXgS9abmwHPaVqJAuBgteg4wHWp30VuBSi3En7fjd45FeX3IOEblybL3Dj31cxrfLoQuT9SS6TtqwzeRdKkkiXJebEUTmB/bLfSHS9n3X5/+UQawrr6esYjlpXSp+s990syWCXur0NJSL+o82bQ7DeGX6TaHt/+dUvs57auj4KPKQkGQwp55SkObChUiCg5KbZsycSzX/pxn3ZVUsZL7xJtvKtl1XixRgPmtf+sctsBh/zAnbY6Al8nLDjfDtyXasorVNSzLrqIbqPdEdMuiFWtOC7euNKfviCb+l+aSlu4aRE1QEl9TOzXb7F5HP4+lQ0DwLPJVF0tH1OmX0zKDVQ78IBMhHVAoUJjmWPCBpmPr5AP89ho7+MH9ycdLfG3hGmvdd+PY917EZz/TAVfKz+2BwkHmoNJk/BSatJj7vcp3YFt/biGd7NE+px/sZzy6tggTThvzhewSMdEF6LmfbhqjDZf6KpHvjmBjzd9p5JlIKCZrUjuLgJGZIFV0YJshJlOOUJprrtd/N6IwTKtvlQboh6RMqR76PB31fNcH2VREdPLyJiZr+rubMQtOQyG6Ja+uQqpM3VzA6gJM3feDs+wPNBZ5dVn7fn49O9cFAF1Ce8yTSo3tI+Kbp7EVfHvojlOE+UyDcwzVaZ5ywXAjjIVDJIxzbnmuDFoPid68s151j4PKoADiZpeZz9ueuGo9TWIy4xogcuhfN26RJz0JIPsqF10SznicjPlQUHL+eAs/Uc4myfy5nEfns0vHvBGJ0+7APmdahblocyV8JSIQ8bI80l1FcqJRWXTlPSmdCcA9qr/wiY0tz5rBfkr5ip55QyAHmgPQWi8iETmS4TXyMiC6rbcJxrPd7Kv/Rbc2FTLZ1oflBNTmobIsFhyfGllqEBwWOy/WzjCpJZO6ySJ9czJPmSHLAc9cl/QU1xTOo7SjtjaXUNv8MahEjVLxuG32rbB/dVHTNkJZuX7pkXNa25hPxHMpMAUvkTfSZ9HZeWhKmWY7jEPlzoqZwWkb+TRWdGbXj18kRyJBupkEqfPNz3jM9XSbBkkCLLTxLWhAA9cATUaajPqhUenxPnt1QuSVNZ/KB/+cC57o2cE4Nau9CJajLcU7Xl1NaALZQyReMIlniP0NNe4qF6UwIbmkexsOJk0Qf1d72TrTivBZi3h3J55zIyPyfaMbfDAXzgB5NbfhVVYy0EeigCmR3rPIbWo39leaohMwvzRf0egO01PzUwuyjmY3tN9PnJpwU1ovITxcKGdImn0+xc7t9ch99pm7PoHnEgN9Yb5oTCdJNsm582F6h3fZB96wVTzqiO04W+mf9HAU1x81tpWksPEdXFRVyD6WxT36G+b1rdyHpW1XnhAwow/2lwuAYpvJwG3uWhX9fRhlUmi77ilZ5zSCEdHB72N6si8IxQY7HNK1Dv6yZ5XDOuCzHT+eBXImer6isx0dRlvPa1ZVuRo5Z0pIgI3nE85F5su/r0pkR3BQ6NEV7iMvEJEqlgJLmBE6mJFpTPEtNTEaia8bnafi9dm7HY9UGj4eqCIz3VNqbQpkbcVgfBTrbfBryIFMz36h5pAwZIxcxXcclNeYm8qECdNmePKbhebXx2EdbEiGliZ2+YiPmZ9QELFEbFYdQryeFBQjHneOXE0eRX5qfM+7ENrosby5xFBHr9CImeYw0cD7yPIUe+cL3uE/hfbW3zbPtQ3w7JZ9tqoVOEt2ncL8d/aZiWajWc1h2Wm89nqXScH1+p+tO5GO7kpeJen2MA3mAz7k+CkaGmbpsW82M23YblpqHWFoxs02kQc5Lp1TupBXv955lOhOC22bPjubheMk0FEYkuJ/hRgkj8xzA9FP5mn97ACxg/eIFxggv43mphQzSD3lBLZb5BPkYpuh7RLpuU36SJlRibquT+9HzCZr57Gqx0kkFwmgOt8lvDtpWWRpHqgnuuGUKB7uibkbbjV7Oo1y3WWox4cJzvQ9P0KPgMU+wr66H7hW2JZXMLsolena9tiyokFgHlbOQx+Ox07nHdudk9uLvUkXv3u7TFDYuh4exWTncQ52Jkk2zc5r3K5XO56d+fgT36K5KhUNlRV7xIiyPZGabPJ8SqfuaQ4PZtpybCd4Wkc9uobud55089ylzjP4JOF3HqLmrxH3xJ8HMQ9DCp46uS08MB/zDSn4jjQXAG5q7FzZVqNAn8JlY9o3n2zNMRN+TVrWuid1jqFHFdH7DjRcE6ffLRS9PoBPVxNxVTbJLagLhbdW2+CuaMxAZiYIghUIuajh5kjli4sLUhlugobQ6idzvRCqMkvDz56d6vKnAAkSav4jV/bmgEu7v4Z7H0uglrSJpjqS4Cs8+D2rhijmpTzSfRB6z0yIknPz/keY8xHGhwuRzdD+xzBSqFu5ui8s8wT1OfuZPIab4nQJCau4x8hnr6bkbOEcyEbWOKtegy3QfttV35aWCI7BIJZjPkv6M8lgnaOka8bOJsgmokqZE67029lwlfJ6Lmq4nBa75eF/Fc6Ybj9vopTMhuMn0l1WCbqma9HxDywOt7hb0sa0mqifGjamchYoo3pHHt6ds4hkLAR6us1CLejARt1Wm/FuaTyI+51jbN1XC7YWprL2prJfQ3vS9kiZEUhnK5eQ6+R5OaX6wlsuT5pMzTT+3I9GJrx+r6PqXVL7tfTVFsVC5hd5FG++DLlJTdq73sfqWhD9WminQTBP7HPl89sHtdtkp6DNSgqiYMcysw3xiUGAa0BVietxRAxjc3et6dzRHchROFDAbeJ5uBrrwUojxP8fUQm+htshOS4HrEXzmGM+6btOONOfYJiDwb6PxI/wmal5nKbocvgJPaD+VEF/CQLr6zU+85vJdf4Zu8tttIyDKPpKPU6BT+B/jM6ghba7x9NKZENxGc1I13KYy43rJtD1U4f++f0ttkcGE8AQwgxKZe1Weq8X2YXMH3bFaFAUHUJov5JnxT1TCbDn18TnNBfaA59gnM19GB0hzBJfoaUctkoRKhwiOiCGv++OFQyGP6XgfNDOj+bCt7AdRWNLXE8SvvKKbaVCZ84kWpfULalknBakFT4+enCCcZHyegmSp+csXEh1L5SI7p3ZEqfvOPQEGDBQu2R/zrHnBdRJB0gJIOiXCNm1cV1o+ifJ6LhLhP3lSkZd7JPJo3OTD3rkzUhuDBDXS3K3ENphOPpfnUXt0pgDXIWzSYyOeoaCn5cYx4XzhNYMNjwFBn3f29l5y3ktnQnBL5Tp4qPbiXmvEnBg9ZEVhbkJ7ocxC0YThyvBhPNNjqhH5nIxmPThSE5I9Brintvjn/w9Uk9uDmGZYulBYXg/hJDJIHzHL6rlOWE8P/bmddyT912qTaamGlvxmdtZLhEvhwnodHeCU7itOBrfPv/OdjJxAR2qLVj2Lg8iOfUkTmJOwR+ucZFtqh465rXTtWakmIqMAYB1cq3HfLEw4TtJ8HC1grMRIHyq4dfxGxeX+72huBXsucSOQn7WS5KYoztcEYW6zx8T1Sk3g2Trweo4t6ESyfpaWpOL/ENeS9h73nCOk+YDnvc5mFxHp7D4Z/Llsvg3eL3tJtN9LZ0JwL9XC5g40X9U9pybU72s+6ZNB7Vfli4YpfKg1KQjS/2SERFPcKVF+olVqYyNJvpR3Kenrkj6m5ud24gYBaVUgsPxenlHNRCWdiBLM4HzeqCj74PxkaAvvLZUrYB95M7zKvxW/1yGVnn84F4NTYTmu3xPjHGjACcAyOCEHtfcy+rojC5hfyJ/IMRNPj1xolQZ+vrf4xPKpwLL9VK4cP+GZHkr1N9/wlP5uovGcKxSUTh/R/F2fSRe3LS0UWjGDKuRxqZrrVPgUrAZl59UWJa0YpXlbpfn8ZRty3Ib4TdclFQyf38C3FRhdsewnBb77dF/tpRianrVQ5wmXvZRy4I8kLVUmpc/pleYMSg1PPzYHyYyaC2om6DGeTwTrxAVGEllRl4WCTZwMsrdJzhPl/LLix2qv+0oaOFIgBW4KjnHNJxllQNvcj03NJxZdF07ronqktlhod8xSDTFzMqRv3tc8BklP1sc0xDMcD6IyjyWPQsgJZ3qk4vVCpC2yQS2qKJ9PIZyo20rfbb6sFqe/oRY1wL5RafmwMIMIuuJYL2mQoYMOR6Sio6A3jyYd+HuI60TSjPxaqCnPnpL2/OuNG+fwoBZVcUEtqsf9S6V9SyX46PokLdiXbVxz5JnTUvPdvonMyfssM11Wrj/HRHGfbTivoqVP63Rght+yc1o6E4hbWkWFFFAPNBdOQl7nl5obgpOIzMrFCjK286bvuaeV+TGKdyieQwJ7/u8r0/8dFbK4qrnASqRLM/ZJfTcKcVlEANJ88uVkZV4jfprBSQuim7e0fsKSTlZutpiI7peqiWqkck79t86b3varE/UwSsX0ScTmKBkiJLaX5jktjJ5ipAJlG0c1Be3yL2h+xgiVCftFgZruC7tvyFOp+NgW+kkTpPR4mIKIVk/yTYIZC6c7QZ+kWc5n0pr0Z32XNY+sGOLZnlXgOZNlM1zPtGFUyqHm9CSt7WYizwr5OMd7yt3XXb/Bm6TfOabY7TK4pGJbl84E4l6oBJt3h0mrmj6vGdkQoaeWz8EY1bY7c2K4DZ5YRF6ul5qVjGKTxmYO/V2MWJEqmuQjqgPLr6FfiZjWfdwWHgXJvqcPmS4Et4W7SRNVGZHyvZA964TtSbM+BYrRJt/xaSHrNl1FHdxN6TGW2vgdoFz3pbdz0Wskvua46TTP2Z/kFd8bT8lLgewoE0axvKNVvjG9/OJfCrLc7dlTHpy0RLQu24gy0WcKGC8MM2yNY0mUuFhz3XU4LHdDcwtj3TzOvhDBP1RzveScJy3ZjuRVzglpftCT28D5T6BCZO86lnHd8zBploJdKrnmBdpllHFOpaQuqgl20mNdOhOIe1PSp1Wd+oZa3O+OSqDf1/xdjtTsJhh9obzH9EjNVCXycnkUFj2Um2aUmf8Iz0pN8I+qATlRhQV+YvrvBSozBA/zMTqk8ulNVDJAukMoeOh3lppZRkb1M46UcP4x/hNx5X/TgckI0kxPZuOkeUtzhvd90t7lUWH4Bbz060ttgrJtfimCzwl3vhTMDIdjnfQj95S+NA8JJaJnSKOvWYF90Om3v9PV45TzwLy2q4bu3VYv3jLCgf3aVXupsceUfMz9C75+Q22OGpR4DGj5Zcy0hRf7QKW1QBl0g/mewwfdF5ZvmveQc1pfo+btdF7FNfIRrZocC0aTpZI3muZ1qSmSR2oAxHxpZZFzgulMCG77d++pnftxoorEeEHS11QMRjPJTCeVYPcEpEblROYk5cTx/TSV8znnoUD3W+O9k/AQz26p0NRzKsFkpXEJ7WR9yXg20YimSC8LJPfDC2qOF04LhOFx6R7iRKEySNNYnbYI+chsFHhSW6dw2dIcTbPMRMOJNj1hd1WLoxRyqZBNHyK6nBQpaFN4Os91Fa8x9thtOTf95wI6F0eThu63AQd5rOfKcZk9ZGnlzwUtl5e+bCtEvkQinxHumd4EFxbWqQjIR66L7WZb3M8cX1qITh6TQ+RJHhkiL5UQXY7ki8Wa56mkFc9QjkjzcskvLNdrAAvN23BNLQyWcyPXoXrpTLhKpIp1fqD2klZPOGvy82rbrb0o+IzqDSkODUomSERFXxUnVBKbSMrCIg9isvA5mtptvytdLlZIByoXyUKrOwyJztnGRP5E0QvNF8+IdOxKkObMlcKM1kpvgqW7ye2iC8ltcWJbsy7mT+FDocVJ5npJfwqL+2qpJ2zdR455bvLgeNO/b5rSFXFXc+VMEOAQVibusu3V2YseEfKn8B7im+NoF0Mi/VT8FEwWwuR/unnGeNbl3em0Jy3fBD/uA/nI7e65PKyMpDmf+nRJl7NOiJI2wv08NsPfV9TkSFo7A667jX52oZrbtMbc/9z+z7KWKmuLtPV6WQKZXjoTgvtEbZXYBziZADtqr4k3YZfIx8UDr9amSe9nvHjIlESlK8KC04trF7R6/GwiOAqpW5K+qpoct1VnO9xSfyJzABmmZWZkvLLRyAH+myG9CMcJQQFPJmf5/n1DqxPB/XK9iRB7yi+VRyLPnjBK3+IV1Zi674nCWScFGBHXEB+6UDLkKoWbNKcjFQEViq9xEWxQWVlp5bDvPb+o25EoMAUU0SJRu9uU4IXvweT4PUY5pgnLd/0ef9Ow1/4UbBQ+5B3OLW6I8tglTTzfDeakVT7i86RT8kgKUPf1GbXoEtI762F97uPl6C9dPqyLbaBisey6OOXJky176Uy4SqTqJN+6Yn+YTw3bUYuHvquGXn0A1Ob0+67moWo0nXpuB2rPRDBE2Oen5x0kn8KNGpjXPYC3VQN8S2Ui3dCc0Rnd4efcXysd10O/cTImN2Ww796G77bRXULEfVdz5pSaMnC9XmhMMzxNyjSdTfdzaiF4nlznVIiRNHmo+UFSvu7208JxXSkU+SzTUuXGuq1VlCnNN+LQ58txpRXk/lFxkhYumxMu+ZFCMYV0CsN0O7Eel0slRd97IkiXl8+QHplS8KVw5zjQr5wKmsiXY8WxZb8T9LgM9j9dXL5nAODE/n0Vzy7UX+egUna9G6rX/PVAhPNwYxKtUeH3pkoubKq96es0VP1ExD0Mw0eHYfjHwzD81jAMvzkMw789Xb8+DMPPDsPw5en72nR9GIbh7w/D8OowDL8+DMN3P6kON4QniS1VAvh1FRE/qtKKPmxqQ82pf1HSsyrBfUWrvr6cXPxNLe2JdV7lz3xWLaaUfmUmDliG0hlZSA2lPY/+ccFo0PxEOiM2ui1YJyenNBcinHQ2wdwORuJIzfw0Q+ZJamZiTjz3z4yr+J8o1wLpmuaMT9cI34TjMWNbSS/2379z8vbaQMG+qVKiFNrMxzp6aIqbuYy+ewIxBSXrIL02cI0AoIfwKOxHzU+FZF9yoZDInIuNputCDZRQ2NDi4NhRIG7H/RTonju2XhM8cQz9fI51jmsvbWh1vIiMT3t5uJPbmW1hMvrv3fMzirYnKGT7HI1zTSUjntXpkSUfxlVyLOl/Po7jd0j6c5L+zWEYvkPSD0v6uXEcX5H0c9N/SfprqtcuviLps5J+5EkVUFvbh+XBfaxCRfdUJ+u9p7aAOUz3fJ/oK82lnr+QE2hTLUrhnAqNXVbb/eiIi13NtSERhO9xMvqVX1YEN1THnCbzLdV2jHkybCFPhla5fiNSoh33iaiDZnyiqtyaTOaia8YT2gcrpcB0+0wfuhGktmputJ1MbeFs4ZIoOgVXbwLmBi7ecxlUNhv4cOws3JyPKVFbKlbXTSFJYWU6SnPB4nuc4KyPC2bsv12LGTrJ9plu7qtBgstVPOPE+UGhzN92W/aeJ4+T71K5Kf5T4We+VLKsZxn/qVz+tOaKNNvn3+bBnMs9MOCd0ex3zi+p+eWpgKT5XHNfrDjWKSfnOTWN4/i2SmZqHMd7wzB8QeV2/j5J3ztl+zFJ/0TS35mu//hYbyH++WEYrg7D8MJUztrkDlCLudPvq70GzINu/+7j6Zl9zQUFfY49QlKjUyga6b493ber4rxKE95Se+VWmvLbKoT+UCWgd1UC+7zKSjin9n5G9+VclGFkwkmW4UTu2yby9IRgojNp3k/Sw9cSjdPk48RkPi4csh+cJEYozm+hzzF3vnQz9FB0CoCTeJZo3u23u8uutKSD28QIigtq77Wk8GObTTe2k1E8pIvPdUlUn6FkeRgW6ZsTOgUhx8q8wvafoE8pDJ2PSou0ToSZgKi3ASZD6vhxeTtqZ8IvOuVRuHP3q8fM6XnV3E1EeiTpF7VqrW1J+i5J/wzt7EV0uf1UuE4ZRttz+5CGrsNzXWpWsfkrj8TN9LvycQ/D8HGV4voFSc9BGL+jAqlSCfXX8dgb07VTBbc0N4V7Wtudtz/cQtuD7fA8IngKMGkVtThxcmkq24sGuyoT5tZUxydVgvhrKvTvre33p3ZckvSdKqFtFL+rFgVhDW7zlbHFnJyc7Nxkwt8L5MnDbRKFcEIwEcEeR14i303NhYAZfKF2nsxS/eM5ybSOq+a42FXW85sL1yhg05/KSbDOokmEyzUF95eKyNYBXQtsC/vo1FNy5kfujstwSLphhGeIBLNfXrtIxE/B5kTB7HJ7vm33Na0TP8v75C0KbS/m343+piVoOvtgrhRwPSXt9qRlMajmKF0RTBmF5LJf1dxKTb5ke0mny2ovA08UTb5KJcK2PVYDoQaiBCPr0ocW3MMwXJT0f5f0Px3HcX8YWvXjOI7DMPRkwmnlfVblSvmdQe0tEg24x0lHAWcGslCzmeN76bcVyuCz59SQ8ftTGc+r+dTfViGVNyR9XLWh5tz0f6lSIvdUm4le1DysL88eoOBgFIh3/OVgU+Gki6DnCyOdrqpCFk9Dw66T9YxqrituXkoUfqyaMGR4/96M8ohWOSFO4loKIk7GVLgUNhYCLIfjbAsrTWzWuYH8Rj9pgtMt1yvDv5POTp6U5k3XlQjPG5sG9YUK+07hQwuAQpoWCdFhokqfAuj2sI9WsIn+F1HGPc1TjqHps9D8qAomAq5UnES5OWbOT5CTc97PW6AnaCAvp6Xn51wOrRmei7TUvO3eRCQ1S/u+SmDnRhxaXZk+jI9bwzBsqYT2fzKO4/9juvzuMAwvTPdfULmfpXp/wEfx+EvTtVkax/Fz4zh+ZhzHz5CgUtPQv5M3flPb8hmXY5Sb5eUEYj07KpPhO9UWJ2+oUMNrkr6ihgjuqlahj1RI/KZK+9oNckXzxSZOlJ6Z6IE0giWDZEgRTUkzhI8QtfJxIo1oppKO/GbcuPMdqL3AghN4oRZLzvKYh0p1iHtuv5WF/cCml+lAP2MicdLHZRKRD1GGlXm6kRLJ3QAtX1Jb7OYipOnptQgiciLuBBtEwvQbpyXo63x7U5rgJ5qfp03B4XEhWk8USf7g7ttBbYciF+lct113tKY4F4Vrpi1dD4u4R4HpNqQVkwKSfETecL8cV78OsKVLjb78DBPtKYwN/OZ425edytP3D1X08xHWe2phyo+n6wQw69ITBfdQ0PpHJX1hHMf/LW79tKQfnH7/oKSfwvV/Y4ou+XOS9p7k32ZKwZEEd6NTCJMRuVjCie8wNj7vZy6qBPb96eODoB6qCHpX7S05g4r4X1AF0e+oUPmOaqLf7PTF9ab/LxetUmBTUNBsltrLcoW8fJOP6WY0Q7o6JZqlEGBeChju2MxNKy9GmwbNN0gRRfg1aP59U/PzsxdqYaAuk3HGzkPU6OsUzvy4r9xduhH3bk3/D1RKm24B+iKJ8C5pzlspOCkkPCk9xrZqjIpTwWZd0nwDC4U6y2bfpCZQqCCd0h3gsg8in9tvmhhdmie4n8Dtp3WTwEHITyRsWrBNCeDGKCetn3TROZEvUvAKvwkgnMyvnJ+mNV29vic1Wp2oHeV6X223uJG3jwPma/PWpaHWEE/JMAx/UdJ/Jek30Kb/pcrP/ZOqo6Vfk/T94zjengT9/17SX53a9rfGcfzl0+rYHIbxyvSbgjhXlIlgfS21vHBtV20ruAXaoeaM4TAch/z5+SsqIXxXxbx7U/nHau4UnjNgc+tPTwTpuXXc/hP850CzH4Pago2vcRL0Fm3St8pEph40RwO8RiQizRdSF2pRNqmM3KcrKmbkMzZd/UYYKi/XxX5YcByp1hMO1d5ByrFjG90Pn9JI11q6OTixLMzIb6zHqTdOaVnYfbCrGrs9NVcLx8p0SXofqSy9fdCGcfkWJOR7K9l0JSRAcfvPq/i25z/toVPTI4VdCt5EwlkulTbHjwq5d9ZNunISabv/rCut9Z7bLXmp12Yqv7Ts2AauqbD8BJqPVaDgRO088QMVzz5UWbY8qfA9SYfj2CPpkwX3H0baHIbx6vT7SZODxEnBbQaztjeKsSnCwbdwIOozgrQwt7tkV3XeyLFqMfKKyhd0Z8rrBYYt1dkq36JmPueAG4Hm22KI4hTPsP+ZaJIx+f9FlVIhczm/XzrAOhLBkclpFo8oz4uN2V7/zkgDuyO8JuB+8PVxdEXQmrIy4zWpJgJ3AbK/nuB8UQWFG/vD2cDNNEI5VMbZVyoMm92MSrHFwlMEnSwkhPzOY0SbG6zIM9l+KyaOgzd1GcRIc1Cxq/m58OkOcf4ekpVWXX1uBxVtCrbsPwWj87J/vs/dxLSyso50V5I+Ls98RquaC8meZ0IZSW/TJpUqFdVttc2CRuCWE3c0f5nCba0X3Gdm5yQJLs0Z0//TbcBQJ6IN+/j4yiffG6K885qfM0FBf17lt76k0oZehHxHReiX1Y5j9Hb7Hc1P92NKpCn8TxcKBWO6Aeh7pJA1MnDZ1uRSmxC2LrwgklxBdw4VHScGFag0Z1TW1eu3keE9zXeA+uNXN3ninUQ5n5T0ZTUUy4l3FHWkguHETaEn3ONEzfycmETz/u9rDuO0ILCCT/PZZZlnjlV8R0VIq8R0P0G53rxEZTsin9T4xQDGBx9xUXhUezkB+5QWi3+T/8gTphktmOwL85LPKKj9LF0epD8RfH5T4KYCcRrjtxUq15oWakAr0X6Pv9JVR6DpsvyyCL/d3WCOyuH37eP+w0hGJ1xA4oRxHmkeq50CRZoL90QEG/G8/dr0D1oIWIg4ztoI1ZP5oSqM6LUp/2UVQrcLxScCDtP9i2gLTUK2OxGBcI+mGzU4aZSIoHeuw3JqFzeFLKb2XYoyyZScnIzgGFUM6EWZRTzH5PGiwl3g27HplzWPEnB7jiV9Uc3vyrF2TL2Fk8ulv5aLof6wrUbEwrfrcF8p1NPE9sQ1Uh+Q132zS4R1EMlKzaKg0CJ6o6Jzm9huL67RtciILaFtVNK+TyVFoccy1fnP56yEGKqY4My/14EUvw3I48Ix4thTMLqOE62ObSoMoY8Ga1xz8ljvoIxR7Wx394n1er6vA2nekEdeYGBBKp916UwhbjMYmdTJ/y18t9TelJLl8BkTWipiGlkfqUyTB1qNj7U5arPRmtrx2F78PFYhlANJn5na9poqbNDC6WU1TU5G46SRGkqjGUqFlAos6UPUQhNRkd91+xnnMcIjImQbiWSvqy3gcbwSwfQEtNs1ao6Y2F+HHqYwIUJkXYl2nNcCjBOWgsxjzsVV+4HPq0JCfZ8ggH7/nv/TY5nCgcnl+XkCh5PIQyHBRU+W2/PTWoGQV3qKlWNiAUj3hGnD92iapmlZJk+yHrc/+TsV2Lq5TyFJJSbNeW2IMnqCmuPOMXCilXQn2keakm4uk8CM+0osi7wuZh71PS9SW2mfhrrPhOAmA7gTiYZ8/bHmnSVTpC/O9+zuOFTzI0kNCXFyGJE/p3ZimBcn2daFChneVk3wf6L5xP9uNTQvNR+r/cGOhTVCl+ZMKa0uOBGVp5b3t+nQm8gWCulKUPwmguMkcN/fifqFPBRQ6cZxPtdNpqZA7r2klgiYiJpt5m+aqt6tmO3x/3QxUcG7HykITGe6e3qCh8rXZfdcFBSeyb8UcOwX+YE8cKTmsssFv7SoWE8PJXJ8PDf4jsl1yNDj3Os7j0vgOKffu+eGMu3SWkhr079zbYA8muNF2jrCg+PSm2/qPOsyXe+g5sdmnbsqGbNUW5j0W+JT0Wc6E4LbjEEGtb/Y25OJik80323UQ2DCtQeqCBFPSGvFFDzekr5UO4/joipW26cC7k95bqgE874aojfhl2rKgiav+7aD/tp3lsyfQjWZY1RDlKaNy7RVYASSgonomeWzbqGeHrKnW8DlJOrlxMsF1OwvhRDrpzAhD+TCofM/O30bLXPSLtWEGRVqWiL3o4+J5P0M6es2SuuFuCev++HF2MPOPQITumey3dzNyvpt+lNA0hXInasp0Mhr5tWcL+xb8gQFWip07nQmau8pUFpCTrRmCLiYl7KAsdxE3UnHVDCjVudb5iOYYR+93pKCfIh8tuAtx+6hbva5l86E4JbmTGM/56gWukT0saViKPugTeSMp3R5j1V78F/QfCJygtiP5cWk+6q44g0VgV9RuU121Xza76oE9HUVIt9Re6v3DZRnRuFmjQeaC5TU6GYI/pfmk9dCPyf4I82ZhKY3UadwnfVzMpheDrG7obJayNRESynopVWBQD8mxyAnTD5LxHkcZdrENPMv1UIDRzzfC6N0OWnRuC1sr5Uj/fn8+G1I3qlK2lLBkZ9pbVqg++0+rD/HOkPq0s3Bfgh5Uon2rCGnA+RJv7HwnOI6x4qCyLzCNSryNhWJogzXlW6qtC79LEMMTUeOm2mRW/w5Fglisg4qH/aPedJlyT4bpF6bnrulPn9mOjOCW2pEvahq2H21MK8MC1tM926qxUeS4B4kE2hvykf0QCRyoArze1klmHz/3tQWv9TznGpCeXBeVrlV7qqEuJVK7/VOw1TGK5J+WfNtw6m5ExGk8rIiYHgYaeO+MVpmxHPczkz/IIWo741q5zL43Z9mLraZTC41gUAmzAlIl4XzbeN3Cj4rEaIuLlzxbBH6ZBkT7+dpdTixXKcF8joqIPOwTzzeINE8gUOGL5ruttb2NB9P1pNWyUKr9KeAopBkW9g+z7/zWt2CToHN66ZlImO3g4qFzyfYoGC1leT2cI2B88l8TP5LhcE2pPtVuObfGY6YAtt1OFHRcc6mAiV44sK7ldC2ChRZGT1WAcN16czEcV+Zfi9Unbis+dnVmyp/8l01Jr+pEpzvqBC1EY8FtBcByBB0+qfwdky3z8G+qPYWlhtTe+6odksalX+byjzPbdHJIK7LbyI50PyUOgrMnoshUVpOKjLrxek6zydx2yzQchIQNaa5RrrSHOaZDIPm/tREqSkkOFkoTIikSLsU/g6DS9TmfHThuI2OfjHNUxmyLVaWJyjP9fD8C9ZJ4ZH0pVAznWgFCPm9e5QbnSjwTEOiWNbD0+pIA9Kez6TbKRfrx/hmSqE2rMnDOnu8TGXEvBSAmbJvaWFQ8PYUiDS3yNg+CmPOS7bTYYLZb9aZVhnroAI1/9GV+0uS7p/1OG4KikMVQXjg0i21t7PsqFDBQ9UJfb4+qMVHpkncQ67SfDC9IOFnHqj5At+V9CtqB8ZvSfqUVkO7pIYkOYl5rrcFQjJbhjjS9E0zmHRzfe7nvcjTcwEQnTliJv2BFJaP8Ey6dtZtCiEKI6q0eWpacSJRsPq53qQ0/S6oRfi4nE3V1vvX8AyFtfvA/hN1UlmaFrRIsk1sF3mOwontp/VA14vLsM+biJR0JG+Qxyi8GZ1Af3IiWPeFIZ5sS7ryeiiUCj6FHPOcpnDcL7rAGNtM3k/hbwvLwOK0lCAgEXYqXLY9+08FnPOGc9llJE0UeTyPN7X6wodMZ0ZwJ2J6pJp40nwV2aacTd931Qi3jXxGtsm8NElJmNTGS7WdlDSPhWf9YgS+ZDSThZqtAAsKmpi87pTClvdTGGY/crIZ2S1RBmONpfniU4ackSZOFPw5kRJVWDC47dt43usUpDcZmZZMIifTlREDmv6/gTbQJWJac8NOCiJpPskG1frIXc13FVqg58TlBiyOn9vsMlMA+7oVDccvFWJPiLGMjOGnYk1Bn31QPOPkNQMqNKJ0zimGIrIdvb5wTHma5KdVVvZ7mkd4kMedMtKFdUp9ZZRtcfvILyzrSZYH+7jQ/FRHWpzMw0Sf/KXOfaYzI7jTvKHQJMGlQpR3NPeLSXO0vKFaNLwwlec36XiS59GUXM13ufTzSm2b6lIVpfK85oJFmk88DpZRQSI1IhCjCppr1PK98K5kPtfjw5DSN3g89YMbROhWIDp1v3rmdQqrbIvzG8FSwfiYWNLtWPPzuEfN0S8RO+unz7CnkGklkBaHcV9oJyeb89zR/BwJ8h4nOsFBWh2ug8iTNMv2cAcphZSfzYU287LPtpbmcdNCfteVPEZkznGgIiJ/sr3mpSw7/b0sl2OXvPNVNbAxoOwUqgQVPuaC4ZzOw34nMMo8qbRSuPd4lIn1Mz/5UJ3nXNc695DTmRHc0uqAOFRqUKFsb7rJN5j42xPSk/eKSrjaF+VrRtDvq+IoT1R+a26f9wRwrKVfWjyq3grxSbW3ZnMQ+bx/p3vCqWey0vw1Y13S/JjKNMfTLHMeTkgyKuPGs72K+hNx91C14hrp4DZxodh+Qff1QM1nzcQ2kY5uhycNhY3b7377xMcsk2PsNrjMHKeLai+J4CRnbDmR/TrkZ+HTQ3uJ7JKXcoIzP+8/owI2Dpe10GS43EKr56QYzNDycl+5PZ4KmUKc/EWf+bqIFdOC1my64B4ib6/vTqZX7skwXc6p5Ea6RWgtuD3pwlxGWT20nXNY6ssCJy7Kc34ykOCRTk9nQnBTK9OslBohvHGlZ64ncZ3eVds+vaE6pvVI5d54V+1t619R8yn5DAy/J/Il1cS9q/beyKtajT7g4BFJE8lSWNGXSzTeO3/hMPJy0vr/EM8lPdg+t41maSqCMe55wqeAyUlOwSjcSyXi62ZsCjxbFkvN6ZcIlooilYjvp5KgOeoJz2M0PYF9b0Rb1iHDw/ifbe2Fq/UsFmnOP0kz12Flw2sWPl5Yd1lLNV6zcGQbaCmcqIDKgeZjQoUotTWKQXOLiPSi4KJi5TOOnkhlRcvTia6+5C32x2GrqdjSVUEraCPyJu17bhMKXiot//d9vqouxztpJNzvIXGmMyG4nXqIyb+NONPcMKHoenAZ91T+sTfVjsrcUUWjfJdKIB+oUNmeCpm9NeV7SdK3qq30flLzw/79klCG5Pm8FSOFnCRmViealT1E6z4ymD8VwBD3FirFcgtlemInOiaDO5m+Kcg5QYlaLGhdHl+zNqidTijNJ00KtFQU7E+2i+4RIR/bd1HtOAMmx9W7royFp7Az3Yw4jeqYj/RLS4u0SsWaCmyh+RG+dIGQBnTJWcl4X4B5XsijDg1cVq9djzSna0Y1UeHwmt02y869noJyv3vW3ULSvyTpt7Q6Xpk4Fol6XefDuE6+kppiO47nXP4VlfzwfytPHsvgb49PxocnPca4L83dQglCMp0JwW2hxxX/RHNeaWdH6SLgRDAz7GjOGAsVovCuSE/a51RRCFL5wc+rhWQZPRhNvK1a+PoTmm8rtjnqvlADr/MTM56ajMJ+U2DSL5omNAXsbdAiUUbSNRHdJTUzjeiIk6oX2WLlkgfvexci6zVTcsFRuJfKxELTyJgT1aY2lRrbkWgq0SP7znwECB5X+tizveZfolS6VlyXy6Xv2ZYW++bfC7UXFl/V/HVZFnbJI+438yW6dkreMA8lEEqgRPpxjUnoWy9vT2CyjabRl9XmHl0vu2p7CZJXEtWST7L9zOdrPkSO7rcNlWVuEOBy8mRNjjUtkx54c9lciP8wLhmmMyG4L6je3/hAxaCJGtwJCzppNQieRNxQTeibKlfIvamOy9P191Wx36PK9fEdalvVb2h1ce9IhWDfUgnuT6sNvhFKankzqfMx1C4H3/7FR2rIhW4bJ4d4cSJQGWzGfScKhBS6njTu8xGuWWiN+DglIhbuc9JsanWypG/P14gQieSM/LgQOOK60b7rTqWV3+6rBajzu4xdzeNzz035uPGGApuRFunqczuoWNIVlQLFdPFJckadjsuncJfmERUUUKm4KJzdX5dh63GdUKQy8H/zKcdhobJW35ryMlQ02+FxPIo8J1M76N4wT3IdhDtjCUJodbutGXbKvjPCi3PU6f0ox2VzTN3uHpjMcc80xKcHXjItnnD/DyUdq7TaFbVJwgngb4bU+WhE3jdRjLSvq5D0SyrXyKen53zc5ANVyOG7UbZP//Nh9w8l/bbqVWUUklwVtwuFE8bKIJGH20zG97Gfvk73CIX5dtRDv2G+aNj1UXgm6td0/RLKOVaL6yb6IJP20A2PxKSwooAmKrMllT5L0nUZ1zMxpM9tcR9sCbm+5BP3l5PabeLElNr6yqByw+xG/2w+U2mwvaNWy7TCyfY7z2MVjz5GXrafCJ/9YfkOtRzjYyEj9DkXxMgjfiaVs+nncqS2i1la5Qm6hzjuJ5oLIwt2A6hl5FsHljwv09XAZzhv/CwVCa2dDUl/Vu3IVc4fCuSekKYwJghyG1Mxmcam1WnpTCDuI5UAHdU2eqTQzkFK/xJNGxPoLRXqfk6NgN6g80CFnm+rfGkX1UKJjlSLkW+oolJ+WyW8reG/phrI79D8XBAS26iBW/VT8LjdOal7E5RMSfOSgpSTyv7YDZRH09mKwK6ju1OeCyp/HtG/20q0M8Y3J2IytScfJy7jyelDT2Ripj6v+U5Qj8Vlzc/idplsh9SiVojKiHzTfCXf0U1nhNgTYlwbcCQKy6YLhAIk1x64hpMx6hTKPdcXEe5Cc785acL/RHrJiymsXJZdQ4mepRbB8QnVXKGVZ7qnYCVfMyV/pYJ2cjs9NuTzBE6JyLMu1+c6fkltbSOP3uCaQ5aR4CjXSJg3AcqTBPOZENxSCYyLaiYWX6lFBiVjJbobVO97PKdC0VxhthDyWSKa6ns0fT6YrtnN8g2VO+WDqW3np3p3pjL21BY9OAiJaj2ZLBSozYn0iESvqRQKmcHog2FeLNuJCNyTy+iZqGShuUvI7bCbahN5ucXbh3BRGPUmAC0HukM44X2NiCotE0+Se5pPlOP4tjXCc8XtfqKQ4Go/BR4F9paaAsu4cmmOkjkhaZmc4JmczOQFCuV0c5DfF1oVbOQv1ul2sJ0JfLiFn8I5fbU95Jft7Llv/K5XlpUKMZEmN2n1FAvbnzzPfm5FHoYuJsJN5WR6si4ereCUiswnPaZSYD0cmwF5/Z/A7klx3E90lQzDsDMMwy8Ow/BrwzD85jAM/+vp+ieGYfiFYRheHYbhPxuGYXu6fm76/+p0/+NPqmOpErgvq7T0DTWXCZmXZpmJwN+XpnIGle/6oypF8L7a4oIFoN0lvvYVFbJ+W9JvqiJRvJVaqoHxqW0bmpvF0iohqfWluXnkNrD/HrhBDf1y0tNdQoZkuXSJbKFcujvIvM+qCXGivyVo49dv8dwMKgs+bzpwy24iPAuTpeYHxzv5nj+mi+tJRfVQTfkYUVtJHWluRZHuVJ4UzoPaGH+X5gLetJZWTVpaEuNEN58GKfTxOZTjZ83r7LOma5dUoCHrozKnVbSIfM6bAtrJipN85nIonNKHnILRZbmfhyrgw/Fy/ansewiU/dlQe0Wg+ZuJgngDz6QCMhBxH3pzwhYBaZBrQ6kEzWuki3mWQpvW0Do/NttxWvowiPtA0l8ex/H+MAxbkv7rYRj+35L+Z5L+g3Ecf2IYhv9Q0g9J+pHp+844jp8ahuEHJP37kv7maRVsqBDOFdWkuaAWHUETOAnGwd6cnntDFQL4vGqw91WukEHt1ME9FYI7VEMGD9SQutvjSIbLaq/muqAi/tWpXvrsTHCGxxGNGG3aLFQ8SyTrvGQ4+uAoZNNN4fbd0jwSwqv4zuvD24kUr6m93Yb1eTceBbwP5KIwIbNz3HoLcjyL/ESrQs7lpXChqeo+89gB57fA5gShW8bnx7gu09gHgL2h+RgQQTIGnm1zGbY2WP9SBSKIth3dZL++yzId9/F8WmluN6OxaHGRhhReRHt8jgu/UhNAFOpj5KNQTprQVZFj72f4nPtCHnL7vEnLiYpuHX8lwidAcRt5PQUmlZf7QquHtPX/HCumheZj4WcSDDj1BDvLOjWNlRyKaxAxSvrLkv7BdP3HJP2N6ff3Tf813f8rwzCc1obfCcN5oCao72uOiHNApEbULVWctX21fAu4fZvvqlD1l1Wo+u5U312VIPdLErwoSS1s4vqMlOfVDuxPE9PXeA6wkIdt930iAQ+sCU10QERjWlB5cRJcVh+JcRLe1WrUyB76TneGY7TZdgo9Kzb/p6nIRTCiczKv/+ckyG9pLih9AqQXI21NUalRuXKMHEHhvnrMbGXcifbR6uvxocu2EKZCNp9yjC2EpaZs/Oyo4rVtlMUyXP8C5SdSZFlCPYpn2dYx8nHtQWqT3/1OK2HAf9KLbU40SZCQfXHbjuM58oTvpxuJi9zOT9TLsej1I61b4b95Pq0Slml+s7XO+xtqO6/pJvTHc21d+lA+7mEYNiT9M9WBeP8HlQy8O46jLc83VDvBNX2/LknjOB4Pw7Cn8n58EGV+VtJnpfam9XdVk+cDtRXuFHQUkk4bKrPMCxOO0HhbJVxemp6jWS3NJw4FldTCkYzkr6rtmvRh+RxY+khzUgv3etcoZIjWLYgtVOiWsO/ZOwE9EO7TV7Xqe8y3cvh++iEp7LyhhrRKJTqq6OwFQ+YhInHfrUxJAyMUu6Mcr8w4bWnur7cJvac56nQfc2HPEznp4H6mQBLymS7Z/+tT/TybwoIkn+kpKApMT2Kb2RnVQ6EozcfR31TM6Q4gfy7WfLN9HHNprrxpuSwir+eGx8lto0slFTIFGAWZBdQB7jlv9snPEIEf47ef4Zu11Hk2x4SL+8x/RcWn3FnrcgSapFLwvZ61nP1Zlz6U4B7H8UTSnxqG4aqkf6g6hvr3lcZx/Jykz0nSuWEYf1HzydwzBdL8ccjdJbWOvjs9a6H9ynT/BZWZ+jbK4ep2Dpq3qd5UaatrKoHiLcEsozeBaLqlhmfflsjHfudAc6JI/a3bHHQqA5rhRKvSXBgQ3fib4VUnKiXmE/nYN5ZBE5m09ecQddmf7h2Az6g2N/1Xmh+S7+9HqrG4P5VxX/P+sD20AAb0Pa+vswjsviFqlOabxeyioYsshcqxVvtBensRlYqc7jSu9Tj1rBVbW4lMnS+tmUTZrivzuH8WxtnHdYqF/cxdz9J8Hgzxm8qDcz79xkN8jqMcuh85t/NZ8g3plcpNyHcH7VzEs2yncD8VJ/sm5P99L04yjeN4V9I/lvTnJV0dhsGC/yXVep6m749K0nT/isptur5czYXBNUnfqYLpdBdIreObKrR1XSWUt1R+a0Zw2BwZVQLeSMbC0v6qbTXBQabR1JaPqL39RmoT3MIyGZHCnCbbrtphWbnY4Xp92D/9uhT4nliOaDlAOS6DvjtOFAqLnKwUGkL7Ms6YIYGJ/HoLOCP6Q0Y1GrIg9YLvHZVpZ0RClxPbYAFr5MS+WWkRrZp29BGT7rQUOOFsxZFGtgp2VWDA1tAYH7osttTOzdnVXFBwoxXRJ2k4xrUhrjMl73HOcLGVbjoq+3yWAofJCoYuGfMfz6rmBheCGNJ5Gf+TH9lnCtwMYOjRLGnLNYa0yKggXI5wPcfYKd0g5DOCKCpD32ffMs+69ETBPQzDMxPS1jAMu5L+VdVelH8s6V+fsv2gpJ+afv/09F/T/X80PuE1O27ooHJFvDx9X1Xbes5O0g90QeXW2FMJ7nOqlfubagueFsxEyH7+6pT3RbWNFRau9r1zkE3cZNRECSeaM75Uysn+U2l1IvoZugbOo66NyE+mY/uIIrhgRMZ0olDmi5nJ8DxqgK6mTeThwpHb47I5id1mMqzz3Fc7fpfIjhNsS6W0fGyB3wFqpew+W0g9j7ryNEe3nT7xVDDsj6NgrqvO0rg0/efRw049pWakx4OVOK5pmSzjN4UHLUW+cJYpBYR5k23jeFPxL3GPfEBfLxcpCWrYr7xG3hSuk1bka8V9KhCPOQUkn+WmOG4EMr9wXlm5mtc28TyFqseb/J7KMxVquqFOtDpWibSfhLg/jKvkBUk/Nvm5F5J+chzH/+cwDL8l6SeGYfj3VC+H+dEp/49K+o+HYXhVNQd/4EkVUNsv1M7Rvq0ynfc1P1bTkSCjWqytN7t8VIVsHqgWLG9Ozz1S800fqpj9E1NdFm7vT+U/VvnMvTsuEVqaeBRk7gtNNE7qK1P9+1Gm1DR1ls9yib452Z38ijGXmTGp9j/mphge6el2cPs7Ix7YP7ebQoWCnn1LZhXy0ER3nScoy0LDSN0Hg52ohPMHmr+yy8r1PtqwLh43v+nqobJfqiy3l1S76W6pHV5mJJeLWBfUrCP6dtkOj3nWm3yXaNu84THfUHNz0a9KPiQPU3m5rAM8n7Tx715UCdekSF/W6evkb4575u/99/O+zlBORR4qKYYlUqgyHDXnMeslnVLhUrDzGeb1nDH9iMpNS2/Y4u7odelMvHNyexjGG6oOXJf07Wr+lcuqDr2j6pA31jxQ2wzjxbmPqx3B+qKkb1F1/v5U1qPp3i0VWvpLaijKcd1LlcJ4f7p+UYWuiBzT7yetMoW1dh66xGThRL8wJ+8QeYnuc4HHz3jyEoUwCsKoNV0Q5oJLaq+OO1F76YLLz92H7vsiynG/LqjcTXfVFnLIcVxE82T7mGq1m4jF5jYFuQWxlVAPfZ2oeOqOmoCkciEdPGlI442JJs9LenV67qrKjfeW2pvYPe4u13T9pNqbnEwX08p0JUpkBIbv8aUPnNApsNh394n5e77vRVwn/xLBjvG7txjv/rv8VNRU5lTYvZBfC3Raa4lyE6nTQuGc6im9dbQ0L3sc2E/OFSo/LnImMEjBTYVMJbuvAh/bal6C/4+ku2f5nZMelPOqTnxpun5N7WCppUqYGuGM0/Wd6XkfDLSjEtqfxLN7agL0CL8fqojklXILvMsqoc/JL60yARnRgkRqSOA48nOSuKyN+E8k1ENMRLMWaDmyVyc6LZDHdN5CW3tI6H709wRlsP9sizQX7nZNHUzl+QAjKzPGllORuK4Poi6PrxX0oHkMuC0GTiB/HEHgtK3is7t4Pt0QO0HX+6qt2xb0d9TewO5nemhZ03M2VZ9VCXvTlgvYwnVOdvJFhual8KNV42eoSHj/wyD6hHQUqsedfGyj200eThRJocfUQ+cWxs+pQFwCjkS6/M6xyXKdj+NB2mZ0jcvi/E8ETvTuRf4Bz3mOGzA+VLN2HqrcvlxPynQmBLc7e1HtvZH7qgF6R0UEviXDQo3m8970zH2Vj/zuVNa+aqL5ntQE232U4ZV9qW2Jz4lIoUqEJ62eEEfGIpPwvrSKTDiwvp8TUpqb5GTgTbW3/dhHyXrsAkkGXSJvb4KzbifmIdKiYB5VFs4FldvLpzKyfYz2GNTGmkLAqNOuB+EZL0Av8YwnjJW031FqxHwvaENUZfpJfWVLWvl5Cn63ibtNlyoepbXGMaTyIDrLkEYnHgmcSNo8Y6XoGPfsj9vbM8tZZ96j5fJhhP+6e6SBr7MPBDAWcm+jfSfxHMs237A/CXJS2PpeLrL7vl0ojjYivzmv28BxTsvEeR6pref4BRj7Kr5heGovnRnBLVVnrk+/D1QCN7W5UeRS1dE9rRJnXxXH7LCt96byLmhO7HdUbpnldD99s2QkIsA8A4JuCqmZ9UTGFvRcmPCETealyUezdwPP54Kl67KgYtu5QEm/tEPZ8qD5fJ59Mx0y4oUC3nVsIt9Drb4Hkb5jone+lNb0dlssVOme8EKl8Lzz22Vjf/2hpK+r0ZdKKq0K92VUixwhgnQd9Fk6WdFQ+fNFw24nLY1dFaI0uheepVBxe6S5pUc6PTN9voRnXI6tEIIEosukQQohf3zd9KXASldKCkw/5/YnQqfCI/AZ45rTOpDlujLSalBZXnyRRiqWAWW7DKcbakdTUMCmlWFe5q7bhdpu7femfOdULrkDFYD1Lu916UwIbqncGzdUGuhAjck9WSw4TtQEo01kTpJHamjaERw2GY2wHanyjenaVTWm5AKTNDdFewzeWyEmc+R13+OGjW2VUrESopKyWZpMm2iHi4dmkB4SpP/VyorluXy/4YPKJxf3iFakOQMzpYnoyeqYeEW7uMHG93yspieakeQIWg5qK/5uy82JrsdRNttFert9iajNgwPy9twObhfpQcW+oRYx8xj3jQjvTddSIbsdrp8KvZc+UAkWKhi2x2PK8bVFxLyZUkHRMkrk2hOErNMvRdhG/vz0rFXWzfLY7jHy+Fn/X6jxXk9h0ApJRbFQCdxURn7e/fHRCQagl1CXD7cz32+qXLSPVbzuaLJ16cwI7j015Oft3o/UNJUng10bNke9mYN+2btqzOQVWjPwebWXhx5I+nlVhIBPg3tHtWmHIV6um4OZ5q3UBLzbKc0RvoUfGcFo39eluSD2f6c0S5NR3R6b6kYVtlCs8CzkuSvM5dLFwnoXkW9Hc9cLLRNGqbA/bp/DHt0O1+Hr0twVlq+wIqLjQpQnyKcl/aIKCLjfdMlYYT3UakTLJsqjW+RjKh/1oLYBiMh/0Grcu107PChKeIbK9ETt7UUul20jokxLj0rbvJk7FzXd53s4he930e4U3Kw351u6XqQ5nzJRkRxGXtMhFQDrp++YSJ98wOfSGnYbXlbbpEclke0Vnh3wcVtpibochpceqcb/jmq+XFbJNVqflnfnVbxr667XFqczIbgHzd94cVFz/6A016o3VC6V66roA4cKHqptlabQtZviGRXhbqsh6y+qGPZFtQFlu/xNZuKkluYINxECBRoPnfI9DzgX95zXAsvIm8IpJ1a257qKMe07M2N7l6L/u010VdAV4HYuVYxlFGEBQPRGi4VmOxWX1IQU20uLYhPXrRRovg+Rn2hoObXrq5q7JOgiOolnvXjkPBZsdjG57lc7dfu/F7gP4zmX5f0GRlmJeilgyS89JZ2Cm+Up7qX1t8R14fp5tTUgXnf5vraMPEPkZ8oxy7aZL2z5ZSjsujqFvBSqjAg61lyo7mhuyb2h+X4Fuu/czgRnidzJB0yP1OTXQi3G3WHADsQwQLqi9nYugorT0pkQ3FJDgmZuMgS1+3k1s2KhErj3VEz3nubMTaa9rGaaOw7YaOueaiD/rOZvrXGkggeUQptmPBnTk5YLIUSiFFZGvsJ1av8e4hbupe+RSMDo6YLaWdbuE/O5L2wrBRLdKBY6RDaOHvGzdGlx7NxutnUR94f4faJi+mtqi1Ib8bzLI4KVWmiVwxvva34Soid30pBKOVf1Oc62+jg5/bINCknT4ZbamLPvaeazbxsoQ2oLrlSUQzwvrdI5r7N9/r6HMp2HPEk6cQwSVTufhag056m0sLhuYD5M64JCv4fgPeYMvV1Efm5zT0BAuuRc49x1fdkuttmH1Vl42/K9oiZPzCv2MOyqwCqV0JME95Pu/6Eka0RGI2yqJp0FtAf9SCWgf1MVH7tQiw+mALEGPq8izMfUCPzMVJ835HihblsVr+vzmIkapblbgciFCKLn8x5wn2YhmXgDZUnzSUME6vtccEzE77qWaiY9JzfdDJwUjAxxWYuJHpdRjoXWlamOLZSRq/QOP6SQ8G9vHiHDcnJJRfNbqDt9jUPn+oPp+5pqTH0OiNviFXt/qJRdLk1V+mA9Tu6L28s4c072RE953+UmmvZ/hlGuE5Z+jm1m2e7TEJ9F537PXcBrbD/LH9X2RHiuUqkmcjcdqYClVcG4rq9+nuWwXYu47udoeflazgVe54e0yLGgsr2omi+WDx47uwHt/vUGP77sI/u6Lp0JxM1BG9S2rW+oHa1pYePFm8dqPrI9tcVMas+d6f+z028T1Cahz+P2rkozHAekZyoxOoRRCRZaFD49dEihROTmeo7wrAV8Pt8bYCJJXqNLgAt3qVCcJ01W+oiF/j7SHDGfaO5XlZqVk4IxJ4TbYkYnDdZNPCubnOwWdlY472tuAVFgWbA6xIsbcvx+UrdnI8pxPvbF/km2ke1zHeTVzGdaun8X1Xg2BbMFNsMqKWSpKNl31+UIE9ad/M5EAUyLbFTbkUxw4D6mhcDyMh/H2fndF7u9aK2ku2yI624PlW6G8aWyyPqFe5zPOR7eTr/Q/HiGQW3cH6kA5WU8y7alG6uXzoTgtrlgDbSnxqg8flGabwi5p/l7HXMAHqox5r5qB+Suyuw+Uk3MIxUyu6b2wgSazNKcoc0QPcRKM5ZmrZDfmpcmHn2uiTTMyM+olBgXShfxzAl+Z2TEulBE9oEmOfudccC87nYTxbr9fvmChUcKBCps7jJlaBkVi8fE42YaczIeI987qvOF6Xc33fz8dTVhek1tXeBExT9pwvqbaL0n8KxAF/GcFVKGtlJxOa93sPYO2vJ/t41umyPNfbrOy7FzslChW9C0dP5eO9eh4sfIR2FNZD5EWUN81LlOJbHOz05UTEuKwl6aA5uegFb8pmJ22ea9vO/67THwGTx+L+pNNbDgkD/PlXRv5VgxnQnBLZVANWLzR1oNielpbm6LzbzbaicIXpj+Pzd9v6nG/B+b8qUP1cmDZWSTxGWbiGDTB55KITU8mUMoJ9+dmHGyPUb38/TXph8z+0rE7jIcYUNUlyGTPCckxycnpmNbXZaVK583HbxxhkLLE/Ci2oufrfz5EgwrKofovaI6SJ6HfO2pJthF1YmUz0953tJ8TaQnVCzQ0vVERWW6GYnRUpMaCJGayy6jPkgP5k8gQesv5wQXZd12os5E/sLzeY18TbSsyEe+5zU/Q1rRDWhBRiHvxLlnFG73TZ7x7mdP4rrp/FBzi8H9Zb/5n9YL/ffso69vqIDAkdr7Bg7V1tYsi8gLrL9HO6YzIbiXqphqa34Tx37nXthYouAUWAuVIP7TKqFs83lQTdJLqknqKIlnNHdbGE0masgJ65S+L7aFqYc8iGzYFyPFUfPdfNJcOfB31j2irET1bHfPpHay28ACkojRYVk8SMllW5iTGTN0TbhP+lkw2AXmNhGB7+NZ08TI0cj8isrS+qcql8mgUgZG9Ucq2u6poo2uqL0F6HjK6wnOlOgvTf2emyyVeCJD941Cn8JYmvPXoLISjerYlkw5X3q/6S4hL9FFl4Aix5xjmIAlhVHeH9Y8l0qzh9pzgZ19PsI1P3OIZ2gZUXktoxzOV+EawZPUxntz+uyoyZS31bwJFzQX2lbKvfHLdCYE96iGguwHcugaCUxiktlNdJ9z7JXb71G9BIGnCXJC7agdiWkCErEJz3DyOPbyePq+pPaexmTaZEgLO9fpdvn/YirvWKvvc5TmjMpwJk4uv+zAdE23T9KQrgoiHwoYnhNOoZt+a5834xCvnGhuO/tgoc+JZ8RFnzDXEPiR5vQe1c4UuSzp82pj5f5RmXlTzz3NI09sqXDs3D4KZ/eDNEnlKM3Rots8xn3hOaLyHGM/ezfaRKFD94k0rzvXK65pHiYr5E1BYlcV610XHcR+5v1BddLibRWvZ0gqeSfnI8vjLlv2d53Fy3bwI63O815+tiOtEwOHnPNWyoeq+Tmo7bNgHRvq9zHTmTgdcHM6HdCTdKHGPH7v3h3NhbS0qp2vqr1F+yXVJgxGPKTwM4EtkHpaPpkwfWKcLPZ7cRGrV660OrAue1RzTRyiXO9kdDmugwIjBVlaCzTrE/kt8SFK7LV1ofkLDC6pnZK3ges9a8KRB2Zi98FtNh28uYemtJOFi1GHF9eYWC8tDd8z0nIiPSxALqodJsUNVS6Lvu9eDHKWm4o9BQvHTppvLjEwoQXiurMM0yf5znXmDljyOBXxoDld3f48QmFdOYmgSSN/5wFvpC8T2+vnCUJYf/L+Mu6zrB6qdvm9BUyOZ1pbI77J85xfH0zPXFQDJilnnPe/lHRrzemAHwaVf9PTQu1AfJrhO6qjWi+pmeTS/OWbJNp9lTb7Cyp/pSNFTGy7QowIHRssNeIlWuKk52BQu7oPJ5Ev3QTJOC6X5rEF3yHKyfYxdLKHqpiIhtIdYnr61D0yapZBpmRI2EJFd1sSwr1dXN+Y/j8j6U+pnYPuIwhGPMf6pFU/pIU2Q0Bp6ponKNRcnmnN0+04eZdqCsUWT7qNOK6MtU7h3RPaSdP07VLYZMgarQGDDQpOt4XHGLg8v+iaPljW7fo4/nmKIy0VJ4blpYIgDchb5HmPIfmL9CW9OJd936eDZn3+nVZDTwArnjE9eig8n6f8YV2sj3PzutqppymfFM+fBqnPhOAe1F4tNuD7hen+XZWGuqDaNfldqhcmXNRcoC1VwuGS5kibqOXxVN4vqVCi6zfz5USV5oPj/Ga6ZDIP4EbnWpY9IC8RL00/aY5ipfmLEtw+aR4NwslvQcsJJ7SfH7eLia4VIzrmI40tqI1o0wq4oFokvBL9dv3uJ08wzHh3vwyDSNzCU5pPrhQGnCge81SOrsMhgOQv09O74ZbxDPvdU9qsx2mhxq89AeW+2P95SQVoHANPAZPuGrf7seb7HHy4lf+7/Sl8ey62dL2YjuyDNHf1pGD0s/k2GT7v3z2XB8FOAi6Oda9e4ZkEWIr8+YzBX5brazl2g+Y7Nr29vScHyOunCW3pjPi4jYBpPvqt7x7cF1Sd2lZtSx9ViMiI74LqjTbfqUacFIIPVGeTvK9yo3zrVH8KHg8KkZs/J2qCiZEwiUhYJk+746FYUhNeZFAjKj9zjHKJSMlQiYxMS5fBSUTl0mP8RP+arlEw9ep0PmnOmL52ogrR+1nVWFh45GYiKh7Sla4knjHhtnpCHOE3QxYpiHzOTc9V4WNi/byir55gbrfLZux18g77xraYNqbpdZW77wtanbwex3QDMcyRk56+1t7bf6Tmcluq7SROIel+pwClC4Djl243usxclvmZxyb4GvlvnSvGzziENJUDEfNGXCcKllZ5NvkhUwIgyofkE5axxDctN+e1S/SBnpzOhOBmh8mIPr/kqlqnnlEzB59VLQo+VpmCn5nySvOjLo9VIV6/oVoI2VR7o/Gzmg9UhuYkmubvx1odXJpanmREtj1zOieaQ+BIG4c13tF8UlDIWTH0zttex6ycIHxpBYUPhdii81yieeZZaD4B76tFpyyjDP8nqjeC58sQSLOsm6ibk17xTO+0R7Y93TTOl4jUtLKCHTWndf728zzPmULmsdrbw02P9LU+UvEvY9apBNiPVBoUsCmYe0LSfaVy4hil26jHdwQERO4ZMZMCMTeMpVBkyvp6841tEfJxLrAelpu0IU8wtJX5WVbSNReATRcrolScmT604J7eOfnLkt4cx/FfG4bhE5J+QuW9+GeS/sfjOB4Ow3BO0o+rgjpuSfqb4zh+/bSytzW9Fl51VrKFl9/e/gm1mMfrauc+2D92XkW8X1OF/41q55d8bfq/N10zajRSf07zhT8iAw4oCb+Ma/Sr5qYb4f8invWkTsF6rELzPiCKmlmaM2IuUFLAsD9E+mkduA8u56baWQusj768Ec/nSvoNlQDi+dNG6pzcVAoUiDlBuPPyRO1cDfNAL7EcftsCouD2hwuQ+SzHWHHPwoyhZNkv9yeRZbb3gRristW1gW/XlxObZbFtVrgWkuSdVBo9xJmCPpGl8D8FYJ4QaWBkXklgkwox+SJBVArrtBq9tuKwVIIP8iDnKy0XJwphls/5MyDvaa4X0pMK2XWSL9Yhful3h7j/bZUFd3n6/+9L+g/GcfyJYRj+Q0k/JOlHpu874zh+ahiGH5jy/c3TCr6kkvK/qeawf17lx3tBJaxpUm6omPttzbeYvqYyxf02dSOS62qnAxrFX1T5WU38NKcYT06TWbjG6IlkWmpWLloS2RtRUSiboXiin9S2+Lt9ZpCMA+VGG5vyDquksOYkZWjhhkowcjt+LpT6OaEOCuTb6FMqEU6URDOJ8rTm2zQ4p9WNSCyTCof0zZdNeJJzXBKNsg3SHC3SdWH6ppChYk0eYT4mC71eGGGiyzGuU7G6LKJQK6pE89mfHm3ZzmwzBRnjpxdqoIknf/pQtx4fsM5E547gWodMPRdybqVVkDQlOCFdxyeU4Xoo9NPKSZ5in5hnHX9k/56YhmF4SdJ/X9J/NP0fJP1lSf9gyvJjkv7G9Pv7pv+a7v+VKf+pjfCqt3cU3Vcdo/lF1eacB2qT8bEKdTsm0ohkf8r7ntpWeJuxJ2rnA9xUIe0bmk9eqRHfv03gc3Gd2jl9eqf1M5EzkYrw31EYXoBKZmFZnowUYtc0R8FD5HE9DktyHQutIrqe4Fng28rH5Z5oPqn82dac4VgGPxT42U8fAGY+YDsZNZSKyeVkxAU/nDBUjn5moQIUl4IWnNQncY/XBzWeJJ8s8E36UGgzYocum55SSR4kAEhEyMgVjqHzeu4wUWGd1pbk7UuaK4MTtXUqC3W6rZwoSNkG53dIncthG0iDLCuFJOd0KijnodtvQ326my5ppbA+9oG+b977g0Dc/ztJ/44az96QdHccRwPRNyR9ZPr9EdURERrH8XgYhr0p/wc6Jfkkv4tq6O/+dO2LU0PPqwbpjtpOMW+seKgS1qNaqM2uCj2emxo1qHzaL6i9YcLmqP2oNNWc6P5IgZIHOplZ0xUhrfoHyaQ5kbl9V5oLkkRDiv+mneuxydhDcEbiS3yPai8A2MVzNEXZX7pA3B9G9fi5Q83b636RPpwwFLKJhJJmfhGFJxf9zs6bFkcuELm9dv+4fS53U7Uw/jrqy0U/C+VEj6ks3Fcff0pfNelEi4p+5nRr9JQE0TV5g8JCeM71rRMY7pM3ankjCS2prMuKb0PtwLhU6ObDngXAfmbifHN9XKxkvl5fU5Bm2dmfBE7r3Dmcs5nIc7S6ub6z7lmmJwruYRj+NUnvjeP4z4Zh+N4n5f+waRiGz0r6rFQLilsq6b6ndgznjprLgluTT1RMc1FFBL8pR2pa1+GFW6oIkmvTfx/paj+iUSgPb6L2TSRNoZGxqRxUxXVqaJdrpErFkIdDOQ8PJ+otoLIOCgKnw3j2nFaVBxmRLpzsI008CkG31/3IDSSchIl8kun9jP3nHh9/n6idJUKhMyA/kaYTz7fwblD33cmvkvMiqss/Uq2jWIClkOn1gyknP6/7JEK+mzBRovtHBav4HpCPvMajAHq07rWVFprn4Z7Kqr2oAkE8HI4LvGnBWBmNmgsdruFke3IepSAlfaTVPiffssy8n98593tjlv/ZLrYp68o1slGrfH+aUpE+HOL+lyX9D4Zh+Otqb9/5e5KuDsOwOaHul1QL3VIL2HhjGIZNlSv5VhY6juPnJH1Okl4ahnGhEqqaKnh2+r2nQo8OG9pUCeHnJgK8pQob3FBztVyZvg9UfvJPT2U5fO/9KY80X9xKXyGvzdquuaBah4qZn8ycjLqhPuMaOX5SZXUwYmJHTcG5nWyDf5OZzQxepMx3/bltCzWLxm9UTyai8vF9MqDfncdNHKab/ckUznZ7UJkxlM8CyQJ3QNvsIjFS7qE0t9/P+rySjJSR2gIohb5P2ztBHvY7rZZEZDfU3gFJC8JKNqNo0n/r8aNPNHmNedPllagxE1G61KyV91RC+vx0f1/NxfHmdO/jmitN9t9uTAIVl0/Fmkrc11JYM/Xuu8xUTsmDpJdpwiOCTzSnUyqLvEbhTFfSMvL25Im0KntIq156ouAex/HflfTvStKEuP8X4zj+j4Zh+L9J+tdVkSU/KOmnpkd+evr/30z3/9H4hH31owrdPFQxxreoCfFxus7FMvvB7QbxIS4vqgT+5amcqyqGk4qAD1QaxLs0LUS40mzEu1BDbbnFN4VkMguRRe/QGCIf95GKwArGwut1zQX/qNXwuAHlsC9u37Fa7LLPAeHxAhQidj9J81P/yHg9VHQS+VyeEV8KDv/2DsV1SNWJKNpCnv1nmU62wHji3qBmcTl/oiKOIXdo9ujgvnIDFNtgf+em2kmHFmhuowWG8zECyInuCJfJe1TU6dZyPbayaOXdnehxc/rveG4q5RPV3LmNvl1SC9VNK9HjQyHWQ58UVomciXyzH0kPj5X5OnlpU+tp0vMnZ1BBLo6mIlzEb2nOox6fRNdU+r0+rUu/nzjuvyPpJ4Zh+Pck/YqkH52u/6ik/3gYhldV4/wDTyrogaSfU0Nf3hhjHye3WEuNIBfV3mLzsgpF++UJz6uIwPdQvqkS9q9ovuKdqIZ+5GS29AF6AOluGHCNg5CC3XXSXWEfp8teqCYS0RMnKVFOamrWl/5D18WUAjHdT4OasKcbxEI+ty73mJq+XDMrF5A5JjnxWS7RERULfYi+d1Ftt2ki0B662UBZpseo+UaXdb7NRItLlSJ+P2gizelCtObTCN0+56M15WcMDtx/b/ZyuSlwFloVQF64N+99Ve1M7yO1DU0n028r2vNqobgGOjlvzJeL+D4NQbN99OcTYKWSJc+nxZXj4udyTAmgmIf1nKZQ0q2ScoBlJlrPdBralnQ2DpnaGYbx4yq0/N2qY1iNKEh0R3fkbikLNQpcqZDEByrCfHH6/zGVq+Vb1Fb4pTkBk9l5LzV2mnx5voM0n4QZO8sJS/QmrQ66F1KPOvl6beZCIX2Mtl6Yx3QzGrd/k+28qvaaOD9DxNBDUKnwer5ZJwqgAdc4USyMNtQ2KfXMT5fhRUQrFwsC0l34zwmVbggKFvaVcewpiPlMHgGQY+ZE9EolZaR+Ts2C4GatFGymVSp90tf/76mdOfNltfNaNlVIfKkS0rdUSmhH5a58UU0xOijAL+8+VoGyq2rRX+uUnceELiKDFvMlj1JgojJKIc5vpgQWWU4qWV7jnCA/UQ5J8/BH9s3zgBajy2P9/y+tP2TqTOycPC/pX1HzTT+avhM9jZofu8r7zHeiYqTXVMR6SxXzfWMq1xpWmjNNLzTKeTbUZwQ/x2NRc+IKv7PsFOAUACngHU+dKEDoTyIyqU1ACzH3MxfXHEHCA6ws9E7Udp32FJO0yoBErW5bmveZUuD5EPojzSMwLNBSENBiSSVB5c7FU8U3x8wCs7eN3XmtRDnDkn9YN8eI4IQomkruMJ614t5WHVv8BbVzVSg4ks+WcY1zZ6F2KNg51VzxwpSF8btqR/A+Vvm/91SuyVtT/R9XO1L3sdqLcClY3UbSLRXaoHJ3vqW2EErrgvNW8VwKcfIBeTXnkvMN8TzzZJvpCvF9l29ZdU7zSCFpVWhzvq9D4UxnQnDvqpjQh4x/m+YHSDH1hBbRwy0Vg91VKYAP1PzFRyome1FtC31Po5IpUtgkk6UCSKHue+vcFOvQABmbwsOoirvCPJnd3tyx5udzQmd7en5ztpEIna6KpUoh7qMsRsPQckifJ/vr63Sh8O3ctGbYD7b5OMqQmvWWu1r52/RlfqOpTdUmrrt4zvc9ttLqZGPML9FvunaYnwKbQpU0cj8eqixJ5nV7nJ/uFYOMk7jucb+nmh+m+c50zcfm3kNfrSDtM3ee31abW1LxxAcqBbw/5bmkhp431Hay0s87qmTB4fS8w4HJ05wn6fdOwXwazdPqSmsr5ygBmJNpzTnr+xbcmZcyg3MrZU4vnQnBfajGgD6IP/2OKWiEfFLT8v9cLXTwoVp8+LHK7/1RFbLn6XLUciQgUTjTec1Dxchwm5ozRppuPeGeAq2HyiwEOXn9Iog9zc1huj9INwo0H4af7pAUZkSwg5q7hu2XVqMwciu683Fbuetx/4mMbGHQ707hx7Ej2qGlIM0Pm8rzVyjIMsRxGdf20K6eVUMLwG17UbWu4rHhWHJy55hvaNU6Io3834rK45aLjikc2He3fU9lSV2dPg9UQvi+2otub2vuorOwtcvNC94W5H4x9wUVkHobeR9NdLmCdnMtyLT0IWTnVXP5vmpX9FJtJ/B1tQ1k2cdMVHxOKXx785N8QAXcs16sNBlKu9T8FFK2rScLUuGsS2dCcD9SDdSuyiS6Gfc9uDTT76gY7Pp0/ZakX5yuP1Axz9Xp2V1J367aeOMzic3oqfV8fdnJ57ofqw1OCrKMZZXmQpnfPbOMiYogTXSpma2JDOwTpEmXsd2JCrx4mQtzpp8XHn02ihOFwInamTLZRwtIRqywLYv4zzaxbzSnaaq6j1zQ5mTbmtrmEEq3yXWem+450dqyv9ZCNgXkiLLofrmD+ymc2Qf2K8GEy3pBhTwfIX+a/WmR+B7LZL2j2t4I08h8f0ftvPRjPGeesWKxj31XNd/sTjtUCecb07U7U9u9X4N9Y+jdOOX77anNz6vx39fRf7snL07/qdjoL0/3hM+o4TOc+2yXy+pZnxtxPcESP7R8WH5v7rpNGY6Y6UwI7mPVwH5cFR2SjUptuacSzpem3x9I+nVV2NymioE8sJdU53c/q3nIlrRqJhFBJ2NZsHAwORnT3OKApKanUE+ELNThRTjG2NKcomBJtwE3NmR0i5mDPmK23UxjIZ4ulI0oi310u6wEuIORCMvPWJimqev/VkDsAwVWWjeLyMs+PYxn2WfvE2CfiIDSapLmNF+qKS3n9zENFB50wfB5Wg4Uoq5/X81qIOL3Alhu/+8hubTuDDwcpvie2ktKDlVC8aLKz2yBxyOTPc5SKb5PqDZ07KkpsPNqaz931CJTjGSTvuaZcyjjntpr1QwknlFbNH1HpSR8HEIuQLt8huZy3tJyy/bw+kKr/JPzO/3u0pzerGMR9528RtezHJzOhOCW2uKe46yNiKR5J/lWkndVTPUbKlPKMdDHKoF9TRX6ZwRPk6eHfi2UiFKkVUSQ91wO7/W0OAV0+vV8nX3mvfRb98w8ouuc/HQjSKvHmnrxhFvH/d9pqflWdn4T3VMoeVw5UYloePIf+0xUL5RpBEhfsftGpeuUQpPoOCNnKDhz8vl5u5dyccm8xXLZh17ZrDsVDgX6qHaEgdtOgXMQz6RQyPos3I5Uyuy8yp3xWEXb8yo3h8FO8pDr21Qh7nOq+batAl9LtWMBdlVC9/Z03W5M0tBtdh03p99fVikT87M31Z1Xe4vMI5VCOFZFueQCJa0Xzw0qXt5PpdjjhVTqpGsqS+E+eTTnbtZnOZhzgOlMCO5BJTg+r9LwH5uu2/Q7UFtI/LLaOw5/S+VD9Iq6tyq/pAr3u6FabKGLhXV6gKlxe+h0gW8i4PTJ8jkOlPNYkCYqsmmfQlNqg3es+eTn89KcESwgfVytQ8geoQwyL81HX0vB4Xa6LG9goV/Wm2w8HlJTCJsow3TbiN9k1KT/qIbejBRNA1okQllUxBQUXCuQmksmhb40n+hsY28Spv+ZL8NgmxIsUMkRJKQA8jNsJ7f8pzDMcfbzbtNCNV9uT9evqAEKR5G4fIcg0ppaqoTm86qzgDxPL6tiwR9MffIRxTsqgXRves7nCXGT3IGaP/yqWoCB3z37jArRvzbVeaIS4judfnN8uAbkPkrzcTGd09Xn8Uv3mOuiHzzvuUz/T4Wf7fSmO1ua69KZENwnKkF8XnV+9sdVwvlAhajfVw3iN9ReNvsVlVbnjspBNbB/Se3t7dLczOHZv5x0ZPIUbj1klzsiB9xz4qRLPzkZZ9T6N5QkUsg4cSqgMX7TfGaMr2Ph6XfbQB63u7ftmrGoRJtEvBROrjvbmW4a+uDzusvyFvekjdvvNnAxMBGsExUGfdNuO81o+ufJF8yb1pWROYWsn80JmegwFTP7J9xLS4F8SuFD2tAiontnVyUIHUVyMv32xqXLU1lcV7Gy3ldF3FxW+aYtnHZUSP6uai3qhtpRCPenz021nc97qvl+RQ10pVVqIfyeSrFcVdts957KSmD0SS8x+IDlJljpoWgCD2k+DsxDeud9InBFfgPQ04S2dEYEt9ReF7Un6R+pvTDhlhqSPlBFhRyoUILUJp4F0kLzoz9N5BPNz6SmME9B1Jvs1NpCOX6e5tIQ5RhRMwa1h/g5eJ5MD6MeTmAKQgsETthjzfuq6b7dTYzQICOO8VwyoPM7ssC06W0+snDIF1VYyFOI+Dn2tWdppKnrcc4JQfTpRWkqN1sPJ5ofZmUFRl8+207BzTGW5ujfICHdYT2Ly7TK/KaB6cyx8lkwwvPSnOfJ175+gLY5YmOYrvuEzatqCNgKm64W884FNSDjoxq+oRLWL0zl3FEpAS92HqkE9jVce6gS2o5M8asL96Z22HI7VLlErqiQ+KACcRemj9vpcMNUvpxnPN4ihXZaX6k8/G3eJ8BI1wnrTMGeZS5V48p53EtnRnCbye6rBuTr0/WLagf8bKmY4VBtZdrMaKTw0vRcLjRwwinycCLlpEzi0izyAKeJ1NOy16ay39GqoKRgIuLkuRasP1NOdjKrOs8bxaRAklZdRUvN6USB77ooIBPdEeVJc3NzoUJL76i5WYh0+a5OKuil5pPSSisVMRW3t23z7JUrKr5JxWBakQ6k0di5xuv+7KgmmP3Tg5qbj/Q0LVwG+5OTnwtvRsNE3FSA/uaYGpm+q0Kn70/XdtReQrKhtmZES7WnrO+rrNzrU573p3KsGK6gnNtq9N+Y6LCltmfjiloM+KHm7zg9mNrmw9WeUdvsc1+FzhdaXYMhXXrIl0LV40DeoTLltVToqYypLHtjPMQ9C2z7/70bdl06E4LbE8uLZE4euIeqgfsTqhhQI4HzqkHcVxHluyV9R5RtxrP52iMsF5YoDKRVlLOJPC7HxD8tAuQWyuWkTGVCYWFUwHspXHLB1YzOfmxpzpxEiO6fJwTvuX8LlcA5mfJwIZPWBoUDaUS/MFHKpkqASE2Z2DpxXYMaekphJ/xmDLUVSbpf8ghYv9iBprMVT+4Q5cQk0icNE5UdaH7ujGmWCPtEc4GbSoLjYQuB9SaCI91PpnYYxd1X8aJRtncpH6rFcJs+7vf5Kb8t2YdqlqCFjBWAy7ujFmZ4TTVH7fpw+VIJ873pvxH0ttpuzT01AGM5MaqUwzNqB8Zd0nzxm/QkvUinHtBaRh5pzm/SXBGMcY9zwP8Jorj7OYHBoVqY85PSmRDc0hzhbauZX5dUYUavqpm2x6qwwasqhtlQCezvVJsc3OjBgaGm80RlWuAeV/0zDwfYbhAi79TwRI7sc09zJ8LtTU6mRP85+QdVHPvX1Q7ccp4UvhRMdA0dqpnYphtdLfxNuhKxE8HlYiT9vCed3zkOnGhUuFLbJu92pdlqmt7SfAJuaN5+9n+pfpgqf7PdRn5eg7G74aDzXCpL9pUoOseEVmFaAaTP29P/CyoXxp7aLsZBxRMGJNt4nmfijNMzjtAyvS6oBOtbam7Ky1P/99R846NKMH9EzTViN8trasKeLq9B7cwUK4W3pjKfU73q0PTxPg0GDiTPJF16rq91yDt5hPkXcZ9uLefrLbxzrJZqoc1WtL257nQmBDcJTeS0pRLQH1V16iNT/k3V4N1VMdK3qL2tnabmurqkObGdUhOzHA7iQvMJtS4ciP+Z198MS0vTauw8R2YjU9AN4Wv+OOzrq2ovnKBgJ8qkdeJvt+0g7lMBsaz85pkgnBj2J7M+x/DaTD5UQ4ppVhKZJ03uq59SgNPaSiW6xDeFKhUox2NQC9m0RSjN0X9PedDtkwvYY/zPdtASTKtgEfkOVXPGFtk51dw5UNsh6fYO+G9XhPuxp8a7l1Tj5EOlvCB7MNV1ohLGV6Z27KkJJZ8+6A08Xnj2eoNpSBC0nNr+SM2VcFfFB2+r7QnYUFss3ZrquKQ5D+ZakZG+LQnT8bLmYMfXzbOpIGh1CffWAZC0rOgmSmuc6UwIbieisiOVW2Rf9Wr5LZUp95Zq8N5XmVnfqiIu3R0uS5prPpvnNFUpyPmMhZ7LpKZ1nnSHcPJTE6ergHVY2KZvmZp4oeb/SnqloBzUJoPrOlJb5Mn+UXBR2bEPpN86xEErweO4oXkUTwpxjrXieQoOqVlaHAO7gHrmrSeA+6toozSfeB7PPODJbZTmCs4CkHRwXRT+o9riLH2hLs8hg6Na2BzHyYljnVbJ2LnvaJFBJTiXKuHlOO0ttcgrryEdT987Wj3WwUqSdGJk1WU1U5/7B7zI6GdtdWi6d09tQZHWUS7GmqY+cfDroPGJynXyQM19+lDN6rmgssYvnELXUfOds6allRLBZbpJyVOJ0hV5OE/pM9fU9mdVMm9T83ZmOhOCe1B7Ka61+LMqpP01tZhhCyPHYdKcoTAiE9vks48tBXRPA6Z/SpozUM+/lYOUroPeYpOtCkY7OA+3rNv/RcWUbgSXT98kBU4iPjLjGPnd33UbElyH20Eh5/IdtnnYecb3Hml1NxsZn2sGdptZeeUCq10S7F8KZt5TXLOLwG1dqilL08buDloeY+c58ogtBwo+KkAKYMbGp/Knu4UuoER47o/b7V2GFkCX1cLvXpvy3ZieM7DxAqXbYhRt0LM9tdV8yfWJ8ygjD45y29wvhptSWft/WhROaX1yvE/UImMeqp0f/rpqIfxq0MmJY+b/dHtwbroNrJ/ywP1LWcRkWTVozp+OjrGiX5fOhODeVDHPORVh/6SKOd7Q6iutHqmtPF/X/M3ROcgWZL8xlfMXkMf3mTgRsqwx8nIwOOC58Gj0kErGA0sUSUFCRhmjPNdtBEi/nvDfecl8yUgL5JdadIcRGBOVkZmSzEw6HKsJD6J5T34KOZbvcnyPY3QvaGNhne6MnAxjfNxvKi8enUoBywlCd0auCYyah+eRDlSUrpvo2y4GtpXoc4lyeKLlQg29WknS3WLFQXR3NOXbUwm4E7W3eB9NfeA5L7aSzCdHU51WdEd41pttvBZCJez+ui8OA/QcGHCfAMxtOQd6LeM5l3lXze++obbF3i+HeKRC3uemclKhs/4NfLstPfereTZBkfA/51z+9zhx/YOegV46E4LbQmipphUdoM8Xkb6vhtZ8GJXf3OFylvgcq5D2a6rQIftMOSHYBuH6OmVAwbGh/lGoFFR8hmXkOyOzTWwbBWu2zyl95UQi0ly4LfHMGNfz+EmXxXZQqKZycV+Injx5LWg9+dmOkyiHh2ulIrQApZJdoBz3xYKOAo4KjN/Cs0TT6+LmaXVZkDjsLxG428iIpFQiwj1aCWme2xKjWe+2kyfdNvOYafBbKgHnUzgtvN0WvimIFo9p5O3t+2q7ci2Ir6q5Qtx3rqlYyKflQfDAftPaeH6qky9W4AsbCOrsLjlB2bZYiYyl+RiQJ6j4HqoBoHfU1ghuqPmihyiDLkaXL61a7mwH+Ys076UzIbiPVWjqYyoBu6n2OrLX1HxhF1Qv/r2sYr67KtTNHW1GhPdUiP2hpP+22ivNpFUUneaRcJ0oi4lmbmpQu0A82Ft4zuWYscgsZtZdNXOPkzcnupN9pY80n3TS3HfoyZKa3+WZ4XnP/Uk/LV8EnGZjoguHsDkfNwb5eU5g12HBK81PJSRT96wV0s2nAh4gf6//SQsnKgIrB2+MIo3s8x3Uf1PLQk1Zczzt9mObqaDYTk31pv+TtDDq5rOs70AlYB1Ct6+mSK+pBPcdrY7Ppubo0zx3QS0U0P313DC9jMbdTgt78iitEfKqFd5DNdfV7tT2t/Asx+Ge5q4009WL8+Yp3icoofL04WP21X9D7V23z6jG9Nr0uyeI+Z+gynQwfRmqnKCsl86E4B5V6PkVtRjRD6bPbTW/5neqhPaeilkuq8V/23Q6UQnsr0z5LqlOB/Sqci8R0XDgiFY5wRP9knFSKHASZdigNJ8g/u241RRQ6Q7IsCPFcykMpFXB5LSptnhFYeV+8bjS82rblomUGPtM09jtdd00xZl6bqoeamHKvCybgoyTgb/tGpLm/uu0mFjfQVwzzbkmQGHEkEDyFhGWx8qRNUan5C3n4VhQIDA/+0Al8YpKgL0z1fXKdP81tfOtv6gS3hYqbuf2VN5D/DavPlIJsHtqfn33ky42omgq/VwYl9o42S1zcbp+ONXLdQPTf1vN8vFYuK13pn7aD+9DqZZTn+5PeXdRpsfpodqOUCopqb0Z6CbaynktzWUJExUHgcMfiOAehuHrai/AOB7H8TPDMFyX9J+pQPLXJX3/OI53hmEYJP09SX996s//ZBzHf35q+VNDfnv6/6IaMYwiL0yVv6YS2tdVwuP2dH9ftQCxrbaLMg84ckqiJINyUq5Dklx4NLKjmcqDlowweNIeU5qRRPhm7EQPFIQ5cf1cKhl/Z4SMmXypYua3UFaioVE1Ll6couBheUTSuV16W3P/dyov0pqLtEz0xfPZROWjmhVBoSYVD91G3912mvJJvx21zSsUtmkip4tHahvFqIzdXtOJ9GMan3CPaJb9kYpWj1W02lcJsAuqOXZONd+8i3JDZfneUIXYGY17gdVKe0PNerg03X80/bawfUdtPqRVaTo7ERwlsGHEi4HNedVYUIjamiP9OUcPJX1J89MML6q9Ncv9tKB3tM3GlM9WsCOmbIEeqYIoHqkCKuyy4nxlSrdmjt2HSb8bxP2vjOP4Af7/sKSfG8fx7w7D8MPT/78j6a+pFPkrkv6spB+ZvtemUUW8R6og+gcq5rqvhlY21U4CtHl5qBL2R3j+itohSluqd/LRD07G7wk+xuL6HgUU83PhxcKbE9N5j+N/muR0HXhAWGcqk5y4FFi87/UAC1malUSdbtMdrTIVhQ9dIilAjKw4SX12s90UpIX7SuFotEKluG5lftS8nWxrb6x4qJXzPEaedD2kIvI1x/n6Q6XLfvl5TmBPYl+zecz+2U3mRCGcKNs05sIq+2DF59jmE9UYv6lCx+dVAsvuEgOd6yrB5lA9I/yl2rzy/12VS/Otqd2OMtlQE7S2NNxv94dWCMfdNJKaJb1Qe5PMpppC8Fnu9qdb6LKePPb2kdrW/S9P7T5WO+vkA80t6RO1ubTA7yOV28lusGtq85fWlHCN/vCeK8z/13kHnH4/rpLvk/S90+8fk/RPVIL7+yT9+Fivj//5YRiuDsPwwjiOb68raFQNygWVr+iOmi9qRy0O+ZYakbxd2rvkGHJ1MOX5TpX2sMAwE/WIQrPWhE3kSNRrxuDqv5kozex1gicntJUUr7MMPksBQJTFPhrpUkkQ8bCsREG50DLieR6LSdpRwBNtpKLyf/s+XbbHnMfDJgpLNxaFKO8TxdAv/xjPOUqlp9RN13UT0HlpcVBI0ectlLNQO870LvriPjAMzEjZ42w/s/2uRuwef0YvuQ8PVPPkbRVq3FYJZW94se95S4W47f5ynltqCsJ9OlDNVY/VZbXoLffdrhKpKWeP9ag5iPD8zHmXbjK68HItxvOBfCLkSZ5w3c+qvZZue2qj+2weGNWOm7XC9wl+51R7SXbVolX8rF1GnBfJT54nCWKelD6s4B4l/ZfDMIyS/o/jOH5O0nMQxu+orGypNji+jmffmK7NBPcwDJ+V9FmpmTjesiq1VW+a5Sb2J1RMdhfXdlRo+5LK1Luk0oY7mk9sI53HKkb2xPY9CtgUtER0ZDIKDw9Ar6x1KJUTk8ogUayZm66URafcZNREetkmM6EjQSj8UmBJc9M0FRXzuRxP2DSDM9HvSQXketw3hmDRbyx8exKzTIZbuV30ux/iPn3NVDyJkLPPjpohf9DdM6qE3icl/aoayl3Gt8fbdXqBl7tNLXCPVPNkXyVEd9EPn+Uj1UR0fy6o5tt9tTfJXFFz57yAMm1NXlATXA+n9uxPdL2itoFoVOMl+rXZP46PlTjzSnMlZBr3lKufc32cqyOe9ZjSLXVJbX/HnkquuGzTOxd7peZC2VP5vp9RKQG3gy6wVFSWd0Te5MsPkz6s4P6L4zi+OQzDs5J+dhiGL/LmOI7jJNQ/dJqE/+ckaWsYRptC7033t9QQEtHGSyqB/JaKuexfuzz9/ojaTjE/S3R2PNWxqRLc6S7xIPVcCmYQm53SXLhRkDvvQs1dYcEuzf2oiW79/O/QSo1JbU56dxojW5x6WpvMntreDMoJI82FBAUKhaRNx3MqBMs62CZaLEbtvs9NSNnejbjGcXEb2C6iG//nCywsjLmI6Ymc1gVDI00Ljj3pmHxEhUZFN6r4/POaI6wNrY4blTmRZYKGDZUgfVvlBvkToNvtqb/XVEJmwPO7ai/h/ZRK8ByoWazX1VyQpptD/Yic7fO/gOdtSTBun/Ha5jnOE/aNc5aInGtApLXnQioIRZlu5zmVwL0+lf3i1E9bHMKz/LB+j8u70z3LHbdpnYVNheN7/P4wwvtDCe5xHN+cvt8bhuEfSvozkt61C2QYhhfUZO6bKh+900vTtbVpoaat9tXMjkMVw11AHkP3z2i+S8uLFZfUfN4P1cILNV3/YLr3MTXm9qAkkjLx032wDmlSy1PgcHcgXTZZpjR3x5Ahj6f+PFYxWw+9UnjREkiGGTvXEw3QwlF8u24KXB6n2VMcNOv9PJl7nf+dglmaT8wR5bKNVIZGdbmtnpOmp4Q5th5v09Vv4klhwfbS/UQhQldSure4/Z1WBYXtlmrhcH/6/YwqguqOCi0a/T6vmkPX1OKOT/DclkpwvauaN9+CNnqX5J6ay8O+brfb/d+eytlVs9xo3SZiPVGbj75vwe4+k69zZy3HKJU1FSut1mM84/O+d1Wy4P3pnt0BXoCkYnAdVkLckLRQAcDHqgXKUe39ATfVXFEJgMxfBhhHka83h5ieKLiHYbggaTGO473p939X0v9G0k9L+kFJf3f6/qnpkZ+W9LeHYfgJ1aLk3mn+bU0dtX/FgmNbhRwuqwkG+9IuqU2M91To+5raSvEt1UB8VG012j6821O+G1p1BaTwzN9OKeDXCQNqaXWecWJ8LJGU/Wr7KqZ4SyW8/3uqCev2Mg54nduHCIlKxYKU56CkiZ9uE9fDfnHjRqKUpB8FWSIrxX8qONK3Z+VsxLNGq4/xTArhde1MpeZrdCm5PbnwmX10m0g3T1S32dedZ1vtDelbKl5+Vc19aHR4d/q2S2NTxedHKh65MD3rM+wdoeGDmnZUAsZ9ekslsDfVzr3eV0PVGbXiDW231A6PSgvDtPOz7KfHJBEon0slzznJsdlQO6cn/ePOO6i9kf6+Wsy6lZXbQ0U/dvK4DZYvL6vtLbHSe6CSS1c038FKOt5R0fne1PYD1Thd0unpwyDu5yT9w4ry06ak/3Qcx/98GIZfkvSTwzD8kCpK7/un/D+jCgV8VcVjf+tJFRgN+IAba6Cl2gmAF9UGa18VTXJV5bc7VDH4J6b8r00NfVm11fWWCq2/gQ6/MZV5dfrfC8XpITEivzR1nChMxniGKTW779uK+KIKEb2jJtgfT/05r4YcUkNTgEtz4ZjChYgw2+22EJUeq20q4qRJZZdtynI9QazYvDaw7DxvZc7npDndOMF7/Uh/qfBsjr3LSfTsNh1pTkvvHOxZQD3BRGG9UPH3nenat6oQtJWpXQ+fR/sd2bJU8f6bau939OLmgWoevKD2erBdtait+1M5l9UUxAO1BbX9qa7np/tvqeaW20//tGltYUdrQ6pxJb84jzS3mjg+dN2xvJxXBBA+WItRXLTQNlVC1IrmgebjSP5z28gHRPhsy72JPhfV1hsWKhrvqayZa3jG6UjtDfb7apbhXRXNe/z6O/2q4I8/2nR5GMZX1N47eahycVxWaSOf8bur8kW9r7Z11wy/VDHnRRUhnpH0PSrh94aKcEu184MdKvgnNT9CkSY7JxqZx9/p9pDmgsmTOUP1BrXFMF+j++VEZX38imrwz6sY7Tm19286dOl71ZQdmczhTmlWpn/OtLOZy+SybBEcq4TEpmpC+wWtx51njYAcDpgKLBGvhQdp6MQ2c5LxeT9nOqagp2nL1X2isVFzQZDWGMc2rYO8z2fcvstqroeXVGNp1GvfqtE411po9Vgo352uvacCJwcqF9qeik+eU4vDflnF/19WC5n7ulpM/aensj+vQnoPpnzPT9dNS5vN9lc74stjcV4lGN/R/JhYP59RFpxnXHD33MpxpRVLCyrnpjQXtkTj19ReVkAe6X2zHkYn2TdPfrblwc1ZWxNNXlJZPen+Olbx/Juq+c2F8G2VK+feOCbek3RGdk56S/uO5kJ0UDHPl1To4VvVtuleUqFRm8FSEdPI41jSL6m9hWNPbXOOBfeu6gB2+2ctUDkoiUgpcImQGcbl61x8SfOPsaWJiG+rmMtxsUu1UCObgQ9Vk+Ri1O2Bdz8YLUGBR+a0aTiqoRYKDT+zpxISH1dDe0I50lyB+FmiFX6Tvne0KvwYcUAFwvqcEsGxHqJxlyutCgDWm6iLeaV5yKLr93MX1La3X5meuaO5v9WbzaT5e0WpNBweaeHo/QlvqV4iYPofq1lg59T8tBemvF/D//sqoX2sck9enz7Pq4DCnppQc2iYBYnHwrxlX+9CLcriGbU3syf/GMxIbSzdbwtRAowUvlT2DOlL5e0NQg81j8RysIPdRdzJnFactOrGy3UPov8lrjttqGTM7vSsNyw5Hnyhdm75vubnHvXAENOZENw0Gb0b0gtx1kbuuFfBfcC+mSknm7Wq/3sRYX/6bUHojQcOi8oVa6kJdE86Mxf9XPTBpptgoTn6TUTJwXd5dht5Ukg1GXZVk+xrkv6i5mYhB9PmGjd5uC5pPgnYbvfL/TlWKcgjlfVyoLJSLCz4wgAL/ozxtkBi/0kjC3kLVC4s9Xz/2V7S2qh6iA8nl9vA37Y67KLjc8xPBT6qXA93pv8fUQEMCyxNtPO4Os4/lYDwjGll4fue2o7gCyoeeKAaXys2r+WMKqFwV8Xn5vGHKnRvgWs67KkpoHen5w2EPCe3kN+WHS0WH8Jk8LOlQrV3NRc+tGg9l7xwSWFnWphmVOY5JrR0KDgNWFiGXXG2HAli3K7kSSr0noLhNxcXpbal/kUVyDxQKcwHasdv+KwTn3/u2PQtlay6o/XpTAjuTZW5tqnWOQtTmg9fVgksqS3QmMBHKka9Pv3/QKuhdj7/2fGcg0op3FV7gw5XsYl+zIQU0sk0wj0jNzIIfbC5+m4GckTMfVXkyz3Vqr1PQ7s50ecVNU3ushN5G6lzMpoWQj66EahgTlTj8ctqJu/HJno5XvdA7WhdCtR1Aor53BYzIa+nsrFpSYuA45MbXozahHLcVwr7BX67bLeLSuDiVMd91YQ0MnUc9oEKRQ9qC7VcBHY/qKBp1o+4t6fi8y2VtXmiFjX1nhoI8QK7t2578i/UYro31M4msbL1GsqdKZ/3T4zTfamdpLmptrPSCtVK9lhtM9BH1Hz53qlMa8VI0wKbbgeO85bm/CLN0S4FNOdW0vK+5uPsOPRn1Y549eK7I03S/ZGJc955rCwtHxwdY1peUIFPu1PuqlxOm2onM1o5XlGN2bFayPO6dCYEtwXpq6qOWUiZkLtTvscqwUV/oDWpVJPHiyoWjPaz+nwMM9+RiqDvqohkP18OhtQE2xJl+7tnqnmQem+scRlWIC7/eOr7qBIMN6d+vzk9c13N93gs6V/SPPzKzES0aLSe/j8hjyNuiFKtoPZVfk+7ljama3uqCXBHJTAuglacrE4Mz3J/2VbfT1oaAXsyGA2bjnzTj/vPkLJUUu43XS7043v37U2V1efz4d/S/LyMb6C8x2ohqD3LxmVb0bjvu2pCn8rG7r53prKP1RbRjRxtnW6pBPkDlYD4uNo4EEyYJgYrpMWxCuSQ5zc1f32YhS77daL55rYD1Xi9pz5QsSC7rPYW+ByjIZ7xfd/rjafrMb9bcdzTfJ4eqQlzl/MRFS/vqZ2JRLBhufEIz2xpDhiW+Eht67xPEzyv4pdj1Rz2EQV2j3gMFqrgiuvT//voey+dCcH9SNKvqRGPk2lbNdg2yZ9Re+P4FzVfIHRo0x3NhZDPzn2kthNzD3Vta3XhIP1NTslkFPRG5rYAzADU0l6QeF/t7PHF1K5/rhq4T6odqvW82qLPQxUS21BD1243/WHudyLrRAxSMc/V6fet6f4FFdJ+VW1S2+RzFMO+SqD8ea2+nNeMaFqmKUzz0/RLxCTNX2ScCsqCnAozwxxz0lsYODRrV8Uz99SiLe6pWXqHatuhpTlNqSDv4TcFj9vjrev+bYXjOOy3NRe49/H76tS2Z6fy7Lc+N9XxSC3yxAj8scpd4QW5C2oK0EJhUy0e3HTcVDtdz/51R3NxbcG+W1u8CzVXjNTmDoX2YirX2/2l+doLkzffGagI+WjN+cNF0kHtrBdafeah27j2vubrCkzO8+xUtg/kugKa9axU71rdmPr7+kSjR6p5c0VtX8pjtXGxl8BHCfjY5HXpTAjuUU2r0cWwq/LfPVJ7sakngMObHiPvd6kY/VfVBt0m9P2pXC/uebA2VAzMbcluEyepkQ5922w/F2H8jO+ZcQ9VPtDfntp7RTUxrH0dQzuqBu5t1UB+amrffRVK+JpKqH5Kq7s/iVx9jQKVCO8DlZI7P9HlV6Z6/lvTvbemtm1PeayYHqpFCLw30Y+mbyoH04OugqRt0r6XLAikhpo98bjgaCRrpH6sEpCPp7wvqCaR+U5TPxz94gUrImSXPcRvLmxZ+Nk3LOTxRDtRe0PMiWqMySNS0faZqU3bKkvsRTU+3VVbYDxW2/xyPD1zpIbSd5HvrgoIvDT138rf9Tt2/IEaj1u4kp+XagLNiJxneUjNiubC5KD2th0jY89HImG6K+kOMfKnxUXg5t/pYrMFbH++gdKDiT5cv5Lm4+7oGa9pnNd8I5LTgPymg5UD3WALVZSP+eQrGAe7RRdqi9rr0pkR3BQwUmNQm8v3VC6E21rd0TWqGO6Z6dmraj48m0k25S6qhZ057Wq+oEH/5IjrZIo02yiwzGwZ4mQ0cG9qz8+rGOHb0ZcPcP9EbdX5IyoUdaKG1nJSSA3NLTR/L6cFI/3+DiUzTd5U2/Dk/ixUQmNHxVQ7anH391SC52U1i4emZi70WrCxfKEfjAs2zWgGezetND9XZIjPx1TWg9tqU9hC5uso2/WaNokucxJzjGkl2B2yqYZI7V4ygnWysOJiF8u5qeKL3Ym+3pL8F9RovzeVf1XtKNE31RCcXUj7avzhxe7t6Tm6aoapnXYPWLFYiNM6WqrtcLbLQ5rzG3ku/dIjyt/Es2lN0d1JIWa+fGaig/s4Ij/ns8OEt6b+XJnoe1/N/WUeo/99qeaPNjB7HXWRh00jWoFO5JdNleW6MbXledVYGbjahWZarktnQnA72by8pOYO+apahMWgtlFg0Pz1Tdsqot5SDaT9Ry7TyPyeVk3525K+oHYELEORqFXJPAxnorAianygQjlX1N7C4sVHMq9NdQsXC2ZNv99W2531pkrw/MtqZiwXBb3DLRWGGcftPFD5Gj9QIXgv2FxV87/bV/dAbTeeGX2pUpb24Z1XCUxOvtPCmUgvttU0TT+n22wkN6p45MLUNvuZDyb6HqvtSMtIE4aIHWuOkkyXl9AOt5ObbOhz9Zi7jm2Vkn1h+v+aih+JDonUaYGMKuXpo0MdlXJLNUY31ASJw1C90HVFxS8P1CKyLIRtvRrVbajcctdUqM/C7wPNI0csNCm87c5x2B19ySnkSZsF7lvw2aIjXZKnU1G6voea0zKV6g21MNOLaoh9T3PlYMuMyJ7Kh4qHcdq85z7TNdQDMbvoh4/08GmDLuOi+hsCmc6U4N5QCY5PqTpnf5QH5p6aC4QMsFCZ9VxY2VFDy1IzGUlo1/m22rZ7Lrh4AM0URGWcbJx0FkKPVBEBb6sdfHVP5Zf3yWpO76nF0xop39X83OHrKsX0tsrysKl3RY2BLFgyNNL0I+q2X3RD5brxwpzPnvga6nZ7F2q756RisPdVk+OTWhVk0txFQDTLxUoqSk8oM7r96o6HvavmXnqgtjL/Hup2H6VmHlPpUkE42Vy/N5Xleu2ekFaFt8f7opo1Zb/yDdWxws7/Fc3PvE4/Pxe9qLhuqnj7sWqh2AKdvuc31d4Kc1FNoJ1TQ9l2ZZge+2pux0uaL+pLTSC6PRRAXsxmDHtaSRTCpvOuGuii+4hWLevl81bWBCC3J3pY6FkBm353pjIequbOLso2He0eczk7miN4Koy0uJ2Sj00nh096b4kRtxXkgQp4bE/P35nyGuBxn0SmMyG4PTjn1FDeJZU2eqR26t+2KiTwjmqAzDhewPSK9nWVVvXuQh+cPqoxnV0TNrltvu5Pz3siu30U4PSH+b7zHqjQyDdUmyQcjvVgajfPUaCQf03FWC+prXRvqpDsc2qo/YpKWHoHpTW4QwNdLtGc20emsvn+khoCu6S2iGIhtKnV9Yet6fpb0zXvSKNAsqBnXymspDma9f0NlfDx4pRdPw/VIo3e65TjKJ4U3pxo/PSQ/qjiB8c9a6KJJxvRpSfpQu39oXQDHWn+FiRObv8mj1HgLNUsM7fPvLpAGUlvrztYkTu0z77gpcoKuKASZLdVu4q9YeieGkAxXU0v9811pTsjLTz3mS4h+s5Z5lE8ZyHe42cCA/OYNxYRoHDsN9UWDe3K2EP/6KNn/2kFWDEwuc2u97yavHFbff6IY7Ufqiw6R7l9XTWnpaK/rW7KlF46E4JbaqbNtkp43lZjtpdVQuorqo7ZVDdC80q1GeGW2gLNw+nalance5pHfOxK+g7VeQJGqx5wr457IwNRvnDN6Vg1KF9STQzHwrpehhdSiCyn/l5XO3tFaiaufXlWblZQr6ttzLik1cVHt9P1OcTsRbWjPu3+sGtqU2WeS3Oh49BDC5sjteNcTzTfwMQ6ORl7KM5lesKZjhYiD/EMfeCcVNzB54lk4UZfIccurao31Xz99jk+Vim23oIv/5tudocdTDT8eZWSu60mGHLysw10MdxVWT231d5iIzX6u6+bmrv/rMBtoXpd6KpaOKfDHB+qhdBS0VOgpZ/V9PM6yjqapkWaYy/Qws/ZdfVYjV9OohzSXWr+YLab89NtfqQGRLygf0k1TndUgvUEH7p8uFaT9bMuu62sqI7V4uat4I/U5uCJ2rsuzatWLKcJbekMCe5RxWj31FDDiVpozOtqUQ5SI6xDi97DPYcVPlIh8YtqptBCRbhzqoWBj6oE2HtT3c+rXDUHqonzUc39T1ITIA6dMjrYV7kyXlMbADOHJ1auXrtchzTZZfEI176G/LemdnpyvCfpu9UOgzdtnMz8hyqlsFBTEDQ1b+FZ982m7WIq35PVCu3Tagdg+awGMjLRCs1tqSHYdBtw8ZQT3dfoYjKDUzkYGfn6JvKxfiLVO6px21HbsfuGmtvME5d+X5dP360Rv9ctTC8KFwpdt8PKztaFLTBbFrYKDSCIKG3RGf3eQVknUz9sXd5TjeP+1E/v2ntfjYfp4kh6b+A3xye/KexT0br9wnVGdHHRfQPf7DeVNJU2FzqlhrKXanH4F9Tm5WUV/w5qUVN30VZaWVSuPT/+qLlyNh/aj+37tu4d0uk57znmBdQ/NoJ7UDFWCjUiaJqWFKT2m3kDgYnt8xO8bdhlGqU65GpQ8+MaodyPeihgnIyMzRifVzvf+NxUxnW1N2az7Yk86XO2kD9QMd9rU15vyPCA39Gc6W3CJl3fVYVI3p3uX1Y7D+Wy2iFHXJS8qqYghum+F0jvqib/F9ReYuGQS08MTW2n2efJQLrazWHhQtOa6wr8JurhIjFpuoHyNvBN89muMaO8PbUJvq9C26Oa642LUURgrpMKx2dinMO1RIWkB11RnvQvoS2OspLauJhvpLk1aJ+p+doC+Kra4j75jYKUPEQLI90hUgNWvpaWTaLftFqo2B2Bk64W981hgLk24fuJht0WKlmpuaDe19ySeRD53D4rEfajZ9VSwWzi+WOVJ+HqdM9eAytoK6KLKtnzgZoSPi2dCcFNpuDk9IBwQcP5bbpzh9GgFs7mxRa7RjxpLqkJO4dPGbGcUwm5V6c836IiqDSfZEbNhypCP57q+dr0+2W1nVo2vcmkPdRnpvOAWZgdaq7QbDH4t7f50xJxX02vhypE6clvK8HK0khhVDPrvPDH63ZLOD7e5qfR/Dm19/bZzeG1hRTeHF8ucknzCSjNF1uJgJy2NEdFNolptlNQ2qc5TrTwx3TmGD1WKb3nNBf8GW0hzRWMacY45dNM+UHzhbKXp3v7aj5/+6qJyFyWy7+sAiQHagu3FiA3VQDGwt7K0f7qVES0NtjnXMCkSyXdCESpQj7f46KkBZ6RNSOINnAtAQCtAwv5a2rz/iJoYV47wn2p7SC2wh9Bn56L1G1PYLehtjlJasptUwWUvEZkr4AV36HmUWVG7evSmRDc0jyWlqvrJiBDqXZV7owvab7r66raBhZq7wsqU8gI1UT2IpJ95lKhSCsAL4hSyByoFhTuT3W9NeV9S81X9qzaqv3X1QQezWz3j0xP5rbg9sQbUM4CZX10qp+CzHVRUC1VzOxNQPuaH23JBaEHakjzrhozWRldVymCE7XQtdtqW4ivq6F3tsuIhCiYbgyaoJ4wjDxIIeKyTlRrGHeDtt5Y4f9cpbcCvKuyusb4OBTv11X+SPuFpXn0kseDqI++XwpDKl+a3Oy7y3lBbY2DFpkBicvh2oNpR+vU7p5z0/M3NX9Xq2Pb7W6gEqULagNlpuWTAoYghEg8x5jI2mstu5rTxfUfRxlGwydabcOxig+vTf2/C7o6lNJ99Lf7RWXj+cP5ybqsVJZqLkdpbskcqND9AzW3DHnDSvOBKkiACiUVPNOZENxGXYnGLMBMfDLma5qjhBM1QezIhG9X85d/Qw0le+LZRHakiRcJjHCeRRtNyD3VDkP7Qh0t4jDFjaltdr3QXyfNhU8qKP8e1ITnptq77Fy/pva9PNHlv5na+onp/m9N/19WMY4Vis1uH0REv537aIErtd2pzr+ldird7vTcsyrG3FPb3vvJqV3PTfdzYllw5SIYBRqRJGlEc9mT12GLVv52maWp7z57S/Qd1ZjtIb+F4JWpj3dUgvuBylozSr+pVYHNPm3ENffFCiVDvSjsucBrXn5XxcO3QM9NzbeEG7Xb3Gb0iePbbYazPuGb190Xg6ZEyT2l5DL8TSGcvCbNx2ip5tph1I4tTFo5LpcLh+yPx/WW5si51578ZN8Xcc2A4pzaor595lK5Q47V1p28N+AhnnG/Hmsu5KlMTktnQnBLc/81B/hETXA42Z9KYbdUTTIL+hdUC41LFYqWipDn1MIJPQC7qsnh7cf31I7QfEZzNPol1cA4miLjLZcqVwsFTM+UHOO377Hf56b6r0157qidRX5VbYeoND+e8wO1rblvq/nVzLxkQAs5xhf7m2dJjGo75bxj776aAF+qNohQED+neUqhnJNFoNOJVgWeaUZz+USlMD429ZnlncR/r+i/o7Y93ILaEQFc4HZ/31Yzfa+orAtbOal0KUA8BifII83HfkPtaNSeK80fgwlbA1ILgWTkjEHJgP+anrFv3CjPdZDnaAlR8VDYk4/4rPtGfue8Td533tyYNKDd0lxo0mrNeZU0tiXtemiZ9JQOrQwK9SzXCvWSam46THdfBViuTb8vqMDTvpob9VgNkTNajfJPWl2rynRmBHePeNLcd+lkAZDPm3m2VELun07XjKo31dwFd9QEt7WiyzUq21fTukuVoLJwP1BfOFDgpQlr4co2JxolM11QuUI21U7l21G5Iq6oFj2+Xc2UfaASRo/U3rH5JTWf6N70rPtPZCi17bgOL3P8+Xk1t8nW1KZnJP2GGrq/rxI+mxONnlEJN6LQHnpR0M6TrGeqMnmS31b5119QEy50fVFIPFYJea9t3Ffzj59ovoHJlt1y6vdDNYR+V03RMczRY0kUmIk8I+S30uD4k++3VSj/DbUNHfaTpkuMwtkCwIKQ6wO0cHsKkQjXbe39T+GWSD59+z3Xif/3BBYVcUb0MM+g+TiwDYn4KW+4HuQ8tjx7FsKg9n5bK1wHQ9itewVtsH/9Rc3n+t3pmxYNleJp6UwJ7iQ0B5gdpoCl4POklYqob6gd2HNZJfzenb4zQmBHbevrtgqtfxp1nKj82K9rztxO9jfmoTzJpDk5kwHdb7tuvqIapA80Xxzan66/PD23oUL6r6s0+dfUFgd31MLE9jS3ECycbJJfmfLYojCT2l86qgkyR+SkoHR/HqiUj/vucxhG9QWr6eJDfR5FHqI70+B9lUB+V+2A+rRujOreVaHt22iHheauikfsotqd6OAxO1Z7k/qxSvh/TG3cKbxdJ01fWhecmKZzCjePiRfAH6nF4Z9TW/h8iGeMjE0j860VQEYqEB2n4PN9CmdaQXyegjKRKuem7x+rRYkwD2mTdffqofIXypDmuxgJ9FLBsJ+UMUJbuHjr/PuqsbmqtoHpvtqGG1uxjlbynoBralbc5pT/gdpbkNIKWJeeJNirg8NwdRiGfzAMwxeHYfjCMAx/fhiG68Mw/OwwDF+evq9NeYdhGP7+MAyvDsPw68MwfPeHqSMXdKjdiSbGuM5OepLdUzvjwavw22ov5rSZ6AG9rRYjbr/3kdpZx1+fyntDzTVBprCGPtAqoiFTknnNEMJ95pHaAuU7KO9o+m+h6bIcwTKqJoV3P9qX5nYxztS+/QXK9nbvT0z5/C3Vm2+WEy0eoC77Tge1s14uqLkanGy5uL8cS/q4iX6Zlwj8SC0W+WWVMmEEB+muiT5fVhOCDtez0jlSi/kX+uc+LdRW/Qe1Fyn4WaYUXOyrFbfb6bWSk8jvvh6oHTT17pTXSuaaWniot7bT725+5lzJecN5RneC0bfzcc71lK1T+v2leRSKP1aaFuTZxqzb9+hCIc3IP/7OyJ+UKVQajva4qPm8NU1Yrnn0gdoJm1aq76sdOfBQZfF6Xt5VyZLfVltXIc0pUxKsZvpQglvS35P0n4/j+G2qM/y/IOmHJf3cOI6vSPq56b8k/TXVC1pekfRZST/yYSoY4rOOwPQFESWQ8azxlmro8utquzFHlXBy0D2jS7xZ4n0Vgd9SnS/yvorwRjWsjwMrrRKVSskum9PMPeffVBtgM+zVqX0fU7lJNP3/qoqBbqqYyWXcUUOubrtpeWGqgyGAj1Xv9rT1clvthbYfqJjxotrCittnlLw/5buruZIjGiTipsuLE3Rfq4jKk32hdr7McyrB/a1TOx6ir3QDHU1lem3EyvYY9+3+SGHsMnx0wraKL8xPd9A2oZ/kD5dBZJe87Wd8zdbfppqiPsI1L2wt1MbQUSYUePwvFd9f1HyuuW4LJdKmJ9jTL+17KTSlOY8v4hnyey9R2LMtvue6/NshfeZHWl/rfm8gb67rZH7Tyfceq51P/0DtLVsXNd8LMaoU77tqLsgDNbcblXbPOujR5dQ0DMMVSf8dST8qSeM4Ho7jeFfS90n6sSnbj0n6G9Pv75P042Oln5d0dRiGF55UjwllvxIHjMyVTD/GfU9YruofqlChGcWE2dZcCfjajkqoPVC9cPhAbQBmtJnqu6LyAd9QUwTSXDi53B213aAcGGt8lr2vdli9zaqXpnpeQf5bKsX0SO2VbgvU4XbSGiDaSURly8LWyo2pzNvTc9fVdkq6PG7EOKfy512erqXP33Xd0ioCNZrm+oDw7Xxvop2j2mFbb2uOjDYmOr6mhshpcTk6YHOi3QXkMbq2b94RNfb/v6VS6K+rxcinMCEvuv3+baUpPJNI13S+oxYKeEftaNAttUOt7Hbh4iTRu+s4UHsbCwUm86VQT5TNuSlcI+giLagUpA83pxPAmWaJxo815/Ol2usPWZb7mHVv45tlmY4eP4Ic/h5VgMBC+57ayZsO7+POzY+pLaQfoU7S8TSh7X48KX1CxZ//52EYfmUYhv9oGIYLkp4bx/HtKc87akEEH1F7QbRU8+sjWegwDJ8dhuGXh2H45Z5ApLm3zlQT/gvXPPHMLI+1KrT3NY/7ZT3cXfWeSmD96tQpL/hQYF1ReyEohY3bt1R7Ow8VE/PtaC5wLqgIuqkSgJdVi4DnVejysprJ/isqQXZH7e0mPizpHupzokuJyNLMZGS9pWKyZyZaeFfoHZXQMsIb1BTMx6f2fURNyN5SW7i0O8ZtPZj6cKS5G4sTjIjLwvDTU1u+rKaYP1CLGKEZvadiwiNcs2I4VFu89WSn5ePJfEmF7D1JvebxpYn2jjxJ9Mrf6wRVWllEgBtqL5UVvs3f5rlnVfxlAURX05bmAs9jIq2G+lGBUIBTWArXFc9wbvKZtCYJzhKoSXOQkeCKitFpjLzpJhrjeQtfA6kLalvOnSdBIa0Q+tBtgTxGnltqu6+pdD4t6d9R2x+SEUcJVNalD7M4uak6DuPfGsfxF4Zh+HtqbpFq2DiOwzA8SUnM0jiOn5P0OUnaGoaRArgnmNkhd1hqA39RRXgvHjEuN5lTWvXDLdTes7epmhBe3HtG7f2PLs9m4VItrOxQ80Fg2Z7UD7XqE/V9oyUvEnpybaom5aXp2p9Ui0L4mtp2fvrMpDmaNaMn8jED7qrFaR9MZX5k+pxMNLDVcnfqq1Gu3UsX1bbtGgkt1U54PJme/YbaQqddGJenuo3SjTq8yYE0HdVONPQhXjdUCuNFtbNXrqid/3Fb80nNZDRkv7bdSRZ+FpYWqu+onaS4Nz1j4Z9b3BM9SquKfQPXOT4U5h9VEzi2fu5Ozy3VlO0xnvGYn1dT4G7PPc35Ib+F/FQ8Y+RxPvKU+8VvW3weVyJyl0tLgfRIwWbBbWuI9dKN0nPDuUxbGz4E6pLayyX21WQGx5HygsicFhWBQY6zw5j/iZp7rYeunyS0pQ8nuN+Q9MY4jr8w/f8HKsH97jAML4zj+PbkCvGZOG+q+MzppenaqcnESd8ZCSHNtTmZwv5gDjQnCs0bl3WMe2Ygx1Y6rvd5lUBwRAknldRMIVoE3O3nvnlBjIzqCWtUZ7R0RW1F2hPPm0BO1DYX2Oyl75g7Se3uoTBKIejrFjpk0geqd4Ea2dl94AUx7+YTnvu65hP7DVVkjOPFP68SOC+pxURfVAnam2qLvI4Q8fg7Zty0v6DG/HfUDk7yOTRvTzS8qXaKIWll/rH7w32wsvGEpMm9pXZO9wU1YfRg6teoOiYhkaoFjMfcY5CRD4m8pRa6eUslWK6rxt6CeGvKY7ef580J/h+oITy6DzzPnFyvednXUsDytzQXliyLczERe/q9XQ5D8PidwoyLlETsnh8pFOkGsiwY1PYl3FHjk2dV/EM6ujy2I0MX6fLoIeelik++rL6lk66m09ITBfc4ju8Mw/D6MAyfHsfxS5L+iip897ck/aCkvzt9/9T0yE9L+tvDMPyEpD8raQ8ulX4d6qMRou5eIpLZV+t4aun0l3siJbI4wH+XsaHmO07TLDVrz0pI6yGTJ5p9lVfUXsckNWa6r4bs/3/Tc9+qsjAS6RglHqB899uTme2S5hudnM/RNfYjuyz75exjtbJ4OH284/SR2rEEdtu8p3YEqlfwL0/9vqr5SyZc31ItXMrno3xN5bpZqI7lfU+FDs6p3pn5YKLj59U2PDhmm4p9Q22jjPvhcbukFm6oaQzugj731XbH3ZnymNYWkN5ynv5jCm9eowCXmiD50nTNC5Jbau9svKPy4VvQ7KA8C7LzKmvoDc3RolOiRqfkXffd13pCnX1JpJpp2cnr3xaMvr6IPMJvj2tu3JH6QtvXDEjMo5YNbJfLcP9pdbjMFLTrwKPBQaJxf5P3T0sfNo7735L0nwzDsK0KYPhbU9k/OQzDD6n45vunvD8j6a+rwoofTnlPTdSo7ESaH9KqIOoJSU6MhdoKc25CGPDf9XDhygP7RZWQYWwxB5CaOBnRqIhxoHbLGOFfnH5fUAkLn53hON6HKsR1S+0NHd4Ikqai1Fw9Ttk20il3yrmNW5pHKOyo+YRd1nm1kwZ9tMBCzUXxxtTWT6i5X7YkfZvatnn79i9N9XxRhZKvou0+x8Ht8yYfx567nseg310VU3qsjbDsDiM6dVuMLhzT72gau4Nug2bvq1kcJ2oH47+lErTeDPWKGoqlgucmHbfBdN3Efa8zfGqq5wW1RdFnVTzzW2rWmC2WXbWXaR+qbTaS5vOKytjty403zJfIl7zEa05UQrzGPAnaekJPmgtI15trCfl8ygXH3NOdaEXm9YKe4nJKGtg/vremXvaRbWZ7XQ/B1e8bcUvSOI6/KukznVt/pZN3lPRvfphyM+UihDr/iV54zxPRidqZws3abkOrCyBDPHuoEhheILTgT2Ygw5Po1u52hXiCOs75scp37N1X11TCmSFJFpYORXOo06D5kameXNIqk7CdycwWhH7mghraNxKx++Fe0PdQDfFzjI6nMr403dtTO0d8R22jkv2sH6i98f6+SiAt1Y4eOFYJzXenNp5XCfYXVULbloVD7xyv7YlowWSra4zf+6CBFZaV1RWVULSP3AjZi7FeQNxUOzf9M6ox/ZpK0DICJ4VcWnEcT/PKrmqR6Q2180rsi/2Y2mmAnhMOb31pouf70/U9lE/g4URrjEKHbstEvExGvkTvLrdnVXABWXhmxHMul4iX7WciiOq5N0Y1q9JttFygC5WyJYUv+2D0/Ej9kL4Elz2ARH7o9XddOjM7J51y8SIFMoVET6OlWTVoflpeEpRCVZpvPaZWfqASKK+j/NS+9If5ut0K7psH1Qzk1ecdlS/YyEko3yjX0Qxcve9ZHKaRhQwFDlG/0xU1IXpTbav/oZo/2RaCLRcrRE52C5q3pn7tqYTO+2qhUudVAu2cSrBvTHW/pELLz6vG5IFKAL8w1fFAhaIvqYTyJ1WLhK7DoXubapupjF59j4iNvlxaYIyo8AYmaX7mB3nD9Df6t7J4X+0ERtPcqLonrBOJcR3FZ8Ms1V7s6zNivqrye3vh2vzphW4KXdeXSI+ChKiVfespHfbF9ykouS5FQbWM6+bpFJQ9JUvh6DBNCunsmxPnpPnaQMgCeIH/iZrTkjffe92nZwGso6v/M8Is6/sDQdx/GCkFEQeBwiHRdv5O5jJTeDJQm3mSetAWmi8w0GQ0MnMbaOoKZaY/LZn3BM9tqe2acxTLQvPBHKd7FvRuo4VgooQUCm67fdJsG5PL9lrBFTVhu6XV1zKlkuTkMgIxaiYaHtX8sWzLByqlIZVAXqi9WHlLTXjtTv3mBPGmmiMVKueC62Wtou1zKgVhhWLlZH/wOZR5ovnLkl32thogMH8+ozYh31J7Ia3UlIjHxeOcgoxodIF8G1P/P6q2U3JXpdzeU4t8cT0nKnROpEwBbovT9VI4C/k4xusEIdM6pEjBRqHFZ1yXd9yaZ013tyHBSk9ou1+UEdkXAjN+U3j2ZAzLybrYV6Zsu5+hJcGy0prIdGYEN5G2tIqaPTB0Q0h9wkpzBjWTpulicz8Rqz+beM7mv8tcRv60EnrlCb+Xaot+UnPhmKmJJKx0rITcLkdKkGnpAuKkzXZZCHtx5qNqZ4pvqVDca1N+uwV4WBfr8LqAd1SSuWmFWKi73VIbx7sqAbSninV9Y3puXyVkX1bzbW+pLUw6jDL5xH20G8pC0D5NbnwwEr6iQq3PTHRwed+lipW3ArQL7LoaAr+q9o7TL6m9If5YpZSug/6cxOmz5QReai5MD1ThmS+pIe5LKgX3lSmPBdKoeUx6CgwKqRQa0lxQEywpfrMMjrs0nwPr8mYdtjA9Lhkb3qtfWrUIei5Ql5mAMNd5SJ8UrGkZjXE9Fdc6WqRMyD70lCLTmRHcJIj/O5nBs6OpudIN4kTfF4VuRhGQ6LtqGt919Zjc7c5Byb7lgKSbwcn/HQkhzYUf073pnkPtXB4jJ3LSup3eSLRQCVKHK3qziV1IFn5CuX7mOK5taf5G+HQnOYLDYZHekKMp39sqYXdDhRZfUE3iPbVjTR23TXdN9tHC1GNtBUUT2crYC5E7mr+k2W3bUAldo+d9tTH3TkWHXL6mclUYTV5RCfErKsHuBVI/z9/kA4IW53usOmfisaTvVFvQ/qSaxeLxeKAmfKjAl1Eu48el+aYdomD/5pqQaX4ceTmXiLA5v1mPpnZ48T6F6En8V/wWrgl5e8rGfeZxqgYhVHLHeD7RerpHWXdPQfbu85rLzrwZ057pzAhuqU+sJ2laXydT9rS5B2WhuSAnIakVE4lLbdAyiiPbzmeIJKw4TuKak4UZUTbdNZws0hw1+TejV1wmIxacXLbdBAxLc7y01N7q4Th5Ty4jOvfvRE2RLKJ8t90bHYzKKbgcH+6FSS+Ifn3Kvz/luY8yLSDsa+Q1btzxhPX4HKsQvoWChb+VyC21yX1NpUTsxvJxCI6Rvzs9+9x03+sVV0HnC512MHFxmEKOrpWHahufKFg2VQj8T6rCuJZqFhItVCYKNoKg3vxKQfwk4cTffi7Xflw3rcyei8W8my7LbLfpRKva96RVXttWudD2NLdWDYKonPh8KqYsd13qWRm9NjLvebUQ0146c4Kbg5ioOTUoGUGaoz+nNE165ZPwiaJdLhMRpdRvb/aLTE/fIuuU5m/1oeAhgmE7/E2BQCahr9RM6Xze5XdJFTXhsKarmjOqoxYeoUwiIfffvuSMCSZd7NpgX93mbbVTHY2s96f6vcNSaicQeuIfarXvRHDnpm9vQT5SW3h0Gd6SP0608IYWb5V3X6R2eP7r073rKv/8PTUhK7UDqXJDFnnB1y2kyBMEIxdV7qIvTvXcmPI5xvx5Fbq/G3Rw+eT7dB9wfNJXnPlS6KRLIpUQy8mxYVmJdslbdHU6sd0EMOvmPtN9tQVFbp4zKEuh7Ho2Ik+6S9k2fquTL+ey+2o+WCdLnM6M4CZjWUuflkjcnvnh/zShpPng5vOJbHPgk8mTUXqomwhjnZnVM0/56U04phSStC7SYiBKvaQSan75gpn4lpoQPlT5vu1W4E5Rl8m+sx3cmerJt685bdnm51Um/+sqRHRXbRPQc2oH+TxSM3F3NVcmpJUR7qWpfC+2+rrdUaaXheCO2ksK7qgtjh6qCW2vNbisRyqBuqn25qKLai96eGZq3021MR/iI83Hl0pxmMq9rdpodF4lvN9VO0bhYLp+rNXznV1G8lDWm2i5N1bkq6zD107z3fs/x0tqfEIXJTfDZHRLrluxjT1ByrzeMcu8VFqJxH2NZdpF6bIV9zOlH55RX+y/XX2npTMjuMkIHHTfk/orxzlIp2m+nkDslcd2JJJj+cnAmS/rT1Q/dvIo8rCP65gxn+tNNoZcOd9FlY/0F9TemekJsVQthD1UCQtpHjZp5ZoTnn5Q9sMx2pxsFrZeKN1TUyCPkc+7BJ9VKRlulLinJuCMcO0q8ES/q7m1YVTjSA0vPJtWPEsm/3vnpl03Vggnatv4r6j5572Z6lWV4L2p5s64iD4u8G0lT57YnMq9qYa231dF4Lyhtk5xTc09876a3/6cVtd02McEG7xGP3Yvj+K/51aG7vI5u7NynjmlAOUiYiq9BFwbcb03n9MH7jYa1DD6y3k5fzY0f5F4ulf4223bit9WHDz+WJrTe106c4J7nb+LwovCPYVZD4lL/QFLVJB5eD0XkHLhLfuS5SaTsa3J6D1l0ZtcrC8XcNIcdqLb5rbazjqeEfNYJRyuqdCdkTNDEkkH10caZR4j3/tanaj2M+9p1R86qgTvCypB98F07YraEZpeSPSxuTdVC527akKWO2K9gLdUW5Ti7tZ0p9l62FB7gxBPAvQ55q9MdftNP6+rxZ6/q0LdtmK+oVKaG1pdY7CSNW3cjkuSvkclMEzLfZWF9Ejt9XEXNV94S1SY4CTnlev2M+v4Me/zOQKjHqrn+oeTlS4jP6jo83wSzgFaRWm9sz0eXya6SVxPzutzasDA59ccqj/H2FfG7rt9HvNNtReUu01eEKdS7KUzI7h7zEEtmYikh0DJeOvQbU+oEwVYAPWEucvsMfY6BnWb3cZknHyGv5+ExkmzhVZpmP/N0I4t3lN7v6Tbf3G6t6927C2Fs9szqBD5B2pCsbe12+24oXJ3/HPNj9zlFvQcE5d5rDpW123fVnNhPKMSiseqSbGrirpw2xk/zrFcqBTTUjURr0z37yM/JzMnl903Vkju5zsT/d6Z6HpryvvGlO971LbLf2Wix1LtZdCnCRu3/Vn8vizpT6lcWfbfe1+AlZb7SuFNFM3y2QZpPg8UecjvjE5h/nQ7+jrr9bUTzZVh9rvnwsz5wXu9M0t6iod5euW5HRbUPlOIc2ZdueYZyy5abt5ol/1LubYunRnBzZTE4HWpL5R6xLOw2ljzbJYr5OE3Ga53PRXIaWWtu9ZrS09pnKaFR80XNmhusu1kOkaoLFQChyGQblNOok0VI1uwDioU4c0qnKwnKmHmDS8pCJOuFoiu65zameqj2ivXpBLiPpPDqP2fqkW4ZPlLtXBAh9SdU7k5npf0i/Fs9j3j0jem+r9t6uOo2s14HvXsqtD4MyoB+6aaS+Mt1aKjhaxQrhVPzzLT1F+7u56dyrXVYkTXi+DJOUV+dN4U6EwEHrmOwtSLoBo0DwckfbmuxfwpVHmNPJbKiSn7yevZFlsE7CfdGL7vOingU1G5nbZ+NlRjdqj5eULcaLTO68B0ZgR3Dn4KDV9L1Hyav8tpXaxpDw0Lz/a0O31urqunMFjHsVb71+ubOnmEOvKZbBsRotvKfJmXtHJeRouksmOo1FLtvHD3k4gp67IwTKHgicOFJ/rJTe9j5CcKNnLeU3shA19dx1h4l+cdq++ozjvZVFkEL6miNu6ob2k43tjJCsSKaVu1Wec5VRjjm9O1P6USzj4w7IZK0H5dTbAmuMhFu+QBC3Wb61fUrIcHKiXJg9WSR3O9Q8h3gu8EUD134bpxPG1NR1qdEzlvemClB5p6btNc0+H9dfOa1732Yn5j5IrdbI48osIwDWiVkOcHzV/E7bGmVURgsC6dGcGdAjm1dG+ASRRpzkgcBKc09Smc1iHdXhvzWrpJUuOnT835sk9sVy9/KgkPeo8hsz1J35yQiufYbiqVNFnTB5kIzIxsQcoFGvadv3enPI9xzf7nh2oIRmrneO+qmZ+eGDxXJJWq/eJ3pu9fVfMXO9HScV+ltmFnVAsru6vafXqidqaNFwMtnB9Ovz811fVllcB1X7g+4P9UvlRm9u//mioMcKkWhWMk2POVkqd7wpRCM5FjuuMSPafwy7lrZZjrIT3BnG3O/LnW4vJZr/Cd7slExqyjt9HsUHOFJhXPnVPxHYV3AiJaikdq7rjsc87T09KZEtxmmJ6Wcp4n+brWCXlp/aLnujLWabz0s2d7eotLztdbNMz2sY+sKyddrw9D53/S73nVpE+EnAqB5VCY5DixzTTlKWykOSMrrrO9joSwy2Rb87ITFX5EzcdLge8zybkwuaVC6LfVtr2fqHz1jzV39fDwoBwrbvjxCyhuSfovpnp9fojPPrk+lf26yud9U4WKvTDJ9QGOfW9MKMTeVgsH5OYc0yoFQE9I8jfz596ATD1rk2PZc4HxfraP9xIJ9wRaz8eseC7ng+tJkNerzzuHb6qE833NX613X+0o5n21ee8x8IKp+cjInbuLqSRJh3Wyx+nMCO5EGyRmEjyf6aHUFI75mxMimW4dGnRKxJjIgfGhiXgzrROOKfB6+RKVOKyOGxx6Zd/W3Dd3gufTLDTNs4/rrJH0M1KAmKmdN/3xKZis/IyCiYr4/VXVBBrx3KjmT3dbz6tFfFxRe6vOfqdt2Tebv24f8/jVbbfUttY/r4qEuadaLPUBVL+mUhJfVDs7+x7uk3b5n2huoRIoL03X/v/tnVusZkl13391+nTPhWG6ZzDBA9gG4hEWim1AljMoUWTFV1Bk8mBFRpE8cpDIg6XYliUL5AfLb4kUxRcpQkbOxYkiHN8SI2QZ2WO/mhgnCGMYzCAwt5lu8Aw9zVz6dioPtf/s//c/a3/nNDac87X2kj7tb9euXVWratV/rVp12VrOmfLs7gvVT46kPL9UGEujP+K5l60zA0v2WcnCNl+7GzJLSj4tZtg8TEzlOCjS8HJ4Wp3Nc8mV5nWGsr+H+WMmeseXrXqZ1Bck9zct7VTQsOlT32Y0ik4NcDsz7kd1qhrLn6WbZBvYpdDlBIWnW5URliv3KKvG002eUnlsUzbeIQ/iuZcXNq2Ta5bewZZ3RQnaDrJZ1r2IVz2Hw770HGG45ehK/SwDbJ803uUeUJ3onBl1ROWpFQHXmFd0XLE6cOBWmXzXnte1W483GB3awf9ZhqJ4iPnkvs8z/N462/wbpzifYF6bvTSq8jCPc4n5vG35ZatJM1GCcba313fKjpfJfbhpDacMuAFQnXu9VD6Xr5ws9PiK58dFeBtlWZVmAq3nf9bCn2T+OIU2Z/lch0/Awma9+Vk8eqY6cMWUPu+jgLvyHpwIqdC5dCsZcOFodlVjpUXk7odqEsPjVXlmY1dgdMBm/nquTtDi3sOdOpvlT14STKu6yrJXSi7zZMpHfrzMywEtrYIW5ZDFXtWFlz0njrIDVSMrbW2/y56rHvykxecYHc07X5/C753CnmAesuorNyqDzinB6sP9uL78TdcDhhUva/9LDMv6y8yHT31wutd5JucZdaujaF0u3LedxoTq607Gapb7J/5ztUb2iyWlLr48f40wtFHJ+5rHSdDNX8pegm+2ewKq90uVJftUlbfCfNPYkuHlZfWRleg684c8/AMa/q3YTN/5SgNHk565ksjr5ijgPjUWt2sp3aeQLYG5p+FWnSgbLCs6hczLImHWvWvwTCOBqBJg75AsvEfEaRHm6abgVgrB8830Euz1PMEil2od2DXT9foi4m1TIlUZlLe+F6ljUn1U5u0ly0wuG9XHPsMd8UVGh5P/WZtZ3Beu/H3iFQ7XsSsz+cn1iTeNDi4zFMGngb+ayvXMlCfM29T3mXfieb4uAz4KkNx8B/NGqmfYPP98SeHnfTWydYOIiF+BjNdNpRwEog64lezvxXOXm6W0lWa6+CpKLHGePR9fnoe9o8n1M4x2vWZpuHKv+obykCHk4UcBddKRFndr7dWttQ/a7+nW2k+11u5vrf1ha+3j0/W+KX5rrf1Ka+2x1tqHWmuvPzIPK0haqbDZWG4hqsNU4IG9kxaSp+mUky3ZYd2K8fx6kcaSK8HL7B0ktbPvpMu6qKyyqixpQaTVLAHdZ9PCUtouwPKfex26Yqt8ia70Usk4X0tWoMK07M7911V8TUzKMtcI4gYDFM8zXBjnGSCuteg6LU7pJujpPrdo+08rD1SfzwB/yfC/f5LhR9cn584yVp58O+MzZ99qfHnduAyo/n0E8CXmdfd7zBOr6aeFTaNG8uB9J/NzHmGTV72XoJr91tvMAXufTblRH9VJlF7OfXs/FUaWy11qVV/3flMZd3czH2CmsNx1qvbT7lTlp8PEtJU9V/SIj317R7z4qIaCx4qOBO7e+8d676/tvb+WsfnrWeB/AW8HHum9Pwg8Mt0DvJGx3+BB4G3AO49RjnJmNZlpce8gm4Lm6aR2XhquuSXlzzIfzxsOC1VaClmeBGnvBBmWbh/nJxVLZYX0SMPDfdkTdm0RnuV10PW6SBB2XojwHnGyzkV3MIBWKyY0WeRpVm3i5b7JcE+4xfvYdH2O+evwDt4JCFXbOn/qqJeZV7hcZoDrJ6d8LzB/iEI7VL+NsYEm+RY5CDkoPQP8EfCbzBs5NNJwV5W/K6t0ycWWPmulU61OqSzabeCa/Lis6H/udkxMyPZNYyDl0O/deMm5DM9Ph4Q1DlvGB4y21eqjy1aWMxbHt7lLIelbqzqu2A8o0+mVWR/b6FZ93N8LfKL3/tfAm4Ffn8J/Hfjn0/83A/+tD/pT4EJr7YFtibrQpAXlGrICqArEqvR1rQCsEsKkChhSID2PJTBNoEqfsedVpZvKxQUz393m169856k4Myx5WBoRpfsiLSAHDleGXj7P62l77qB0UNwnL7J0ZHnvMSb0nmEGvBuMVQPaJu4WIswdUZtdfDS1xwBh5eNrfgV4zzPWbMvH/gBj489TzG4gHxVW8ph1rmN2tXnoJczfBt1n8yD+7B9uEet5ugS9PtOdsk0GlkDb+7DiSTYUz9su60HtkvwsuYSSLzfMHNi9X19j/srTXVEu/11jPnPngNmYUDkl/1IC+4x2v5f5wx3uTruLzbX8Mlq30a0C948C757+v6T3/vj0/wmG7MBYVvsZe+ezU9gGtdbe1lr7QGvtA9nR4XAjZCVXmpR4N62jCuArIfR0KmHKhq+s4oqOGu7lfdWJc6SRYFtNduSQNevsKP5bPK+EvlI8bpUnpfLNMnfmNa/PRLpZ71VbVnJxg9lq9zLeyVgPrS/ZuK87/ZaZ5k3mb2B2BohrsvMMY7Rwr6XxDYxdlK9mbNi5zqYfVdeU8Xx+geFieYDR6Z9iPnpX8wFeZ3ovJ4UzXacluXRZEl/YM+8DFR/uoqkMKeL/Nlnr1OUk4qacVHUsIBUY5+Shp+8fIIfN42flDpGLrzFb6nJpMcV7ATOYu8vxKHfJsScnW2vngB8G3pHPeu+9tZZYu5V67+8C3gVwdnpXDe8NBJsVvFGm6ervNA5vrfa4FajkREhOrrnAetlapOXlSl9spTiWJi+wOKkoMl8iToKX5+/1AJvCWIFSTrJUQJsdzuNl56vqTX5bz6cCAm3fllCnkiLSEC850afhuE+U6UPNN9j8DJzyUJ4a1uZSu6eZl3jdw+yukDV1nmG9KM/7Ge6ZjzIs7+9j3onp5Mon2/wcwz9+mXE2y+fZXBZZKbCq3arRUW5bTxlMebsZ6WT7p9HjcSsZTAPJ+6nH8/erXaLivwL97AfqswfM54jcMb2vc3K8nL5O3esv3XjavasPd6i+fM5CRxekkbmNbsXifiPwf3vvF6f7i3KBTNdLU/jnGMaE6OVT2LHJC50TKPnLhlCHSlCjuF9yIwhUPZ88S0JUWdieRzUR4vm4xtc1h+oed8klk+VdyruygLKu3NdZUdUxlZ/zAnVnwuL5L8vkaWQZ/f2c/HKFve2qelNn03uZHmzuhPX/dzG7XG4yr6lWupeYFcKTDID9CGNS8TIDvB9nUxYqJZv1CgO8LzC7SuQSShdZypiHixLYiXhpuee1MibSdbVkCVeuMo/vSmRJCRHPsy6rPph8yPWmFT73M392LuVNefvEvvJTOn4KZrcwmCcyrzLmQXy/QdZdRbcC3G9hdpMAvAd4ePr/MPB7Fv5j0+qSh4DL5lJZJFVMNrDPKHtcF5Rq0i5BieLehTeFe5uwV0BCvOcdx60zp6UyLnUgf56dOEE9yTtINTnlVsmZeA8269bL4EK8lF62j/PjgInxkJ3eJ67UgQ4sriiV39JhStVqG5GsIXfH+P97ma0lrcm+yvzl9+9gtqAPGEsB5fe+wljXfQD8EwbgfppN0MkRn1PKxBmG28XB2+MpTq54yDRVNzfj3arv+f9UtF6fHtcVylL/qdykjgt65rK4z2Y7ZnzivSXysj3HaK+nqGVLcwh6z3cGq44lH88yb/JS3R5MeTzL5jknVZ9ZomO5SlprLwC+H/jXFvxvgd9srb2VIYv/Ygr/feBNjIn7Z4EfPzJ9u7rg5TAtLT3YHCI5s/nunoXJMsHipPCk5dPYTBOLX2m/HGpWFkIKWKWcfFNFlZ+n4Z3O0/G4nraDsP9P4K7Kvx/hDqRKSwcdJQC4JeVppstK6TY2T3jMdky50L18jQpTx0hFoTjiKYe73unvZrg+tF7av0d51/T+BcZyv4tTms8xOvSLmNeLf2G6v8R8xGtluHg/2Da/IX9pHhl61tJwwEtDx11Q6lOqX1cmqVxSdtJwEXn7S4YV19sw3WQV4Hp+xH+XpSrc+0qOznKH7PPMxyYk7143ql+Btlwrkltvxz1LI/tL1R+X6FjA3Xt/hnlXrsL+hrHKJON24CeOk66Td1pnKp9v8/tVjZxgkZ1iqbIyPEF1CdCyQxDvVdafKxeolUfylBa4yP2HVSfIdLJ8escVXQKp86z76/bf83frIbcGJ4+KkzxWbbdUfqy8OgEwFYWnn3XniiOBQeB4Zbq/j3E+iVwhneH++Azzmm3x/Dxj6Z8OhLrEAPovT/GvTOldmfLR+85Tjk4UfokB1n9/CrvCcMm0qbxaAZF8VwoANv3Cyi8VpOJ5/bjyVRpLo0p/J396Jv5EaYn6rkWFexvmBKqnlSN5z7dSoJ6Gdqli8fYY7XmO+vySzqaVvtTHl9ok6dTsnITDk1RO3pBLHZd4f1tHr8C16swpnD7Z5fmk4HiHqwB4Ke8lxeV5peW/BHC529HzUVgF5gr38xMqIfc8qo7gFlVVPu/YfnaDl1V8VyDhcT2+ux3SN+t+/zPMH4PIMzTcONB7Bwxg1sqUp5itbm3A0MeVzzIs88vM1tlj0/97GJ37+en5VeBDwOuYD9TySSLxmGt99dPJhi9l+Ev1xR2tWVfdwqbyTCvwDJt1jsU9Qw3+qYgzvRz5quwK97J5WzuvDnRpNCTQZVn22ZQJrztP52bce1o+GlEc90lrZKc2lRxU9VXREnhvo1MD3AkSS2AHdSNhz7ZZ0QmsKUxV+m5J7i28sw0EXXj9HReGtBYSvKoOu+TTrnhLhbO3ED+t1oo3WTMVcKZSOLD4lSWhjlu15VL5Ksssy5Bt41fF86//6GAqB3C9o/o/w+ZRuOJNk06qY72vnYB7zP7nJ5m/X6iPHr+QcdDUPcxf+3kZh8GpkrGbjJn/JxgfZtBKCAG0jzhcHlMxiZ/Mo+prldFRUYJRJUcO3tm+KYOVXCdoZz5p3VZ8ucJI4PdypgGgvFX+q5ZGZcRUiq6S3yxrRacGuNPazIK7X0zx3TJNYcsh5ZLFWLkD4HAjLimSKp+qkXz4WTWg/0/fW8ZRvp6PA2kqP119GCvePa8KDL1juCUiYPBzMzqH89N7qRTSivNwB6zKNZZ1oTwq+XHQUnmTR00yqgyeV4v3vbxyxeg9WfAvYoDxNUtD7pR9hg/8buAvpnfuZoD1JYaVfpEx4aizS8RnZdRcZ7hGngH+lOFuSbD2eqpcUVlnCZ5e/95GKcNKS9dt8w9q47RK4bCLpepDlQLf5ppxOfa+4AZFKgHHnBzxpUy60k7scFnzfluVLXleolMB3CmQXvlu6XrcbLxk3P8vge5SWGVBLKUjShdH8pNuFZ9IdDdDCqRTBVpKNyd4vNM5b1VaVSf3juudQ/ETJCvQdgDOZWoOpN3SqdxEVT1kO+Rkc/JZuaBSITlfOQLcjzi+M9Hjq84OGECtycxPMlwrd07vPsEA9vuYD4i6yThDRasNvHN25i/Ze75SflpadpH54H7VRyqcBE+/VgaSKEE2gVNx8pmUmvNSGQRQt63i5DOXuaPAbknpV0ZbBfKVIVCRP88+WKVVuXuOQ6cCuKEedovSeqxAqLIWs0M6UBD/jwJrzzvL6IrG1/jCppAksLsw9ohb5ZFC4eFZHw6EKaCVBZH1WsU9yio4Tmffj3uf3RflsFng5Hw5VQAgXnyFhIcrvg+H/V25TKoyqnxX2eRPmym+wLCCzzOA+8XMx7xeZ0xGPjmlc83SeZIZsN8PfCdj6aF40Dcyz1o59xi7Jy9OcZ5nU7a8vtJNSMSFzbrOunQZqdwLlUEBh2UrDYOqH7l8eVu0Im7VN33VR5bL+6IbG1neJPHkdVThRvLuBk5VD1gcnyPYRqcGuOFwYdPKTi1eVa6H5TAbDgtuxqs0eqabALpN21eNlVZs+s0976UDflKZuHLy51XHcoBLfqr0HZzORFiWPcvl8ZyvyqpN/irfZFr5Xl8531BZOEsWW+bjcuZpetq+1MvLJZ/3lxjW86Xp+b1T2MXpXud++zcpbzJcLc9bPPneP8VQBvcw16/WAStfL3vKfGXcJMi669DTcZB1pSvKycQ0KLw9sDAi3j6b8pQGisuGZDHddtg7FYh6m6XsVv28kjWvj23vEPfZz72+fdv7zgC3N+qSJtZ9+ul6ESfBsgrLzilKheHpCnDSl3aURZydIPNyX3OlXBygHZB6XJfAOfOuyuj8+H/P2zvxtg5Q+U0T7H0iMPOojgzIsi51PLdycm7B/fvKx32jAoVUgm4xpV8UDrdZZz5F7hzDSn4pA2jd96113Z7vC4FXMLbS38EM6J9nHLkplwkMRfBp5k+XiXcHVS9fTiqn8ZEuN9WDj9y8D1QKN9sgZdOB3dvdR0VYXN1LXtzydf6k4NyIEaXV65a310PGrZR7AnJFLm/pnsu6UNzcd7CNTg1wp0bNcFGl+fx/ClvG0z0c1poJGIqTnd7BSXkmgGY6nmcltFCPIvaK95Seg+aSiybzSSWVk4v+Tlpi/kFbt4ycx73i3cpyS/78eVp4CawJ8lmOFu9k2l5v2dYCNn9fS8pSjhKovI0FnHsM0H7hdL2X+SsqVzm86eMcY6L0UcbSwG+e4utEw0cZLpcLDBfJ48xnlHg5c0STwKRrFe4HVHm8ql/q3aXJceetyi/7qte/SHl7nWaZ1HZOlbHjZYfDeW8zsrD3nFdPMw2mFmHizYFb+fhmrsrwcjo1wJ2UFnRlWeZOwRTQnBQRSZjcKlkCL28YL483qnb1LTVyvl+5ZpaEJRXQklLJMAeoCsAqRZTl9/slxVrFyXKnlVsNl5eG1lkfalPvQMlXBRyV4vb/Sx02J+tSScBm2qlUBKAvYiw5fAljklLfLXRgu5OxYebAfo8ydmEeMAD6z5i/Lv4qxjpwrUXX5g8HPleUroyqtvbRj9ej85Iym0ZBVYeVYku5X1K+S4rAAY+Im+C41D+cTzdqPC9P2/3QxHPiXTh8+Ja/631zL8Kr+kg6NcC9ZBVXAOoV78NCFyy3/JasIrfMKp9tJVyu2V2gk9QgufkEK5PSrkBTzyqQy3J6B8nOlvVXfVDV80uLXPlmHXh+Xn/ZebNDZN2qjpIX/a8A2F1VS0rqKKXulHKnNnbFn/XigJ4KpjF/lLgxwHqP8SEHP8LgLMMVouNk7wZeyfxZs08zQB4rh3ZePs1wndzNsL61OzIVuVu0CdreT8RD5SbyPlXdV+DuYb6Dccl/W4G/l/soYKuMLjisbFKWXTYr11DWRVVW5xtqLNF77g46iPjHBW04RcANtWZPqw0OC1r1zLWkD/0qy6wX7yXQZ74ViLpQVC4Lp2zs5D3fSUCrLJ9My4EuBc/9eAfxXvKYdULEz86o/zlZ5nWUyjjfzXe83ApPS9hlplqvnR2pyqeaHKvyqiw3T09+685wc3ze0vG21oYbfR3lrxlAfJX5kKOrjA05TzKvGjlguEweYP6MlnbzZb0L/CqZTmXmyif7Sfp94TDvS3VTKbdUMP7c+34l61XelWsn6wI2801+Mm7KXJY34ytvPzbY813CrFQgR9GpAe70CcOm4DnIVL6qapiT/jOowcOvHu84rgTPJ2e5/d3ksRJEB5+sg+q+2jyQgu15peClIvN3nLcEwdw4k3zoPuP4DjlR9d87xdI8Rb6bbSyZcV+v8l4CIC+j0168k21epeFp65uX+ial3HTydV9jWN9fZLhA9DHkcwxgvso4G1lfpt9j/ljDJYbVfY5aBiprLvtZGh0pA0onw/OZ51H5wH1knG3ginEJZF3+vI5TOWBhKeO6el/19LPevDydTeWgq49aKrnItKuJ94qHbXQqgHsJaGCzotJXmZWb4A2bms+FOgXN06msBuVXdQ4vT1oZnmZVvspaUbgPET3OElXPlzppCover/yKmdbSigXnUeTAmXGrevA0vfPnCCbbMEnzDl7WCnwzP/338qUL4oDDCqVSAl7X+qJKjk6eY/OUwy8zb5U/mJ6fBz7GcJMo3xdP6XyOYYU7D17uLKPupYwri5SIL6Xn9ZVuk+xD3lfz6F+f5M66yz5AhCt+NU+0ZKEnLY3eEw+W2jOBPGU8XS7Zx5dkupKPJToVwC2qLECoAQEOg0pq28amj1JpVz6zJQDx9LIREmyrcmSaKSieplv4XtaKN7dUvPM5by4cLkwJiqpf90WmMLtVsWTdOM/OT+aV+Ts1DnesHEbf5PCGmiyXrKm9eNfLmNZVAl/yk1ZSBeDYM6XjX5m/wuZRoS4P4ku+cX20VvlcZ6xKOc98yP8+Y1dmZz7r5Gnm3ZNpePioI+vC3YupsFy2VNZsK9gELK8zmBWU+OwW7lQZPZlHtlMaH4rjK22w97B4rpC9LN72qq9qI5dv9NnWn6u5gzQktikcp1MF3A5Yfi9BSPCuwEDhsFkpXomVL8zTS4uwUhpe5gRmkfLMkUI1eqhALNPMBlcHyg7qoOXvpWupsl5E1Zpa3afSS0qXRKXkElAyn6pO1RnzJEIHpKwjpxzmOljpPuuicgnlvIs6fC6/w+51Up9Ojcs8z1leB3Z/kzFJqfzuZbhNLrL5uTW5TvoUR9vmO/XuVFcIlSLWNeW/AlKmMF9OV/Vh8eqffvO2yNMZ4XA9qsw5WvL/1TyRlytHYqL9eMdpm+L3PFz55TMvY/aLpXyX6Dh+8K8LZcWcsWtWaNVBXQCIZwkMHkfCkxUrSgsilUvFQwpvlm2bb9nLkBo5hbiyqBIwKf7nc4Xv2XXJ6mkc/lyT/xxAnUd/v8o7y+EfYPAOnr7QCuBdTvbsd7Yoj5dJIAebFk1aoplGAkWl2DrDDZJLRwVCmszU9vdrzGd/X5/CzzD83E8zJjCfY6zj1tfEb0zxtROzar9Ucl7HWX4pjqoNq7pYssL1rDIyPI5kM/vHUttXVy+fp63wA+ZTIZXetuWlnmaSKzUdDZz+7ixjhRHZBkvK0elUWdzHmUR0qjRfAmFqYKesPKhBrZqoqIRZPEhQE6wqkM6GzOE3bNZLBVrKU5ZEWlE5esj8XXirzp6KLNsk+fS4Xj79d4F3yvcVV4BQDal1ze3XB/bzyVTVUbW+P8uiYbYrkTwzw8vh7aB8vF2cJ9iUTa359ZHODeYVJ/vMW90/xVjbDQPgrzFAXB859rOi088Nm3Wl5/oi+YHFUflS5rb1t2w/z7syslSniqe2cdD2cijParIUu3d5zvywNFwpLI2C/Vn61tP1VNVHhRWVzLhSPYpODXAnUKRVDZvnZOi5BGw/0sp03TXgcSoQSQB1UF7S9KmxM443jvPoHUFlrHxdlXXtlBNoXobKOnTBdVD3NlgC+hRU7xxYuA+L9a4+Z5ZC7B3N20SdJX2TS8pE9zka8LTd4swdf1lH3eLIZ6p8rrPZPukvVfk9fQd+590nprS1+8vMlvadjA08f4+xTPAKY/ONW5BKT1u/HXAyz5SfXBufZU8+XFb1TgXs3ndytc1SX8LeWTK4dPXn3v5qpwTDqh96eOdw+q5Qc6I9+6zLnfJJefW+fJPN8lR8VXQqgDuFPsEpJyKI+xRODfESzNNC1HDf8/LzArxRXDP6s/StUtx72fx9X9akL5akYKXmTkvkIN65ybDQXKm5cGSDVwCTlmWlPCqe0zKq8khw0HNXkrn80HlWWXJbdqVIc/t0nm3hvl8pFe9wzlfVDmct3g2L7217k9ma9bNExM8FNleFPGe83TNd9S3Dl03va9WJPkDshozLv5OPOjy+l1n8+VG7OS/gdVLVj4+oElQTmFWWlK902emZ8+Bnlojyc2Li28vhCjIVuiumStHlPAFsyrrLWRoMSY4ronRXbQPvNj4RebLUWrvCWPF0O9I3MJbm3o50O/MGtzd/K2+nn76l9/7i6sGpsLiBj/Xev+ukC/G1oNbaB1bedpNuZ/5W3nabTs2qkpVWWmmllY5HK3CvtNJKK+0YnRbgftdJF+BrSCtvu0u3M38rbztMp2JycqWVVlpppePTabG4V1pppZVWOiatwL3SSiuttGN04sDdWvuh1trHWmuPtdbeftLluVVqrX1Ta+1PWmsfaa39ZWvtJ6fw+1trf9ha+/h0vW8Kb621X5n4/VBr7fUny8HR1Fo701r7f6219073r2ytvX/i4X+21s5N4XdM949Nz19xogU/glprF1prv91ae7S19tHW2htul3Zrrf30JI8fbq29u7V25662W2vtP7fWLrXWPmxht9xOrbWHp/gfb609fBK8/F3RiQJ3a+0M8B+BNwKvAd7SWnvNSZbpq6AbwM/03l8DPAT8xMTD24FHeu8PAo9M9zB4fXD6vQ1459e/yLdMPwl81O7/HfCLvfdvZezAfusU/lbgqSn8F6d4p5l+GfiD3vu3Ad/J4HHn26219jLg3wDf1Xv/B4zNfD/K7rbbfwV+KMJuqZ1aa/cDPw/8Q+C7gZ8X2O8k9d5P7Ae8AXif3b8DeMdJlunvgKffA76fsRP0gSnsAcYmI4BfBd5i8b8S7zT+GKeIPgL8U+C9jN26XwT2sw2B9wFvmP7vT/HaSfOwwNd5xlHWLcJ3vt0Yu+M/wzi2e39qtx/c5XYDXgF8+KttJ+AtwK9a+Ea8XfudtKtEAib67BS2kzQNMV8HvB94Se/98enRE4xvxsLu8fxLwM8yH8XwIuBLvXcdz+Hl/wpv0/PLU/zTSK8EvgD8l8kN9GuttRdwG7Rb7/1zwL9nHOX9OKMd/pzbo91Et9pOO9N+x6GTBu7bhlpr9wC/A/xU7/1pf9aHit+5dZettX8GXOq9//lJl+VrQPvA64F39t5fx/juwMYcyw63233AmxnK6aWMo73T1XDb0K6209+GThq4Pwd8k92/fArbKWqtnWWA9v/ovf/uFHyxtfbA9PwBxnddYbd4/kfAD7fWPgX8BsNd8svAhdaazrnx8n+Ft+n5eeBvvp4FvgX6LPDZ3vv7p/vfZgD57dBu3wd8svf+hd77deB3GW15O7Sb6FbbaZfa70g6aeD+M+DBabb7HGMC5T0nXKZbotZaA/4T8NHe+3+wR+8BNHP9MMP3rfAfm2a/HwIu25DvVFHv/R2995f33l/BaJs/7r3/S+BPgB+ZoiVv4vlHpvin0hLqvT8BfKa19uop6HuBj3AbtBvDRfJQa+3uST7F2863m9GtttP7gB9ord03jUh+YArbTTppJzvwJuCvgE8AP3fS5fkqyv+PGcO0DwEfnH5vYvgIHwE+DvwRcP8UvzFW0nwC+AvGzP+J83EMPr8HeO/0/1XA/wEeA34LuGMKv3O6f2x6/qqTLvcRPL0W+MDUdv8buO92aTfgF4BHgQ8D/53xdbOdbDfg3Qxf/XXGSOmtX007Af9q4vEx4MdPmq+/zW/d8r7SSiuttGN00q6SlVZaaaWVbpFW4F5ppZVW2jFagXullVZaacdoBe6VVlpppR2jFbhXWmmllXaMVuBeaaWVVtoxWoF7pZVWWmnH6P8DjaUHDASa7uwAAAAASUVORK5CYII=\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "#Anulo los canales rojo y azul para ver solo el verde\n",
+ "green=np.copy(image)\n",
+ "green[:,:,0]=0\n",
+ "green[:,:,2]=0\n",
+ "plt.figure()\n",
+ "plt.imshow(green)\n",
+ "\n",
+ "#Anulo los canales azul y verde para ver solo el rojo\n",
+ "red=np.copy(image)\n",
+ "red[:,:,1:3]=0\n",
+ "plt.figure()\n",
+ "plt.imshow(red)\n",
+ "\n",
+ "#Anulo los canales rojo y verde para ver solo el azul\n",
+ "blue=np.copy(image)\n",
+ "blue[:,:,0:2]=0\n",
+ "plt.figure()\n",
+ "plt.imshow(blue)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "789 1184 3\n"
+ ]
+ }
+ ],
+ "source": [
+ "#Sacar los promedios de cada uno de los pixels que componen esta imagen\n",
+ "\n",
+ "h, w, c = image.shape\n",
+ "\n",
+ "print(h,w,c)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.image.AxesImage at 0x7fb72a6f2240>"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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6T0kWAZ8E3g1cBnxyMuy7VFWz9gAuBx4Y2r4FuGU2xzQNc9oKvJ/BJ0GXtNoSBh8yAvgccMNQ/1/3OxUfwDIG/2FcAdwPhMGn0uYfeQ6BB4DLW3t+65fZnsNx5nUO8IMjx3c6nDdgKbAHWNTOw/3An/Z83oDzgadO9DwBNwCfG6q/rl9vj9leKpn8BZu0t9W61P7EvBR4BFhcVfvbrgPA4tbubc6fBT4B/Kptnwu8XFWvtu3h8f96bm3/4db/VHQB8GPgC20Z6M4kZ3ManLeq2gf8A/AjYD+D8/AYp8d5mzTueerm/I1itoP7tJHkrcA/Ax+tqp8O76vBP/Hd3XeZ5IPAoap6bLbHMgPmAyuBTVV1KfBzXvtzG+j6vC0E1jL4x+n3gbM5eqnhtNHreToZsx3c+4DlQ9vLWq0rSd7CILS/XFVfb+WDSZa0/UuAQ63e05zfA3woyQ+BrzBYLrkNWJBk8v9zMzz+X8+t7T8H+MmbOeAx7AX2VtUjbfs+BkF+Opy3PwF+UFU/rqpfAl9ncC5Ph/M2adzz1NP5m9JsB/ejwIr2bvcZDN5A2TbLYxpLkgB3Abuq6jNDu7YBk+9cr2Ow9j1Zv7G9+70aODz0J98ppapuqaplVXU+g3PzYFV9GHgIuLZ1O3Juk3O+tvU/Ja+EquoAsCfJRa10JfAMp8F5Y7BEsjrJb7Xfz8m5dX/ehox7nh4APpBkYfuL5AOt1qfZXmQHrga+BzwP/N1sj+cExv9eBn+mPQk80R5XM1gj3AHsBv4NWNT6h8GdNM8D32Xwzv+sz2OEeb4PuL+1LwS+DUwAXwPObPWz2vZE23/hbI97ijldAuxs5+6bwMLT5bwBnwKeBZ4CvgSc2et5A+5hsFb/SwZ/Ka0/kfME/EWb4wRw02zP62QefuRdkjoz20slkqQxGdyS1BmDW5I6Y3BLUmcMbknqjMEtSZ0xuCWpM/8PV03QdO8SoVEAAAAASUVORK5CYII=\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Crearemos una matriz de las mismas dimensiones (negra al principio) para construir\n",
+ "# la figura en escala de grises\n",
+ "\n",
+ "imageGris = np.zeros((h,w))\n",
+ "\n",
+ "plt.imshow(imageGris)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(789, 1184)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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OYTjPrImiyGXLqEJnTFXpYRUP3+Hz7A/TK+nWcWyad7wKyWqdHJdF3kTa7IeNHbIfmrGgtOJ8WiXqi7OqQbVonEXHpt4CY5VRNA9VcMEpkUggl8stbdAB4ECFpQ8Fv9/vx2hGw763t4dkMokXL17EDIEuruqGMPaHIQfOCUMs7HcYhk5ObFioWCw6o8xi6eebV86N0p5/6xyrQbcepC8rQz1nbW86ncaUpxoQLZlMJmbsWIcFFtZ40zsPw3ApfVCNkCp1K/dqVBSEWQPOenw6w1fujOJmoetoLawyq0W7VPQMawBYUlo2lMK6w3C+mEj3czwe4+rqColEAtvb20gmk8jlcoiiCBcXF2i1WlhbW8NwOHSrxBTmq6srp4w1O4VozTIXPQlVICy+MAb7qwzim2jShn/rbyC+AKSGgIJFQ6mCrkXRCcdhUaYqc/ZPFbEuNKpRtm0qOrf1KC+QPlZ56zPaJ/5NgWSmiSoPHw9q0XbopSmNWNQDVPqRN33KivW2Wi0EQYB0Ou3CWIpQqZAALK1PqPJUWrNvugCpfGSVtgUQABx6t/HjMAzxkz/5k/jwww/Rbrfx7rvv4unTp24NgscF+FC2jw5hGC4hUB9aXlVoTPTZVUbIGtYgCFZusadRXPU5x5fJZJZScpWfiNAJPJLJ5NLmIF+5c4obgHMVNYNAXRYSZTgcotlsYm1tzSnYZrPpFiWpjKybojEsYLGTCoATkvX1dYesKRyJRMKde0IhouvZarXQ6XRweXmJnZ0dtxjKOqmktU0AMQVmGYfFuvYqrBblqoun4RAbstH/qWjZF6Wb9kHnxq4b8BnLcBpL1HizjksVuiotfsdQAjNRWKd6Y8lkEpVKBVdXV0v9tQaK49WFPlXmwMKozmYzbGxsuBBTJpNxIQ2NJzNsom1aGlSrVec12Xm23gZp32q1UCqVlrwT/lbFOZ1OHY0U9QKLnYpsR5Gs5R/f/JEWWvRdBRMHBwdOgT179syBG51PG1u3Br9QKMSSC7R/ygP2M+2njpXgSdvSfvN5vq88fdseDO2zFvIl9YpdLFY6qPfBMOqr8rjv1OKk/tbYdDKZRKlUcruh1M0eDAY4OTnB8fHx0nZ2i5hUeWsdJDxTA20SfqvVwsHBgUMiw+EwFg6Zzebbyak8+C7HwImg8NAI+BQK+20Zmz+rzknhe4qmGDJR2vpQhipMZSK7+Ml+KsL2CR3HR7RkkQYwR4c0bL62FKFw3NbT0PYnkwmazWaMh/Rvu1hkFRf7QOHXrJZWq4XZbJ5mWiqVHB1IX45d+6SoamtrC6lUyilt0oc8V6lUYohceSsIgqXDpqwXpopVaan8pOBBP/MZEUszn2LinDBcpam3R0dHLs6tXgKwQKTWeybNaOTJk7omEUWR22CnYwvDEG+//TbW1ta8Cpyyp/yvbZInLIjQ+i26tvrKZujYBWq2z7Z0bYb9Go1GLk35Ni8CuCOK21ptqxS4gEh31k4AlQBX+PVdfdYyrlpWMh5dIy5YXlxc4NmzZxiNRk6guFipSoQIbmtrC/l8fmnbNVf8NQOB7VsGtd6A/c7GgW3sn+OzfdB0SqWxrvTTSKoiUWVEReJDQTYup0peFc90OsXbb7+NWq0WQzmKxFmvTyAsauLf1uDyO+uW69++xSDOB8esi9enp6duznu9njfNU+sCgEajEQv/Ea0HwTxTqdPpLCkQDQfY0A8zkYBFiqVVcBY5W5Sp3+vJdyyqdHQOtD5ggSQ1rq9Kmb8pI0EQYGdnJyaL/JzvEghxrtg2Y82Kwilb9JBpxO04tP92M5DSz8qNKlEaHKUv6a8puzYsaGWX48pkMi6dk0DLvrOq3JlQiRKJxODkqYtjkUcQBKjX6y7PV5Whta4sSmDdack0r8lk4lLLBoMBxuOxW/RRJUJESSbk+5oRoBOlSBuAV4mSyX2xYXX7rNKyCp8hFT2dLJfLuY0Dth0VeM144Vg0LMIFWCCOmHThiShU46MqRE+fPl1CcopyqdTYN507Vd5qlGw/2D8VNKtYqdg5Tm2rUqmgXq+7PqvAK90tb2lRxa/oXj/jfHG+OWfqRitPl0ol1Ot1R2Nf6MkaNvUAfEicz7A+Dd0or9h4ti3qfSid8/k8yuUyLi4ucH19HTOyFp1yLlV5a7H0n06n+N3f/V23jqRHNFjDzf+V9zTThd/7QpBKMxa77d3OlTW6nCtuKuPaBT06K0Oryp1R3MokQRDEYrnM1WYKHLBYdSeTc1UeWF7QApZdH7WitHqsp9/vu1gmsFipJ8Pozjf2hb+prPb29nB1deXGQwbVMbI/OvHaN7p+TPnSomOzAsR4q3WHNcziY1DSTGmp6Yocbz6fdwZNFzO1X1Smvrij3R6tY7LZD4oSrSDxO986AedZ+6YoWjfo8Du7o5Fxbfbfzpn2w2cQWK8qBNZN2lAhqheXy+WWdpvquC8vL934rBu+yqDoefFKR86rel9qdFcpbR2zL7yg9AHmIRPKA48d1mLl1dem7bu2T8XHkwCZuKDpqgqA1PhrKIVFAQ+Lrx41OJbmFhzQMOoaETPMOBeq/25D3HciVKLKlMLMBbZ0Oo1UKhU7bY27wPiuj2EsEbUt/Z4HDA0GA5dny4kfDAYOyROF6KqxnvQWBAEuLi7w5MkTdDodF88E4kIPxHekKeLVUBEAtNttF1+1ISTSyxd/U3ShKM+iVEXumnLJz/kZDRvf6fV6sZihGjTSD1jkrAOLMAz/tqiHhcavUCg45eZDdqxPEWYul3Or+FRofNbGuPkOPSTfme7aV/7NM92Z75/L5VwITGlhPSjlVf1elS/njHOtaJwZK6xf+dn22c4nDa++o38rsmdR+SHv28wYtsNCGvgONtM2aNR9obXb4uq2aEiGY7UHlLFt6g/ygs6Xhi/J49bw+AyXDVGSfxRc6jgJQvm3VczKJ68a/51Q3KsmmXFh3U1m0YhaPBbrtmh6m89ir62toVwuO+En+spkMm5lWyeabSWTSbdtvlQqYW1tzeWFM7dXx7cKZVNQNZ5No7IqPMJ6VDGsQggsvt1fFHpFgxaN063XuVGUY40JDdp4PI6hfHWPraLQEkXLi7Cr5lXrY8aPPYNb6aXjYuYPPQDfKYd2/pQ+ShtrWK1ytnyqisIqEruZajweYzQaIZvNurbID1Q6VqnqFm3SUw2CjUMrXS2/qdFbVai4ALhTBNXzYdEjgdkPyh5BQi6Xi51ESHopPbmLeFVIwbZLL1I/034yFY/F5y1a46P9UgCmPPfKkIfwqtZhw3ZL76385g+w6IQAcAiGi3xK3MlkspTnrZYym83GBN+6X3RBmLtNxJVMJtHv99FoNBzqI7oulUpoNpsunjWbzQ9n39jYcOk7xWIR6XQahUIhhlBZVJGo+2bddWvhVTnr97qpwKIuMgMXWnU3pwqY0lzdR+2zbV/r4/8cDw1kr9dbch2pKG5DEtoeXUgKlC89yrqlVObWRbU8lkgk3AmE+j7RogoQAMcro9HIjU2NrfKgjlVpogpfQYo15izVahWz2fwwIyJYzX+2hkTlwUcvKnk+a0MRFgwoWPHNmb6rfKSghJ8r72o/yW+9Xs+NQ3crauGY1VOz86Q8QY/YpmhaRcp+2DFqaJOFdNXnde6tR0fj7AtRaX8sWPB5I0v0v/XbP+Ciws6YH+NP3W43llLHYuO0vOVFJ4eEyGQySKVSKJVKqFQqqNVqqFarLlyibkwURbHzulUhhOE8Lr6+vo7NzU1sbm6iUqlgbW0N+XzeZbewkJF1U44P6didWPZ9RXTVajX2rj5v43W6a4xuI1ewAbiLJxTxcZyWKRWZco4UwSo6VeXENC4Km2VMHyLlu6pkiDqtoPBZ/Uw9JPZPDZ0vPq+xZ37OjCL2W3lUkZLyD89U1jljv9QA83lFzYlEwmVeEIywEDRwfLqoqfTi3/zNkJU1OjpP2ie7YGnBlX2ORQ2D9oFtafYF25tOp8jlcrF3GWazQIIhsjAMXaqh/V77ojRmPzimyWTijmu286HzQvljvzVDzBYNq9mLJ3QOLS1883dbuROIG4hPuCoZGx/mc774GLC4yJULTfq8xqvpahGBa1oPJxSI70xjO7PZDM1mE51Ox52VAsSZnUzE/G4iCx2DIiYdvwocn7Oo/OzsbIkm+vdgMFhCDPQ4KpUKrq+v3fZsIk8VTF9mAOlI1KnhFYsi2W9mKTDso26nFg33UFjo+fD7bDa7dFGv0soKiTXeQHwjio5R+x9F0ZJ3wucIAhRJc+41FKTn63Bc+lvpZg35dDrFZ5995hSuVf7dbjdmPLQfShOlg50fPlOr1TAcDt0OTX1fx8w2rNxp6hxDi4owLRq3ssTfdnOM5XudL/IT31Vvhn/PZjMXNrPtUoZUSeotRjp+PqseAMNjqjN8StzOC/tnPWCdf5Wp28qdUdwsKsBkSpve5csrJbNojjEtGUMY4/HYLfhF0SKZn0RnHDCbzcasIRXeZDKJ7bDkOcpU2Bp3ZJ8U+Vnh4rM6ZjK6VSTKaDbWy3e4M88KHusG5oJ2fX2N4XCIjY0N9Pt9tNvtmJBYBKbehmUw635axK2urW++fPOvzMxsCJ69YQ0py/r6OnK5HI6OjmL0VDppyM3Ge62yUaWlfeZ3RMK+WLylvUWFSlNNu9PvU6lUTAlaT4T129AQ+8znc7lcDDBoXcB8AVzDFgxHqjIinXRxWd9hX3RDDkGDzpc1HNoPG3ah10JPQWXRekkW6CjfWj61eoPj0XpULhVY+ZSw1m9DoDQc/M4aFzt+9Vx9PB7r863f/gEXi6KsVeRndEP0gl2NJ6mLQ6vG3WdktE6ng3q9jrOzM7RaLfT7fcd4eiohERrDApzEQqGAarWKwWCA4XCIw8NDPHv2zC1mMhamgsZ+qZto3X69aUd3o+lE+7yRKIpiV6BR6OjW6Ts8N6LT6SwxFuvXov21c6JoR4VCF9vUEGn8TudOQ1k8c0aNtyoOn+Azk2djY8PNPdu0O+00g4O7HzXc5jN4HJMK/+7urusjFSz7mM/nY5kg7Ivdxafzp0hLb/nxhYZ0TpQWURQ5HgIWJ/pZxc/CMJB6SOQbDUHZ/uXzeTx8+DBGK1VcegSyzrc919p602E4z9whoFKvRw2TvsMfu2ahc6qK2eftKa9aJW/RunqF1uAoIFD5tQaX/Kzt6ty8CnG/UnEHQfB/DYLgPAiC78tntSAI/m4QBJ/f/F67+TwIguA/CYLgSRAE3wuC4Buvqp9FCSvtLFlrEoaLlMByPJOFSoqLSgyf6NGW7XYbnU4HnU7HHRwFLDawsB5FiNxdGIYhrq6u8Pz5c5yenmI0GjmGVSFXRrWI0jdmnXwr3IoubB166qHNINH4MsekzEXGV1RqlYMiKdaVy+Xcs/l8PtZvuvLKrFZBktnZ/8lksnS6nhpk0kGR2Ww2P2um2+26kw+VF6zhUQ9GN7so6tRQhlV2/O7ly5cxb0MXbRlu01RBFqsI2F9bv8/wZbNZbG1txYyNVawMpcxms1gYTFFhEATOsKhs2T6wj/q/ItBVCsciUiu/Fv3rZ74wKMevCNyiUrvWYPWB8o3+r8qXoQwFXSoPxWIRhULB9VefIS20/z7jqs/wuGQdk/WyfOXLIO7/G4A/Zz77BQC/EUXR2wB+4+Z/APjzAN6++fk2gF/8EvW7Tlom0KJCNJst7majsFsCWUFlShUzSPTmEAowlQMXQ/WgoWQy6c7cZp2tVguNRgP9fh/FYhFhGOLg4AAHBwcxprUCpgxklTPP5GCfOQb20xafACj647ba9fV1rK+vxzJpiHBZdIEkiiKXo6xuOb8nM2vsTxeL7CKy1mmNKxHxq1Kg7M5FWzfdU8vw7EehUFi6Vow8xP/VXWW/mONNGllBUwFm/aPRyIXkptOp21XLQl63x41q33VcbGMymbh4tNKA7VulYUNAShMNK1plyTaVD7Wefr+Pg4ODmBegMV9V9j4PQdtQ9DqbzTc+kbZ8RjNc1HNTWVdaqDFjmz5wx+fVO1MakDZUsJ1OxxlGXUwmH2lRRWxzvKln1GP1jWFVeaXijqLoHwCom49/FsAv3/z9ywD+Nfn8b0Tz8t8DqAZBcO9VbQB+62jdcTvRfM5OrrqYSlANFwDxnXT6W/uirmOhUHCr351OB81m0yl4xo47nU5sEhSZaF9ZKpVKjFlY1JJbJaUGR4VDGZNWfXd314UeuDhLhun3+44JLU35PdcI2Cfd4cf2WTSUpAiE3xEN8n5PWzSn1ZeayDFbvtH+K/LUOQyC+WUbDKVY4dW5UeOjwmu9D7t4qrzFoqEPu6DG2D3HbXnD9oeKngcRsc/21Ex9XnlcP9e5Yx1KT/K0omBfXTq3q8CTji0MQ+et8js1yDrH1gtRnQDAm3ZLEGaftZ6v0tYHrDgujl3n2jduy08W1KjXpToKWL5Znv29rfzTLk5uR1F0cvP3KYDtm7/3ABzIc4c3n53AlCAIvo05KtfPACwvYiihFe1YIVbms8iFP0RPVFi2XVp1ALHtqEwzZDiBZ34kk0k0m01ks1lUq1UUCgXUarWlOvVmEB0TF4d8SNIaMrXWKoSqvPmbyurw8HBpxZ59oQL3xfPUA9DNCYpUWRKJBB49eoQvvvhiCYVyV6K2z8UynR/Nh+dRA7pwa+OcURTFFget0mP7loanp6dLgmuFrlAoYDqdup20DCnoMQKkPRdNNeSjBkv7TwUxnS5uO7EhLQ3b6DkXypdUFJopwz7pOTmWjzQkRX5SvqIxKZfL7pwbzoOtQ5WyXexlfTymQvtHuqrxV3DDNvi8ghKOj+3rpdIKsNRD8MWWOSa+x2wY9uO23Y1aVoExFkXkROxcA7P90vkkKLit/DMvTkbzGbx9CdT/3neiKPpmFEXftNZOhc7nOlr3j4RRRGCLjS3zMyW4DRWwLQpRu912272pGLlRZzgcot/vo1qtxhal7GKNz0jomH1oXWgWQx72jkHWwzzy6XTqzoVQV1BTn9RVUyXBNEftzzvvvOPGpqlMAHB1dYVsNhu7l5KhBjUKNkYOINa/MAydV7O7u7t0z6UKslXapI0q/FWISIsFCFxwZq47b4+37iu9Fx0LkalmYPAzRbMa+1fes+ElljAMY2Ety7eqPGzKovKV8rbODd8huNGDxnzIn7+1XSt3CrSAxcY6Gibr8VLW9OA3HbNV7Kr4WfQkR/ZB16SUP/i+PTtF9zSwTp/3Z8drDaDyFcEUaa3zTx5ROvq88Fhbt367upwFNyGQm9/nN58fAbgvz+3ffPbKoswELFtaVXgkvrW+duHDEk4Jo+jGprtZl5cLZnbXnC6YpdNp5HI5nJ2due21mj5mPQYr7Dpm7YcaGnXbwzBcQjPaX0UUqryiKHKZBkpjTWukUtTFnlQqhVar5WLmVOykH2//UZpUq9VYOzZswhIEi63j7XbbHRfQaDRizyaTSbej0CK/RCKBYrEYE2gqCKt0OPfMkValrWiHV4B1Oh23o48KTueMPxRIHopmjYkqDJ1r0kCVlJUJy9NRtLhHUmWGPxrmUTDji6lGUeS8Bhp7G35RXrUyqTysfdU6qJwIguwpnxrW8YWgOGY77xyrFtalhoHek/Vc+LzNxFG5srpDDQM/s99xfrlhjDTleDVZQN9T5X5b+adV3L8O4Odv/v55AL8mn//bwbz8MQDNaBFSWVlUsCzqtrsQWXgmCAerDKxInDfA6+eKOgAsoSNF3pxouxHDegK8BZvWUpmabVKgdVHFIgZ16dSLUANk3VY+qxuAeJIi29NxMLuGB3hZmjG8QeYrFApYX1/HxcWFOyVR71CkQKgnws09irr19ESLKFSREMVGUYT79+/HlKTvIgnrhVkake5WUDS2qHyhil1RkSJUGyrScAIPLNOioQHWp3WzD6pw7PiskSa/2hgx27tN8fNv9kGRsD6n2RXsB99Xr1NdfVWy+sMT+3T+LSix3o/lDf2ec6egQOdB49p64Bh/Vsmd0oZ1EQz5Fi85D9pHXUew4+Gc8A4BfY9jWLXPgeWVMe4gCP5LAD8DYCMIgkMA/1sAfw3ArwZB8FcAvADwF28e/1sA/gKAJwB6AP7yq+rXgahCVaVg0Y0SfNVEEz2sUrRqKKwrw2L/135pe4oYuX1cUZ9F6XxH++MzTtPpNJaWqMUqfEURFh1oUWG3ioP1vvfee/jBD37g8r25iMlxaL6uhrQUOQyHQ0cHPeOByknnSlGzKovhcIhnz57FxsNx6jg4F71eL3YWswqd8o0qLBsHZzsWidPQ2cwXVejWaFCZ2Xm3SJVZJ6lUyq2r6DoF6UFZsGdAK11t6MtXLIBReli54J2uVJBqiC1vaX660seGLkhjnxzxefVItJ86BjtnqvDs/Pni9LZYmmjb/N4+p323C9iW3vo/dYbPiNzWR1fHqsn9gyxhGEZ6HoOWKJrvcMzn82i3287i2fOKlZCKEFisUWCx+dYAlgTfLkIog/E6NQrn7u4u3nzzzRjStZMCxMMitVoNnU7Hu8jFxS8tdDd9DK3vs31VmoyvWqOkoZVCobAU9+P4GackiuE29Far5RaL+J0uWnEOOHYVKP6v25PDMFy6uEL7SuNRLpfdudka5lChVXrQm9DvFAXr3gBtV2ms27z5nSJfnQdtX40K3+P3ds1AD0gCgHK57Iwn+8X5UM+B7Volru9YNGkVlnqIdj1Jx+WTPQ1PWWOp/VQDofLq64f2WQ2a0lb5wiJW7ZtvC7zOswVwmlqrOf++g7z4nX6uHgH5k59RZ5CXKNfsy5MnT9Dv972ro3dGceuhRyyKRDl5KugkkAq7MgR/q8tkGc8qSuteWgQVRZFbvCiXy6jVapjNZri6ukKn00E+n8d7772HRCKBwWCAcrnsrlTScbBQeQXBIva2ahVf0eoqZU0h4Io+szVUAWndyji2DRVg9omKjWe9jMdjbG1t4fz8HIPBAPl8PpYfrGjad2LdbDZz7qJ6VGqcAP8N4IqyFMHZsa5CM8r7GuvnM6pQ+L1N3dI4uUXVVolZdKuAQfupCpCKSM/esbzDWLJm2VCx6JxqOEZ5yod4LV2oZHyZPuQNpYkaUTt/2p7SeVXYxzefrIN9UoWrhtAqdtKRfK/f2znQudc+E5T41pfUSKyqV+vQ+c5ms7E9A7cp7jux5Z1uqMayWBQZ0Joxdu3LAgHioRf+b+ujBVT3fpUlViWuWQPD4RDVahWtVgvdbhepVArlchmXl5c4PDx0Gwmsq6TtUBB8TO4Lc/AdPVxfrbpa8yiK3KKIunJqEH2xOS1Ezz50s7GxgT/9p/80ms2mE4hKpRKL+Vkh5FEFQRC4jBHGb1VAffyg8V9VHmpg+Bzzo1mf9kGPFeBGJPbVZmgosiPSUz5QRagG2AqlXYzT8ahit6hVFRLfSyaT7gxrVZZah6J/Sz/+zfFr/rzygXpnqmCVVrqRTWnA9Qz+6Lu6wElaViqVlXKrdCLvhmHo9kCQZtpHu8DJop6K9oEL8IlEAmtra7HNd+qx8XkNmVm6WDnRdQL+r0dNsH1V2q8qd0JxA/Gddjp5yoz8jhcVcCLtCjSwuOWcxbrsZE7+VmXHZ1S52ue4OPrhhx+i2Wy6W3qCIMDJyYnLCz06OooxP9vW9DIqMk6uKiBfmc0WW/nt56SRLsboCjYXI+3iGotNe+N7Gl4h0p7NZvj0009j7j0Rn6J5ReoqUHzW9iUMl4/s1Pm1n1MISDciNx9iJ1JSxaqZNzpu68kpz+jf6vnxXYu2rfvOOrQN5Uf2n/Xp+R1f+cpXsLm5Gesjj4DQcamysN4Fn1FlqT/APDyj41VDkUgkYplFyr+ahqhz5wt7sdh1CNKIbWl/yYuaKWLlme9HUeTCmXoiH79X8MZ9GHr6pDVmqpjtOKzxsJ6Ir9Db9IHG28qdUdzWNeHf1voqE1llqJbcRzBFN1QsOkEWcaqbpMxDpc3dcBT64XDoMi/q9TrOz89RrVZjaMZmuSgCooDbMAmf1XHweysM7K8qf0VyuoCkCrtSqThXUr0SIlKLuKhYxuOx2wk5nU5jV7Zp7E69I84bFbs1YFtbW8442IwhHT+vN6NCpHFQFK7Cr0pGv1OFYbd3K8+xEBRQweq50fQWOD6NkdpMGuvlKarXBUmlTRRFOD8/x/n5eQyMWB7R/pD+Ou9MnVQ0b8FNvV5fcvH159GjRzFgYMGPFuUFjpXPMp7PfHlbNJzHdzVUEYahU4D0/FTGWIcaFLvdPAjmmVJMBlBDTrpr6InyYD1L9l8zvNhnHTff0XCZfmeNrS13IsadTqcjnrSnCwBaSBQby1Qi8L5By9B8Xy2sVQQqPOq6MGUunU6720hU0BWNsx+cxPX1dbz//vsup9e6SXbnoo5LEb+vkD6asaELb2rtrfFjyeVybhcblY2iPAq2tqFGaDqdolgsotVquR1rpK2GgLa3t3FxceGUEn+y2ayLh6uQ6CINaaOGibTxLdzyGV+MkYpW6+SY7K7bXC4XO6xJFxY1ZKLvWJSpipkCTjrq4qP2Q+fJjt8adyp6/u/zFlmfLj5b+qiC0aLXutmQF+chnU5jc3MTBwcHri67VV5p68t+WjV3vvDMKkWnc2jHx/8VcWtfqPipmO06B9tQj4lyYNcRdGz6m32337Gu0Wjk9gpks1lMJhN88cUXGI1G3hj3nTiPm0qXB/Ekk0kcHx/HEHUikUCpVMJgMIhtx2WsW4+n1KMjVbiVePzfohRFsMlkEvl8Phan011vVMREn7pIks1mkcvl0Gg0kM/n3YLNyckJtra2XIxSkb4KrCITVRA2Xsh3iACJGEulErLZLM7Pz2Pv+BgKWBwXwGKzFYD5giTnaTabb5Dhln2GrliCIECpVML19bW79EFdSColq2DV2HDu1EjpnNksHBbNOmA9Nhxi55qFz/T7fa/LS4FVA2YVrSpCO7d8zxp/8o2Oxypg9s0qPzX0inp9oQblIZ8SsXxlPV0dK5U6D1VjXygnlDsf33JO1KiyXksf7ZMad51n3xZxVdS2Xq1jNoufosh+KFpXr0Xp5qON6h6rc4jI1QjwZMt+v++SChgGWlXujOImE5RKJeTzeWxtbaHVasWuDdPry0gcnvqnShCYp9jl83kkEgm3VV0vr1W3hhYvDEOXhcGJZdyQREylUtjd3cXx8bFjSLp7/JuG5Pz8HM1mE1tbWwiC+cULYRhid3fXtasCrSEBCiHHuSpGSIGwyFM3J6mSVkWgm1nsApj+zbYnkwk2NjbwJ/7En8Dnn3/u5oNhgGq1ipOT+X6ryWSCZrMZ83DUxaVyVNShY4uiCPl83ikIG5tWwWPxCb+lKwVZUZQqHB2/XWRk/Yw1c57pJep8JpNJd9MQMDesekY1+20v7VBXmfxFb8q34KZjtop+ldemaX4MDSgNSBM9Y0bpr3xukT5pxTptapwWPVfEro9ofVpU7hXgqILm+/R0FVmT5ppqqXPM53xeG4umHProrz/Wuycfkdeoz7gxifH1V51VcicUN90DYL7r7PLy0iFetVB2AZO/LeJJpVK4urpyhxlNp1O3mYQMqMSjy2cXtLgAyBV7Kq9msxlDC5wcDSFQaU6nU1xeXjoUvrGx4QyBWv5VTGqzEayy4uesjylhNFKqwJSxFBX6mNQuDvJ5ogMaKx68NZlMXD61zg3HSoWgq/E0nhQkVUo0dKQ9Qzb8nu/r+PidhhQ0xsx+sm+kP2mgfQeWj0jVUBb7pOEfpfPa2hqy2azLLCLvkh7kFz3z3SpA1mczf/Q55SOLnn0uu51rdfWtYVe6sKj8Kf2136xD5UYzJmwsnIqYf6u3R9SqwEKNox2bhmqYfaW7WAnG7FjtuDkmn1et82GL8rZvrYXrARohSKVSbh3JF5bytuOzyH/QJZVKRe+//z4Gg4E7q0LP0yCDrEqpUualm0aGVIvMv21c1ecCWcbSogLD79V1ZiETMmyQyWSwtraGtbU1AHOvQPuv/bZCwHaV+ZUhWIeedGb7T6WhcVF1Y31KT0M5NIrMS4+iyHkROl/aX5tPbOmscVTtK79X5cux6oYiLgyqMtVQjF4GqyEGG4/k81QGls/U4Ci/WeFn/JpGhicd8r1isYjpdBpbD7DgQ/maxfe/egvK/xbZclw6flXiOhbWyzb4Pt/J5/NO6ej41SDp/Cm9LOCwitbnUeqz6hlns1kkEgm37mT7q/JhQ2Fapx3fqvCELxzFohlLeieqD7HToyc/ck2Ku5N1Tenm/J+7G+OezWYupm0PeEmlUqhUKrFt15YpSMgwDN3dkgBiwkoGsYhKFRcnm66r3WWlYQvWb5GaxpITifkmnEKh4LJQptMpDg4OcP/+fZdxwrFygVCFycY7rTtvFSEvCbbIiN+r+28L+27j7RRm0qTdbiOXy2FjYwOdTifWF5sCpcJs6ajeijWGyht8j/Ok8X+6mOpxMN7Oz7UOVSKkSz6fd94ZlT1RGfurY1RUxWLRo8Z3rXK3awd2DjR0wufsfKoisd6IjtsW9oUG3qJwDStpBhJ/iF5V+T948ACHh4exz7Q98pMvvKD8XCqVMJvNDxrTPqlhZl3FYjGGyi3vqHdjP7PhJs6TGhZ9ToGU9suOazqdrlTali7T6RSdTseNNQiC2J2d9rwjW+5EOiCRG0+F42f8TaWnikstqqIWnUCNryoTat12YnXhySptvkMFxVCOTbLXSaRxyOVyLo2Q133ZcfKAfFVsGkbhuPUd28cgCGJuqe56DIJ4Whn7quPTNm38Dliky/X7fbdwaO81JO2VYXXONDUNiB+nqzTR4su60EwNzrOm89lx8R1tG4BT2jrvq/LZ7Th9/KG0L5fLLneehlxppAaaayzkLeUFLT6vRp/TzTgKRvQZG0O1BskqDaU550KV+SqPVReFbVHeDsMQvV4Pw+EQ5XIZ+Xw+BoLs/JydnaHRaMRCccqz2mc9ddGXcsgwrYZBbst+YVsKOrRv5HGlrQIO9oFrcLyknKnC3W536cx6W+4E4uZALeIFFgrNTrxVYCQkL8y1jAQs4ktcsVXGVmTgc4NZp/1hvJwxcrrAinzy+TwqlQqCYB7KKBaLbnOD9lWZTl1hHSO/s26qPqtxYRVCH/JVtMA4m7rgLEoLuqsHBwdLXok1IkGwOIWQGSh6MhzRE+cknU678IKOkcyfTqdj8XDGMTX7RJE/fzRV0hp8nV8gvuJP5akhu1X8FUURCoVCbBGxWCzGvBILFuzaA3mf6NA3nz6+VCRI42CRuc6LvqfGw0d39tnmFlPxXl5ewhYrA9aL07pseGc2m6FcLi+dsKgy6zPUagD1M/VgyGeaB67ekc4T39Uwqw/o6Xz55kd5hguR/LxcLjuDrp62vucrd0Zx5/N5AFhaQKIrYpWDjVf6GM2ngLlYYWOcFm3NZstnGtNqqsKkgtUYL59lG1Qqu7u7SKfTLlWPxS5YAYgZEaUF+6Bx6VVeAcdBlA0sVu9V6ajwJhLzzSWrhIb9ZdH4olWCVNphGCKTyTgFRkHhWKvVqhMohjk01KLj5IKr5sL7VuC5GM3C7A3Orypni6iUhlYZ6Lwon1FwiZ7Y55OTk1g/lC/T6TQqlQrOzs7c8/boA1/c14cqLQrnb+UNbZt1aP6+KlkNFaoRsUaPmSGpVMplklDhaaiCdajc6djIq0Teaux0nNp3G6PWwnY5Bt0k5TNQ/FzlC4iflW9TdHU9xOoTrbdUKrkMLCt3jNWnUil30JydY1+5E4uTmUwm+sY3voEoinB8fIyrqyvMZvNDV8rlcuwge0U6auV8ro1VZFaRa3YHBVIRihUGmw/L3Gy9BgyIHznKa7AKhQL+yB/5Iy5XXQWE9euYNEZplSIXLzg+1qcogYJl0ZhFmSxsl8KlC1C2WISkAsyxWGNCVG1P3+P7+ltposrLGjK6wAxJKaLWOjXsQQNiUSDrZf6xrUMVBvtPQaTx1nnwKRJFU0oD0tlmIVgwQp7UflDpBcE8HMexsVBhKQjRPlQqFbTbbde2jeGqAmPbOzs7ODk5WfIILT01Xk7esjyitOWzuvtRDeyqtQeft6f00tCR0kaLAiMA3gXPVUVRt/ZL87/5PZ9hOIzeJRcjeWdtIpFAs9nEZDLxBrrvRIybSOvq6sqd+5FIJFAoFLCzs+NSxriDka53pVJBsVgEsJxdYhnDCg3dLIYJlLEtiqUyU+Kzz6PRCOl0Gvl83m0eojXe29vDO++8g0qlEjtfhV6EzxCpArcH4eh3rIOGg8xB2hHx+4yQxugsemHR+P0rrb+MQWmsf2t4Q70b9VKs92Pn0baVz+djucU+DwJALFd2lXEhfYg86bGwL2EYYn193W2tVsPNvnDrP/tAb8P2h2OezWYxHiTv8Rn+9hlhVQJaD4sqSkV6q+pQHlCjQw9TlbTG6VmUx3w8q14y+6w00Vi40l49QZs6aeXb8p3Wre/Z8dr5UXStc+IrPg9C6RwEgdtTocY/COYpo5RbzYJbdeBerN1bv/0DLBcXF+j3++6gJirWXq/nXAqe4BWG80Wc9fV1bG1txY7WBOIn+gELRqQy0kn3IWu1vpwEDTdQMQNzdNDtdmMxKvZhMpmg2+1iNBphf38fQRDEmJ7Pa/9pifm9PqtuGY0XFQMRgtZvjY8dnxoPdfn1ZDcWuwDLoozINjXso3TW51VBWeFWBUzj4VtlV3dahdCGWVS4VsV/1SCyHlUms9n86F6GmZS+wCLn33pG6sVZz1AXzLU+0mtVTFuLGl+Ltq0y9L3DTAZ9h8/wR1Eo6aAuvyopaxAs2OCzugCu72r7NKLkPSo1uzhqQx+Wb0lT6g0trKtarTqjzLlnG7YuFvZ9f38/lgDA8XP+fUp4Mpng9PTUzS3BhbZ9W7kTins2m+H6+hrdbje2E3I2m19UsLW15VxeCgIv6CVjBUHgdkqtEgSiLrXI1lqT6KpsaP0LhQIymUxM4XHirXBEUYRGo4Hnz59jPB6jXq/jBz/4gduQoZOs73CzEBBfuCLDKRpQY0HFpvFvi7x13BaRc0wbGxsx5aU0VAFTegHxLAVFdT7kqP/rO6rAw3B+bCc9LTUEKhzqJem4fAJD+rBtK8SWJ0kDpZP2kzQG4hs72G6v11vKmLHAgLSwz+g41MBon1iHImoqJ80WIjig0lODxpx/0tTyjPZPT1+0/Klo0soC31FPg2EUlUfN6lDjS5mg3GuftC3tA4vST/nWxuw3NzeRzWaX5sbWxaL0KZVKS/KlRlqLRe+kdTabdet8uri9qtwJxQ0sduv1ej03OC76kRlLpZLb/JFMJh16yuVyyOfzWFtbc2d2sE5lel2xV6ZU4VemViWSz+ddbJm7En3umqIJYJHxwV2FNo5FBafIkP9zLCqcwGJiVTlSEBSlKVNrCpRFSIqauUVblYkaDWafcFFFmdnG0a0Hwr+5MKt0ZnxY3+92u24XqM4TFbB1t20KlkVItq+bm5vO4KnRIEiwikA9Dj6rvMoxKQJU/lPFqAbENwZV0kpnizLpRaqx1DiqprfxRz1Hqyj1iGFraG3xKWytk23wO80Ws+P1KVx+butUtK9zoX2wSpbypDRRlP/06VN3qJjlCeslKhBKJpP49NNPY4rWAhJ+pnJBuSXgSSTmx+Sura0hl8s5+VpVXqm4gyC4HwTBfxcEwcdBEHwUBMG/d/N5LQiCvxsEwec3v9duPg+CIPhPgiB4EgTB94Ig+Mar2uAAiWwVVR8fHyOKIuzt7WFjYwNhOD+bmG4TMD/ec3NzE5lMBqVSaUlJWaREQlpkQ+SZzWZRrVaxvr6OfD7vDlVSZKqTpIZBU+nUSFDA7t27F/tOlStjpGSMXq8XMzYcjxVOi2bZL/bJnnGhdamBAJaRcxAELsVR3UcqIeuKqjdiFVK1Wl2KHZI+o9HIhUVYP91H8gONk9KPP9ZVtW6u9RYSiQQuLy+9W+D5nCpmfTcMF1u4yT+qeFRxKMJSpa/v0cjojxo8VWJWYdEl18LvVVGSNzlOLtgpH3JcfH4Vwrf8lkwmneG16FefZajTZ1D5rt1XYEMv+p2OVY2R/q+0ZE69BXZaD8ejWSi+QqWr4E7nRPtodYGVC85rGIYolUrY3NzE+vr6ktei5csg7gmA/2UURV8D8McA/DtBEHwNwC8A+I0oit4G8Bs3/wPAnwfw9s3PtwH84qsaUPeE24U1HNBsNtHr9XB+fo6rqys0Gg032Hq9juvra3Q6nRi60GKF3meNOVlc/NzY2ECxWHSHAxFh02pbBgmCwF3npcLI+mgIqtUqarVabFI4+f1+P4ZAbFydtLJxRzU6ihKUqe2uUWVaveTAKhTWq7TULBobCgAWoSV7gzw3GPFCXCsYamQoxHYcOr+KFlVZ8TPLA6Sjj0/UC+Hzmm+u/GLrtZ6aGhD2U9+zhlfnRGVBBZxt+/rC8AE9E+UJ7T/nMplMxkCCNWqrPElryPj5ZDKJHVjmQ5xsS+fBzo39nHJp61V+8IU0rHKkofrGN76xhPit0QUWfKiLz6vCjsPhcOkyBF1HY3tMXLB04RgUBHGOfGNz799mVbwvBMGvAfjrNz8/E0XRSRAE9wD8vSiKvhIEwX928/d/efP8p3xuVZ1hGEbMytBULKuQFF1lMhl3yJFufSVBqFxIZDvpFv2wjURinpify+UQRYvMk1wuh729PVxfX7sF036/HxMSujndbte5O9VqFblczhkBzTyIovhZHeoFqLtORcfC8IvuyPNlJVhFrUVPybNC6aORunVhGN8cRNqpsPtidKyXYQ4+q8iF/bEKUNGKVXBAPH1L26eySCQS7rRBHqug37Mtu0ZQKBRwfX0dU+yKTFkHjR4LFbn+Bhan8dlnVKFZXuUcaGaFbUt5wM7zq06aA+JnjKsXqSCB/WCb9n9rdHTeKce6OKvv64l9FmHzPfZFD55SYJFKpbC9vY2XL1/G2mY7+Xw+FnqbzWYoFAr4xje+gX/0j/5RzCOx9GTblm+sx65zqmDCKnP2n7d0KU9yzm67c/KH2oATBMEjAB8A+C0A26KMTwFs3/y9B+BAXju8+Wyl4r6p202WDtoqHArlcDh0R2qq5dfQARWEFhsvZFFGoOsehqE7g7parTrX+o033kChUMCzZ8/QbDbdAg93beZyOXzlK1/B2tqacw15S73Gy6gM9UIBdbPIOMyRpuLSODaf5QYIpRu/U+TkQy1skwrZImkqMnofWhffq1QqSxtsOE7rndDgWjTGceqca4xY50lDCuqyA8s5uKSl7gWw82D7QrrQk1PlbHnSKjcVXBVWLmCyD8rv/IzAgZ+rF2WNE8dsM0Ns32zxyYYuHqryVlpom3aTnDXmdPu5ZmI9KEWcFqXaufN9pnsVNKxzfn4eG6vOK2PYrCsM5/sVvv/97y+Ny9JTQQr7RJ63/KaGepVXQJoNh8OYwRoMBjFjsKp8acUdBEERwP8TwP88iqKWUXpREAQ/FHQPguDbmIdS3KTqCrMqFrsxwee2aUySjMDvFA2pwlG0yQ0U+XwemUwGl5eX7nYPblc/PT1Fp9PB4eEh9vf3cf/+faTTaZyenrpwTLvdxptvvomtrS1ntafTKbrdrjcOSuUdBIFDY1aRKLIE/AtY+j/HyTHWajWXscPnVCFapKsoKp1Ou5ty6A6zPV20vLy8jDEsC5G99p3zrArLGiN9x8asrVBHURTbZMG/gbgA2lAQ6cSiIRhrZKyxt8he+2ppq96QKm1VdqS/pRUVuVX0qlB11yE/08VrGxpSefHJw2w2i90Yb/nRnmJpZYn1E8iw6BxahNrpdJaAhvKz0kbnQg0Aw3icNyB+FR2L5bNms7nEK7532Acqah7hYBUtv7d0ARa3CqmX3e/3MRgMHPqm8vb13dFj5TfxTqcwV9r/RRRF/6+bj8+CeYgEN79p6o4A3JfX928+i5Uoir4TRdE3oyj65s3/twqn/m1dWxKJhXFlPs8J9hkFfpbJZLC5uYl3333XIexarYZisYgXL17g2bNnjpGvr6/x7NkzzGYzd0wrL4BIJBJugdTGqlTw9G+NTaoSVqG3oR1gsStuMBg45aJb6dWYmfmM0cEX/+dv5qkrE6nLauPfDDEo+lDDo0pD44eaow8slKdF1uqNKH2UN1SJsZ+sn/1kfRpbZB28iDefz+P+/fsODeqmEI5L10VY1CgratWi49f6lC/p+enzWgh2dNyMzxK48B1fbrPyA2nPdggguM6iSkgRIn/74uOK0tULsXNsQxRqeJS37EI4/7Y0ARA7odHSXXWC8gP76UsTVcNhM3nUYDHlkm1ZWeMVZYPBAK1WC+122ylyom/rlfjKl8kqCQD8EoAfRFH0f5Svfh3Az9/8/fMAfk0+/7eDefljAJrRLfHtmzbcb1Uc1s2wjK2ToO/pTTcq+Jpgr5PGWFc2m0W73Ua320WhUHCuEBdIuUORjP3JJ5/g6uoKmUwGhUIB6XQa29vbqFarMQZ2xPYIMJWvCp/1JviuXeTSE9T4zHA4XEp5arVajjYqZOqmWjeUtLGoXhmbOxEpZNwtat1RIgmNEQLzuCYNTTabdZlBqiSY1cM5t+lqbIPCpy6/Ggn1Kth3fmbzk2/OQUav18MXX3wRyxTieLX+ZHJ+242lk/aTY7JGG5gDDWb2WAXIoiidfeXYFV3zfV08Zj18h6lmyotq7BRw2EOc1Mgrr1Dhah2KqJXflN9JKz3hkIBAj5FgfTpOCzJsUT609FTdoXVY46LGHpgDPNt3S3NfZgxp1+l0XLJFv99Hu912WVtMNdaboVaVVy5OBkHw0wD+vwA+BEDo9r/BPM79qwAeAHgB4C9GUVS/UfR/HcCfA9AD8JejKPofbmsjDMOIAqwE9MVZ1VLa3U1WkTM+zeNU9RwKrZOr7Bp/LJVKbjFyNBo5t286nZ87QheaSqnX6yGKIrz//vvY2dmJeQPKwFbAdMzqvlHh2Z2QmklhGdLGxdTQafyR71sUyzUCjhOIx/0o9JpBoKhpNpu5s2X0HRqSTCaDRqMRE2xVaMIPTsm/9dZbGA6HODw8jM23FWqOV11RDR2QDpZeDGcpSlUFpPS082aVNAWQxkYvmbCLXWqcWPd0OsX6+jqazWZMGZBn2F9FiOyTrV8NB58D5saetxatKhbZW17VtjkWfucrKm/8X71mIB5+sW1ZA2bnRJ+zYE/7qfKgBsVnJJWnVy38sj3fgqUaFvZpMBigXq87HpnNZk4v9ft9d5YP27+RI68GvxOHTIVhGDHbQhUKEEfjyjCKZKzwq2vLCeCB+6yLjJ1KpRzqI5qiotGEeMaxG40GSqUS9vf3cXV15YwBT6Pb2trCgwcPnGtuV9GBRdz0ZuwA4nmzPkOkdNBiXVIW/l8qldDpdGIH97BeGgYVIDK1KhaNzepYSEPdDOVDIj4h2dzcxHg8dt7AbDaLZdiwn/YkP73mTIWWComF881+ExkreiY9rBJhP/m88o3d4KSCTfTLevQ4W+VhPaHRoj575K0a0ChahNO0fauoWGgAWR+zo8irpJeGKfL5vEvbtONhUVRqwZIaPOUT673pIWk6Xk0uUH7Ucaqnwno13GLbXAXslDZcFxkOh05v0LixTzYsZ/uvfbPP0ShdX187nRNF8xRZ3orDRAfyUq/XW6m478Sxriy+0IiiUUURigytxSRzMzOEdVtmI6Ny+7w+x3BLsVh0N6QcHx9jNpvh4uIC0+kU9+/fRz6fRxAEztVVl1cZxypeK2xWMVqjpO9SwMlMbI8KRBVHp9OJMSnTKJvN5lJmB/ul7Sr9WY+dI4vA1D3XsbLf4/HYxfYUJamypnDrQk8ikcDjx4/x+eefu6N52Y5mpGi6oa9/qvB8aHKVO6701mLBD/vAyybo1Q0GgxiqV69MF7ILhYIzqKoQbEyZYSuG8KjkNEyhdJ/NZjEDq6dMcmztdntpn4JVUjpONeo+hW3prmO3dCPt7YKyhoVIWwAx+da5tCFJNUzqaVh0zwwdel+sJ51Ox+5g9Rkt9eB1zHxHw7W8TIXAJQzD2O1Xli995U5seVcEbDMm+D0nWrej8jmLGFmf3UBhGbJQKDjFq4LOOCovCmZ4Rd25wWCAZ8+e4fDw0G3Hr1QqTpDOz89drCqZTKJYLLp+2N2J7Jsdt47HMroiTrtQx+c0i0QNUqfTQSqVim2QKRQKKBaLXo9HFSuVhdKedCJ9VQHasZC5efaECiXpzBMfdSxs5+OPP3ZnhWufer2eU9xUZDrnyg/kM1VKFhBoLB2IhyT4t0W7pJ0qRIZAqGQ0e2rVIpbumFWjY2OnSk9dzNVDyzhHdoco+VDlgd+zbat8SHOrwKyh5nfss08+9X/lNfU8E4nFSXlq/G1f1HtiUVqxrduMroZTycP8zbUkvsuNdr5Cj8oCHLZFL0zP/OeZQ1yD83nQttwZxE3C280oPgVCpaMXsVpUqkzLLethGDoXejKZ30rOA87VMFCwMplM7LzcdDqNbDbrFixTqRROTk4wHA7xwQcfIJPJ4OjoCMfHxwDmaT0Mm1jXXfuqCJCM6wtRKK0sCrLCrJ+xDTIihZKCHkXRUqofhU4zEPh+rVZzsTpudLLCq8jX1qvhIXoI9iB9KnEWfqcKiL85ZtJF0ai+q7Fr3ZylsX1gfoRCoVDA2dmZ66dF9xr/tPFiX0aE9pVzoyEh0oJK1mf4LPCwG6JY+L7mhGsddk60qMfBojRT46X8ugpB63dWAVsetM/qfK7yVNULt2tevqLGSOXLIlwq8OFw6HLR+QzXMtg++00eJj+QVsAiMsCNeXxXt9Zr6FINmK/ciRh3IpGIGKwH4oxv3RIALgWLqM0iFg0NAPPb1LlrqtVqxTaqWJeQW9o3NzdRq9VcTPDkZJ4Y0+v10Gq13DZ2Hh7F9zg57777LrLZrFvIpCKjO0Zlw9tmVAH5Cr/3KUIWiy6s4tYxa5xSn9G6bY6xKk4KCBWORWLsD+vR7JlVoQrbNx0v61LDquO3Aq99Is3t2ogqchXiUqmEMAydwOpCpxYqM2tELdq1AMSGtNTL0Xmy3/vo5VMg3NSVSqXcorntA+fgyxRFwIlEIpaiqPJp37H0Ijqn3KrskbeUBy1SVkNrlTvf09AhsMjasntE7N+r6OELPalBtPVoHcrHnHOlE499tl4WLzG5ueDCa4XuRKgEiLv+nOBCoeA91W46nTpBVDSzygh1Oh2USiVsbGwgl8sthVv4W9P6uOCYz+ddih9DCbzhnMc50pUaj8fOTWY6oVXGYRhPx7KLlCw6HmUK0iCKoljesyI3xrFVCCwaXuV+atvWqGnhXHERVvOGVeA0r9YeV2ljn4o0VOlZVEplrHPH/t67dw+7u7uxlEjNJOJnHL/GsimczWYT19fXsTFqG+peA8tnkVhUrXPP94IgcMcEq3ut7+t7yutKM32Pn1NJ9Pt9Ry81AoqYlRa2n+RV9tGH0G3bVqa0UIGyPaU5+8V2SDsLLvQ5tqcyZo0bt7hb7037pLxt21d+1lCaPmvH6zuTxEYOyMPVahXVatWhbXo1t3kNwB0KlbCQGKVSCQBiaBRYMCa3X2u8Vd1oHfxwOMTR0RHu3bu3FEsmA3CVl7HIdrvtTrNLJpN44403MBgMkM/nkUqlUCwWcXl5iVwu51K49HTC9fV11zb7rPdNcoETiOdLA8vMR5qoS0yl71PoPNvEom8NF6xy39k++8V2GT/e3Nx0YRK+owrKl4Vgx6X9YTvaviob/U6Vpt5kw4W2MAzRarXcnOoiJZX2bYs/Po9GQwGkA7BQ1nyevzOZDNLpNNrttlM6FlGT7jREajyCIHC7VVutlnvOGk/Wq9kZVuGRLqrgNCTFYlMzVckrsFBEbD0M+9kqHiNNFTRoe4qklXZa1ANQcGCVtz0HSI0wn5tOp7FsIzUoNsNFFbnlVfXYrNesYMFGCNifSqXiMkt8Howtd0Zxq6Xjsa2dTgfZbNalLykSo0JdW1vDaDRCs9lcirfpJLTbbYfSNVcSmDMCM0gePHjgXOQwDF26DlGl3lkYRRH29/exubmJ6+tr12+7XZglDOfXX/3Yj/0Y/v7f//tuQYTjV4GyGxisa834mE0PYzukp8aKlW42TmeVA+nDukulEgaDAXq9nvteXVBFT2RUzaDgOyw6NuvKp9PpmBBaPtHYO8dEeumZypplojnxjGlrvJd16xZ99lcXXZmOqK6z/p5Op45GSic1gix6G4+mQRYKBZTLZTSbzSXEyTGrMrZGjX/bTTHKZzpegh4i2WKx6LZzs7xqDn2KWBUaiy80pXVxHnXhlPOtSo8GjmfbaxjDrknoWG3RvHgadw236FgUXat8ap9IK2u4VH7ZD+4fAOBu9CL/jUYjlyrrK3cixh3KBhy6jcViEZubm27Q6XQa9Xrd5SQDwNraGvb29nBxcYGTkxNE0XzVloKVTqfd+6r4VWEpskulUjGXJZ/Po1wuu1P+dnZ2cH19jevra4fK33zzTWxsbMR235FprMAw/ZAHTvHSCBsasFbeFt+cqcAwK4P5uELnWNqcVZj8zLp/UTSP/dPwWWRBgde4HwWPi3fq3uocaK49i2/Dg6WDxrotaqOQ2jqZ/aIIzRo1VSpEw3xfx6Z0swrOhqAsYlSjpPFSPs/QhF6TxnqUflYRcV5U6fli4nZM7IPSYtX4Vo3Jfm8/860nKL18/EgaKX/aetWrURrZonOtcmnXKNTQ+rxUpYkeDkfaW160oEqRun5G/mP8fzKZ4NNPP8VgMLjbedyq6JhDzTzeZDKJer3uDoNJp9MoFAro9/s4ODhwyCQIApeXrQhSEbhdpFAlxfb4zmg0cjv96vU6PvroI5eyk0gk8OjRI6cEVYgUObB+eg69Xs8tRFjUqSvQ7JMqMU1HVIZWlMtFDY5PmQ9YPpCKgsQbtHUMioaZgucTZkX92g5/GM7SdQwfGufnGvPke9bdprIrFApL9z1y6/2LFy9cvdad1nb1M5/3YZ/VsWp8m8rUusNKEyoEfsb51AVLpqXp+2o4dLHOh8gJfnRNwKJC9lPpbg9H0j5r3VqUb+1cWgWsNOZzqkzpsQBz+crlcpjNZjHvVeVZvQ0CNhsu0TAQi45HvS41ivq8Ghuty3fEriph1qngcFVKInk0DBd3A2g83ZY7o7gtkw+HQxwcHDiFqoq9XC67BcR6ve7e11s4GNYg8+ruJ1VowHLOOD/jYhrRmzIzwx68VcO6rnyWSo3o2lpmCiJ/a99U4SgyU8ZXobbCZgVD67OCqjFjrd+63yw+91D7xpgolTB3pmmecRRFbgGYC84qeKS9zy1l/7h9WxXZZDLB4eGho48qH9Kanocdpx0P+7K7u4tmsxnbVQgsdmiycIy6yGrnQefOFzrgPNnPlDc0ndEiTCp/zpPlcw0P+MZg51xjxgo42B+fYqdHZIv2RQ0jx6IG5b333kO9XsfBwYHz9lSZqTJlSFC/V77xeXG+mDPrsLyu/VXla+mvc+SLf9u2lW4qk0x8WFXujOJWd0jdPc0e4EC63W5s4YaMSDeDz/LEPiqmRqPhEDfjw8p8OpHK8GQGIoDpdIrd3V1sbGzENj4oA+gRoqyL8UQdp9YPxFPwrEfgOxRfDY3P5dPvKPDZbDa2qGOFyYdIrDvoC6dYlEo0qigRmHtM/X7fPcPvueCsRuA2t5/FIh5ryPiuuq2q2FRZq7BpPfV63b3DeWCdepa0LjiSXorqFN2tmjtLPw3Z6FyqsdLf3FLP+VNEb9vWeSG9+TfbUjqox2H77OMl7aOOTfuqIQgdyyeffBKbE4tALVCijACLQ8QUiNh++pS2GnAfECI9KCeqoLXYfQhKewsKdPxK59vKnVDcPpSjCBSAy+bgBbIag+LzannDcH64P+PPegAQFcTl5SWq1Spms/kt89ZF5qLW2toaBoOB28hz79493L9/f+n+Ol1MscpXJ4zfWfdLn9V3SqWSS2tSRchihUMRGZlLFTDDHpbZVJFo++rqafjEt4DD9jmf2ifWzcVdCsBgMEAikYgdXsX6fC62RTUW0Wi/eSORb4zAYqFI+cZ6YMVi0Rkaa7iU3qs2t1hBtX309V3HbdHaKqUfRRE2NjacjKjCtkcH2JxiGiCdT+tV2DUD682wvzRsmpKp4SjWz/0Yur1f55Y5zr5iaUaZUB6lXKTTaXS73VhfLFDz0cXyCj+zfdJ59/GHGh17Fo8aJU1UoIyuKndCcVvF5WNSnvVgF5RWWX5gfhtGLpdzGyqq1SpGoxFqtRpOT0/xxhtvYG1tDc+fP3dhFm6OYY7l7u4ucrkcrq+vsba2hs3NTZTLZa/7ykImV6a2SlyzF6hYgfgh7GTy2244IWLlO76+qOK2yCyKFncUsg5V8sCy0lTExb+tx6EInfXq9+yXxnpZBwXfJ0T696q6VJFoOlsURUshEm5SUQWqKJX0UWNskT/j6/Zz9st6SUofi/Cs0VT+4me+7Ag+x9xt1qmKVL0C1qkeIjD3KikDnHfr8WgIS702jsGeMqljVL62ef0WhFkQxb6vAjpU3haAcQxqfNSbVjS8qiiy53s+naP6iuPUUJQqeaWRL+XztnInskoSiUTEc259Vg6A28HI7yzTKwLkZ6lUCjs7OxiNRu5arXQ6jbfeegvr6+suxa3VaqHT6aDb7eLi4sKh6jfffBNBMI8XFotFh0qIDrPZrEPzzNMmUvAhYkXKNrfTFxe1YRsKhUXYOnamSF5eXrr4MplGMwdsKpxFzkpH7bdFpFRwrF/XA8IwjKWW8TP21adogfiWcqWhKiSrFG0Ms1AouHi08gt/dGzKUyz8W4GCrjPwO4s4lS4+wfa56OQpTSNUz2ZVH8mPepiYlQ2+9yqQw7mxHhZpYRdErddH75OhDes1sA39bUMYbDuRSODHfuzH8PHHH8dCHmrMtM981zc2bYvj1xCdgijdqq794w5ppSmzz5SvLB9oqqXVbZRV5UeVCQD46KOP0Ol07m5WicaCLcPwe660WySiysYiwUwmg9ls5nKvgXl2B3fxEY1tbGxga2sLANBoNFAsFmMn1Kl1vby8xNHREd59910AcMe6TqfT2KFSyuBUKnZcTLHTz7QoOmFRhlPEpO1cXV3FEJUvJ9q6ufyuXC7H3DSiBasUlOGiaLEjzp6+pkpbhU/nyxYrAHS5FbmQyZlXbZWbnr2idLcuPz+3HpTykSJEK6AailLk5AslqNLm9/ytBlnroPFrtVoolUqx67Jms8X2aO23RYd2HDber89rHrNFmBZ0cEz8fzgcOllWHl1Ffy52km9Unj///PNYGim/LxQKzkOysWWL2C3CJmJfhZb1hD5dxK9UKmi1WrH1Dz1CWPlA5c13sJcFTpbX7dytKndCcedyOWxvb2M4HKLb7S7tliSD64W4qrSUIckcmUwGtVoN1WrVbeThTeuNRgOXl5cAgPX1dbzzzjtu5yST4DUuOJ3O74w8OzvD2dkZ3n77bUdce7woEI+f6uKbGiIAMUWvecmJxOJME00DYz3WveZ3fMdOuuYn+9z52WzmQgiM9ZLmLHYBRdvWZ/R7Cgnb0THYNQpFrypsVuB0YQhYCIfd1qxjs33l/NpQAD2SXC7nTmwLgsCdQ8NYrHV3Gbfk/7b4lKBV/qQZ+xKGobshiIvuzEziO3xWF8KsQtaFRQ1rKYoGFsf98u5HpRv7pnd52vnRxfj9/X13BLJeBMF+q9yq0ddQTK/Xi9GNNNPLpDWFVUN1FtmrMmXbGprTtSPbRwA4OzuL0cPKnyJmGls1rkp3630oELEeym3lTpxVMplMUKvV3GYXzY0FFgTSGDefs5MURYvt62tra9ja2sLOzg7effddvP32205BTSYT9Pt9HB4e4vLy0iEXYHFfnT734sULfPHFF7GNNmq5FQkDc9eRWShW4bGohWaYgUpbz9fgczRISht+R/RlDR5dQRVcFlU25XI5NnaeQcznFA2xXfaDbWrusSJqVUgMd3GONf+an7N+7aPWoYyt8Wr2hQrDplf6FDsFj/PJPun3AGIL4jwOWL9n3Nd6QCxqbLT/Nv6tAt/r9dDtdh26851CqEjPeqtBsEiRtWEGNar0UDRUozRl/zWUR7rqmemkhx6JoDRRnvHRQY0M2+M8sm3Kv46V73CeqRcssLBesO2HhvjY3yAI8FM/9VPuRD8b8uDzCkD4rqWl5WWVUxs+9HkEsfpeBcn/IEo6nY42NzcBzBeTKCSAf1EKiCtKtXphuDgqcW1tDe+88w5qtVoMVfFy3YuLCzQaDYRhiA8++CCmGLrdLg4PD3Hv3j18/vnn7hJP3g/45ptv4itf+YrLWLALNaxH47VqgVmUwQHEBEvHdUOn2CIt3ycjaEhCj5K1C2uK/HigO4WjXC67rbZ2Ecye7+1DBlaYmHbJ+fMhOT0rwoeQiYJ50h2N0WQyQblcdsfA8jvd8MOiW+DpmiuCVMFTd5X/q0eUzWbdcQWKXDXmzn6pYlblovxgFYwW1uvzlmy9Gk5ShOfz0vR7NWBWlqwCVG9Sx2Y9tDAM8dZbb+Hp06cxQ7gqfKTvKTq2/WYfbJ/0e23D8pL1jK1nSBnRvup1ePquT4mzWCBBfWU9EB2T6oJUKoXf/u3fvtsxbmCe7sczkBU9UtDUfeEgbagAAPb395FOp3FxcRE7aYs/mUzGKSTuuuv1eu40OArm4eEhzs/PXcybfchms+4QISptRV5U4HpaHhWeDZcoWtIddLVazYVyVLipLPQ9G55QBUSFSHeb9bNeKhpFGrqICyCmeIFFHJPPq3LU+dH6FVmwT9p/tq9zrO8AiBkTdX3ZN1005lzzijiLQqnc2Uf2U11wLqqqYBHJMRxFetuzX0h/tqOITt1/CrTy8CpX3Gf0+Qz7rje+kzY+YOaTKdbli3/zHZUjn+emCpBhjFUIm3Wq4VqVmaTPW5nXeeH/9mAtXyhT31fP0Bofem++on1TgKYKWr1SSwM1XuwH67ztTlDgS4RKgiDIBkHw20EQfDcIgo+CIPjf33z+RhAEvxUEwZMgCP6rIAjSN59nbv5/cvP9o1e1EUURdnZ2sLu7i/39fbcb0aa6WYVt42WFQgF7e3sA5guO+/v7ODs7w9XVVSxXVGNrFLCXL1/i+fPnqNfr+Oyzz3B6eho7WSydTruLFIjq7STr33qeBZ8nY5AZlOGBxeHtPORKQ0EamlGGpcJiG6yHlxhTySljsK/b29vufbbBPjEFkTnBGipQBcQ+WzeUGTZWGekCnz1+1qIXrY/0tud6ENXqcQVUrDxmNwgWF/lyDKSZrmVw7vL5PNLpNL7+9a+7ebMusQICfsfPo2i+9qG3DJFmOzs7rk6WdDodQ8esN5FIoFQqoVAouD5yDFQSymcKYHwK3qJPrY+FPKa8ZnlRla3SUudlPB7j6Ogoprxtn7RvpJEiUW2bKb3aR76rOkF53BogGlnWryEe7b/yND+zRkdpQ15Tb9bu+NV4v+ouC1D0+dvKl0HcQwB/NoqiThAEKQD/MAiC/zeA/wWA/yiKol8JguA/BfBXAPzize/rKIoeB0HwcwD+QwB/6bYGghtXmIuH2WwWL168cPcSWreCf6tSSCbn14OdnJzg/PwcW1tbKBaLaDab+PzzzxGGocsW4dbl8XjsNuP0ej1ks1lcX18jkUi4W5gHg4E7qpV1APNjGIEFEzG2Np1O3cYCzf9l2ISo0yoL/lbXXNGqpg6xPU6wonIy59ramkttVMOgbjNDDFpHtVp13oeGfrjbUdvmITsWaVO5s0+KinQOmQ3CcWvWkEV/1i23jJ1Op50gqJCoYmM/+G6hUIidg8H2h8Oho4u67apUdUevIls9NlUX0oC5Yrq4uHDZEnxG86ItHXk+D3lNt7orPZReaqw5fxYxW+RnFR3HpvOmuck+xaLKj/1URcV3VsV6dU1CUf10OnUL9ZrZYhWlpt2t8hhsP1kUDNr+KY1siMf2Qw2Kyo8NaWq/NJ3Who5WlVcq7mjeo87Nv6mbnwjAnwXwP735/JcB/O8wV9w/e/M3APzXAP56EARB5PPZbkomk8FkMnEryQCcYvW5ufo/MBfaN954A41GA+1227kZXPCYTCZotVq4urpyk89J1nhxp9NZWvFXRs7lckilUqhUKlhfX48hGOti2vgnn7Fk4OSr8qaSD8MwtrlDFbUqefaTSjuKIlQqFdTr9Vh8WUsikXBH4aoLzvOsFQkQUXBhl+NWpWfPPtY+sX1lSktj/d7GaK3AqfDo4UI27q+xRbrxavCYQcH+kV+YKcQ51PFY/vP1m0Z8NpvFzozXOY6i+LZmHRP/z+fz7m+OyR4GZj0w5SGbgaP8pnOzyo1XHuMc8YwgVbbkJx0P27DrOzrfOv/8TsegC5YK4DhuHb9VetbosGj2ko5fFb3yo3q81rPSkyZt8Xm4unZHL5K8q/NHT/q28qVi3EEQJAD8DoDHAP7PAL4A0IiiiDDoEMDezd97AA5uOj8JgqAJYB3Apanz2wC+DSxyq4+OjjCZzO+CtJttfEqSJQxDnJycxFzmZDKJs7MzDAYD7O3tIQxDt22ZRdOhbvrk6qYR4QJeuVx2m3Z44acyh7qP/F9dMNZPdKVMRqXDCVN0R5QzmUxih1lxYnkuBRmZivrJkyeOqfjOqrQnRXosbIv9VAa1ng8wzxZhXroiMhtftAJhQw65XA65XA6NRsOhei4MA8spYMViMbZwpPVZ5KIoV8M4HK89HVERLN+3hndjYwPNZtMtnHLMumZhaaXtKv+owtX9AUpL8onyrhoqi7ItPTSkoL8tTwDLl2LQm9S+KMJnYZiMXgvrtYbEyrA16hraUJCg9LO0ZT0EMDb3n969AjaLlq0Hy8tVLD9VKhV3zLSOX8GBb15ISzUiFpRa2tvypRR3FEVTAH8kCIIqgL8J4Ktf5r1X1PkdAN8BgGQyGX388ccxl1OZ2LwXc1dTqRQKhQKAOXK/urpCGIY4PT3FeDzGw4cPkc/nsbm5iUaj4S6AVesJxC04kVIYzrfJP3jwAOVyGblczm0AUAutylqRntat46LyUjdLFb9VOhyrFQ57d6YKoJ6JwB9lIh/SpLJWb0EPAYqiCMViMXbFkkUtHJNv0Y3P6fVVpDVz2ff29vD1r38df+fv/J2lnYQ0YGtra+6mEJ57os+x2KNjVVjsnKjQ8D0aS1We1lgzRKPFCqJmeijddW1Cx6qhFuUZnyfjG7tt36fkbBiDgEEVi/W8gMURAtqG7Y++Q+XLdQfL1xaQKZ2J2K3hZ92WnuRlzh1pYkNBXO/SOnXcKstRtAihabhyNpu5k0nV6LLP9hA77SflxOo6K/d23rT8UHncURQ1APx3AH4KQDUIAir+fQBHN38fAbh/08kkgAqAq1fVrTvASqUS3n77bXd1GLB81i/j0JVKBTs7O0gmk7H0KzIe81iz2awTFnXZKDi84UZR8mw2Q6VSwfb2NorFolNiqgxVefG3Lp4Ai4UKZs4wrGBdVKJituPL2CA9mP2hBzOp265oWfun4QLSQFfh9T1gOU+anpB+pkKmn7N+XmhhkboumtJwnJ2d4Td/8zedYWB7ZOzJZBLzMJg1QpSqi08WrfqyFvidom0qeM6HotswDN1mrnw+j/Pz89gNTaxXXWUCjHK57Dw4VZrqUegcKq34rPKKL+xk50XTZkljCzSIom39yuMWEbJffEZTC5n9xGfpAVsDp4rcjsHKBmlvx2k9Gp+R8nm9OkZF2vxbr0Tks9ona4R0/nQRXQ2SZpopHa2MqqJfVb5MVsnmDdJGEAQ5AP8igB9grsD/9ZvHfh7Ar938/es3/+Pm+/82us10sCPh4qzt3d1dFItFt5hoFYEySz6fR6/Xc2eNJJPz+x7X19eRzWZRKpVi5yhoFkYiMb+QmBt1mOqXz+ddZoYuBqlFV8GxYQQqDDIVFVS/38dgMIiFgXQBg3E6TWnL5/NOKdi4l3U1VWnr5xbta1+1HnXNSSsaNtJd0wf5PYAlAbKIXr0MNY7s02QyQafTQbvddiEuYHkhK5lMotvtYjQaYTKZuNMeNcOGP5lMBru7u64N3ixj6aeZKqsUCM8ESafTePjwIf7Un/pT2Nracm0q0rTjZxs0MvY0PJvOZg2AKlnSRGPL+Xw+9iyL7QMQR9JUYho/5mfkAfKk5THLW9wYpkaBPME6VYkqILN8qBktVoFZntfsLpuDr7pD+ZP8oeEi1sX39RmdU/KV5XfLNzp/ts/2ADXSge/o/6vKlwmV3APwy8E8zh0C+NUoiv6bIAg+BvArQRD8BwB+D8Av3Tz/SwD+8yAIngCoA/i5VzWgaCIIAqytrSGfz7sT+XhfJImgcU6ey82jQan0O50OHjx4gFqthiiKcHFx4WLTk8kE6XQae3t7TrEHQYCLiwsXW7y4uEAul3N9VJdulQUno5BprfsTBAFqtRqGw6G7tUcLY5fKrERsViiVybV+PfwGWD7CkkzHhV+OR70Jhkv0/Ahth8/ZLAsaIs2sWNVPLVbgWbe+R4Fhm/l83u3Qu3fvHi4uLlzmAfvEw5c09GDRrK8vSgdVAFE035X76NEj/Mk/+SdxenqK09NTx5eax8xx5/N5d/aLDYepkGoohe3qc/q89jGRSMTWAXSRTvul47H1kg52vWSV8vTNJUM9PsSr/Mc+s9iNZ/zbekUs5AVNh9S51DHaA8G0EEzoKZ3UKRYgWXqwTyqvOkbbbxpa1qt7DtQD5hkselz0qvJlskq+B+ADz+dPAfyk5/MBgH/jVfX6CgnQ7/cd8t3Z2UGv18Pl5SUymYw79W44HKLf78dWsx89eoRcLoerqyvs7OzgjTfeQBRFbqNMsVh0BM3n83j33Xed0ppOp+6Oy0aj4dB3Lpdziy16+ezNWGMW1cazuG1cV6RpaBjCAfxnavA3Mx+skPssso1L2jhoFM0zQTTfW/OYg2B+9jRzuLl5h+lrVPg25sq6FYGx/VqthvX1dVxfX6PZbC4dzsN2NfZ8//59vHz50jE8aU8jo4YaAI6OjpYEg+PivF5fX8di65wTu9HBrqkkk0nnBT558gTj8Rgff/wxrq6ucHh4GNvkpXFUzt/Ozg6eP38eQ9E+F1kRsHonQRDEMouUlxhK0nCSbnDivNvsCp0j/c7e4an98xUNI7DvNHIKXGjUdb7JH+Qpq+g4lxwLf9g/jk83uiifv6r/7LO+Y2VZ62S7Cig4T+qhsP8+Y2flWEu/30e9Xkcmk3EJELeVO7HlPZVKRYz9qkWuVqvY2NjAaDTC9fW1c6VZgmB+y40ismq1inw+j4cPH7pY0+npqUM9FxcXqNfrSKfT+Na3voWtrS2HuDUzgXFoIJ6ipMhI86zpBZAZLFOzHg2NqLuk1lyRko6V71Gh2fpIB54ix3cURTGWz4O8gOWQiSIVVR5sj+MnWuEP3ydiGAwGyGQy2N7exmw2cxuhSB8aQfUAGAPWcAKNq8bbbZ6wXbylQNOF51G7PGeEC0t20wcRrIYPyJOK0kgLnmejwqpeE5VYGIbY2trC8fFxTLFYHmE/VOnp0QU+o0366XywHs2N17lWY6Mpf/YZnzFKJBIu00I/57vqlarXqUbBjteGGzT8QeOSSqWwvb2Nk5MT73gsbSwI0s++bFHQYIGRzqNta1WapBpQ1j2ZTNBut9FoNJDL5Rz/PXv27G5fFqwomC57p9PBxcUFzs/PHbLgszZeHUWRyz/u9XrY3d1Fo9FwC5atVgutVstlg1SrVTSbTfT7fVcHN5ioa8xFNev2q9vHyfJlxCg6AJbPFVHkpROvSFPb0Gfs1m8yLHNDqdxs3VQ21m2mwFN5qfFR48Lf7Cfb1Q0pimJHoxGOj49RKpWwubmJ4+NjNzYqTVXQQRC4eVBBYSigWCzGMjCCYJ7exeeVDuPx2G0Qymazztuo1WpoNpsxT0MFWi9fUCNBOvAgLp1Ti2LZniqWVqvllJ2iStLYKgTyFfuhY+ZJmToHOkdUfL6sGAvWfMbA8p3lFespWIVo37V8xPlSGli5Ug+DfEXDZ4EN37Epm9YAWqWtssn2lVYWqHDueCSt5Q2+p+EqS2PSbDgcotFouPWP6XSKTqfj+PQ2UH0nTgfUCa5Wq6jVai7MwNvedaFDkQ033fC7KJpfjfXy5Uu8fPkSFxcXODk5Qb1ed8qOwsDzQKbTqdt0YdEAsEBcRJ8WpWkc1y4kqgCoslVG505LrvoTFatC1WwZG2vWwsVPFRKN+yoSKBQKTukp8/FZ7bvm77I+G+qx86mLl71eDxcXFzHhUmOocWTSgvTRc2uowBXt8bwZ0kZpqe54GM5zcp8+ferCKByvz6VmuAhALIygxpXFxkX1PBPSpNPpxBbp6A5TuRQKBTx+/HhJESgaZbs0jpwXALExbW5u4r333ot9xjp5bIPWpzTw8b/S28bq1WiT3pwLRduq+MkfKicKVHxxf45BZcDOn/UelTZA3HvmBicFUPq/erlAnB82NjYcf6msaJ8BOPCnW+JphHq9Hq6urtyeBWauFQoF1Gq1pbCdljuBuAFgd3cXlUoFl5eXblDqAqsVY3oREL+MAICLffZ6PXcDOJVAp9OJuc+Hh4d4//33UalUHDPYxUEVfHXPdVHCx0Q+paqxOE2rS6fTKJVKqNfrMTSqLroiNY0lK8OosPA7n5LnZ4PBwClXFQyGJuwpjTYebAXdjlmVj4YeiOh5TZai/SBY3FCuxpqXPhMNky/ID2pglOHX19dj6FqvgbPuuhpYywf8XMNU9twUemk2Zqv04uI36a98MZ1O0W63Y0rIokrS2TcGLZeXl0u3trCoElUDurW1hdPT0yUjru9oyEj76HvH8quVHd4HqgZMETrlXOdG+YuIXNdHrOdg6UaPMgzj2VssapDUUFk6nJ6extrQcWoq4WAwcPNQKBRceIQnlKrHWiwWnfdvM1eWxrTymz/g0mw2cXh4iOFw6FLx6CoCi5Q6xrJTqZRbbFS0lkgk0G63Ua/XnRInQZlNwjS/wWCAf/JP/om73aLRaODJkyexWLf2wecKWiVvc5MVcYThIhVImXs4HLoMCUWrPqG0ilEPbQIWyJWoiimVFACmzbEde3gRaW1Ruw0VAXALt7ZvQRC4Q67UGLJN/q9KVA2RokTW2e/33VVkNHx2sZjPrq2t4ad/+qeRTCbRaDRix9GSttls1iEuTSNUFGjTOXlBdKFQiMVeVdlotk4QBO6c80Kh4OZEn1cwMhgM3OmYqvRUkahxVM/F1kmUZ8MUYRi69QM7n2dnZ0s8rnTjfKo3pAia//vqZlEvTW+iJ50VTWvYg79VDzBcof2ybSp4oS4IggBvvvnm0pECOmYtGqpSkKJGVftK+ZnNZk5Jn52d4ejoCI1GA+fn57i8vHS7s8lz2WwW6+vr3k1dttwZxG0vbNXdTaoko2h+Dke1WsXa2hpOTk7cwuN4PI7dDK2KKQznGQ7FYtHFlZLJJJ49e4Z6vY6trS2Mx2Ps7u4uCYBv0jSGtcpNsi6lPZJVx6QoBlicoke0rciCyk+VqQpZIpHA+vo6jo+P0e/3Xd1cVNLQCZlW06IscqHCKJfLDikAcFk9Gv7g+OwirEWw1kuxikHftc+pEmNoRPva7/fx5MkT1y+mgDLkRuFnX8kL6okQOSliffLkSawdNUh6NIGmQzJeXygU0O/33cYpVXBW+VvEZ/9mIQ/aUAfnk/WvWk9RvikUCu7eSotAlYetgrP1K/8oT9q/9XvNDtP0QH1H6wYWC8AaA9ezQygf7COPNuY4Xrx44fhS87WVhlZ5cq7U2+KzSi8e3qZtA3P9xPOQ8vm880LL5bLbO8K+3Ia2gTuiuDkBYTg/I0RDH2oxg2AeB6RbAcyPJu12u+j1ei5TQAWAE8nbdbhdm4IUhqGLPX79619391QC8YUdG3ujwtJtrSow6r5boVJEbhcXrbDa8Wh9VvlyvGEYOpeX9xXyGdLZnk7IuqwgqjHi1VmK9GgM+LluF1cPhHNskbRV6MoT0+kUmUwG6+vrODo6ckLD/lGxWqUWRRHOz89datVoNEKz2XQIn2PVzSU+1GVDQzovHA+wODCIi906PtZxcXGxpCB8Bs3WrchOQziaQ6xAgP3heFR+fEqcvzULSWPTdtycAzU6FuECiKFhrUt5VeeT47N8r2EjNeos6vkQwFmABSDmQTJcYfuuNGHR+VZZU1Ch4xuPx2i1WhgOhxiPx85gVKtVZ9DT6TR6vZ5bOE+n0ygUCq4NHcOqcidCJYw7q2vHUIiew0ui1et1PHnyBEdHR07xciu0ImDmgudyOdy/f9+1t7GxgUwm426UobuSTqexvb3tXFpVygBiSlYVoaJNu3ACLCbW7tDTZ4merYInLfgMDYZdjbeKl3W32+2YwuA4LOpSQdS6wnC+iFMul2OII51OY21tDVEUuTRORXislwutqmBVwfBd2w9VfBcXF7ExalFDxr95AcLW1pbbAKOGRRU++2EVn9JXr4vTEJYuVlGB2JMAbZ8Zg1f32xofO/fkT2vQ+S7b0b5Z5aztKb9ZIGD7ZcdizzRRJauHr9mMIf1h25b/LAjR+dV+aP/ZH1uXJhNY70DbYhtWRnR8yitqJEk/7U8iMT/4rFKpOAWvYUquuxGJR1H8SsYvW+4E4lYLH4bzhbGNjQ0kk0l3HjGJzAwSbjxIJpNot9vOJVVUQYHjBcDr6+uoVqsunYzvD4dDtx1a3V9aVVVKihJsiIF/+1w7/ZuMr+cya9HFSA2L2NAMsJyXalG8D0ErclG3VfOptU8aYlDFwpizhjl0EXI6nSKfz8dOidN+q4FT2uoCmKIz1qnP6+YO1s0YYS6XQ7Vaxenp6dIin84ZvQbmz7I+bkYiqCBKt4UKnHOqqJp9Vy9BL4Fmv61CZjtcuO52u0vPqIH1AQZ75o2iZc4b0xZ9cWqLbnWeVdmST0ejkdttbMGBNRIKEKwno3WykP9odLV+9sdn1BXIaJYTx6dtqbwov9p6fZ6p0pz8pOcnBcHiMg9uMKxWq0seuW1nVbkTihuYM+j6+joSiYQ7JjMIgph7a4nb7/fx/PnzpRPsOOBer+e2gAPAe++9h2w26w4GYkZKuVxGqVRy6ThAfBOEVXwsVinr7j616PyeY6CCV3dYGVUVPP/e2NiILWDSwqvrr/20G1JsPq8Wvq8uOWkAzJWInlRHGlNJT6dTd1qhzg/Pylb3UmmoiIf55/xcmVmfC8PFHYAcvxrS6XTqsgVevHiBZ8+exTYgkW6MRdPDGg6HqNVqOD09dWsg/X4/5vGx+MIP+h3nVW/g4bwxDKhn4KjiUuQ7Go1c/JfKSufMp0BpPGgwVdmqe8/C/pBfrDLmmNRoaJuWhzRTwi4u+jwFW6f9Xj0H8p4dg/UQLC01nqy0V15TZewrtj9q1HxgLZGYX8DN3Ox+v4/xeIyNjQ3HT7lczgEPyqeP/r5yZxQ3GY1KQs8N8Ln1qiA5YC0kXjKZRKVSwebmplsA2NjYQDqddjuwwjDE3t4eqtXqkvvDQoVrc7g1dqcKUJWp9j+KolheulpujVnqeMIwdOmRakxum2R1S2ezePohv7ceANtShBYEixMWiSxZL58PgsDtpCMtrGuuf5NJWRfTAn0CyFt2tA6+Vy6XXQ43ETbr0QUkfv7222/jk08+iW0hr9frqNVqKJVK+OCDD9BsNvHxxx/jyZMn7rhVFXqOD0DMW9LQGWml6E0POtOxKL3pPtN11ro15U1jq5qRoZ6hPdVRPTFtV9tQoKBz4ZMt5Q8fD1okrOhY5VdlV+tVuVeaKYgjrXVdRcfH562XxLAo+YZtWk/TeqwKDDXTTMGM8gbTjHO5nIsQ8FA8bjZkHdbo3Ka0gTuiuKMocjuiiJ6pMLgRxw5G3Xtr/YE5AYrFIt5//33s7u7GhCybzaJQKLjt9IPBABsbG7E0J9+uOousrKtk3b1VY1XUQMRoF5poJPgdd0NaZKALVvxOF3zUKPgEROuzypx/c5HFLuaxLbqEbIfP2EN0qNg0JdIqCzU2ANyCqAoI3+VuWY5LD5FKJpPI5XJOIf+Df/AP3IYrLhgB8wySZrPpdulub2+jXq87DyqTybhMHM6XIlBVuqpgNCRFBWU9Hl3cZH1KG77vCyXwh8qBucKrshGs0rZzzMVENQp2LlRB6furvDg18Moz+r9V/D7DYeVJvQilpe07v9cdk6xPDyQj6LDrVbYNnzGyfSWdyIM0EuSVi4sLlwzBo6aVxio/t5U7obiBxeo70Q3jRHpIkzIJXV51iXRRMZVK4f3338f9+/cdU7IOTlgmk0Emk3GJ8WxfGUWFBlgIJXPBGYO8uLiIMZ+PwdlXKltuw7WIqlqtOled/bWxXVWGlvGLxaLLmNFcaSp0n8fCjSE+o6MxO5sVQmXD/jDHeTQaxRYB1TjofE6n8wuJFaEHQRC7n1PDNMByBo79mx4GDyT7vd/7vdjxBqyHPMEQzfX1tdupSzroPgIKtvKBhiB0XYL91TEpnbQPeqCSjk3b8oUy2GctVDqKFn0hAAUOwHyj0tXVlRunnX8tNGYqT2qIfQrNhyCDIMD+/j7q9brjdTV+ytNWHrXorkTrDfo8Xlt0nrRNq8RtmNQaLZ0n62mwDAYDt1t5MBigUCgsGSBr8HzlThwyFYZhxDAGrSOZmdvBW60WAKwkSBAE7noxAO50QI0x2gnnZ1QSLD4rz7+tS2ndYXvCmtJ3FaK1hZuPdAdhMpmMnazHhUROsiow+9v21cYIlUEp6L7YLQ0qFTkZtFQquZRDu4hpERRRyGw2c7nVVqnMZrPYQU92rtlHupq6uKZj5Q+wUFA6t+pC6+fkh1KphOvra2egWY8aPgUUqrjt3LMNVdqKDK1RYlvKJ7lczoXMlK42LU2NgV1foIF+VTzXAgb9znp0bNun/Oy86vwAiyvyVG7UCLJYevJ7qzhtH60xsM+pobzNk7Bt8TOtzwIK9YzInzS0vIxcjyywbf3u7/4u2u22V0nciXRAomWuyJIAqVQKDx8+dLv/OFlMu1KXNYrmZ0Fks1l88MEHePz4scsqUSLy//F47M5S1n6sYjhgsTjG7zVXlahLJ0sZwTKGdcfYDwqLLixp/2ezWSx1UmmidatyUUWqrhiZhu75KjdNkUsUxc9hCcPQHSVgz6zgTS+kGXOyf+zHfsylF6ZSKbfLUueBCkfHpP3h1nIurrEdDc1o6IE/NAaaZ690Ju0nk4k7DnjVYVCcL43/23UR/dsqEP6ti9Qci0Vd5Fm2T+NikSYzL5RmiUTCnYqoZ3aQVqrUtX++Iw7UUOhnqugsmPAZcXoXOofWiPnatjJIL1s9QDWgKgf83ofkLS9YA+qbUwWRduzaR/VYKpUKSqUSEomE25jD8Wm9r0Lcd0Jxh+F8UUZjfmEYYmdnx1mpbDaLbDaLSqWCr3zlK7h3757bsgosCKq33gDxDIUwnK/Ud7td/N7v/R7a7XZMWBhCUaKzP9bdIyJexRQqBMrAdoI40RTA6XTqrstiXTZ+p/Fu9l37yeeIgEkLTRMEEDvH5TZmUYVDpedzPxWpsX6rXPL5PL7yla+gUqk4pae7WzlfeoKhpQWzgSxSVVTNz/i5z4jqnOuc0OOzsW2N66vi5JiZk25T4Tg2X2yZ/eAc2XCM1sFQS7lcxptvvunOs1ClZncekvYMO7Kox8T+WQNq+cFneHQMmhqrhsfKh84DDwSz31m62TCRzoeO1/7Y8JX13HzybmVdx6Hz46OV8hfr1F2U9Dg1OUFp+2XLnYhxz2YzJ4gc8Hg8dke6ZjIZbG5uuom6d+8eZrOZi4v1ej0UCgXs7e3h8ePHMcECFhMxGAzwO7/zO2g0Gnj8+DHeeuutmCupk21jgxROxl2jaJ4Dy4VDYGFwiPL4PmOCGk5hUZdOJ13Tg/i8fc4aEmVY/m8ZXBmF/SVi0LEDcwSmm4bo5dhdoaSPdUsVjfC7i4sL/O2//bfdDlamzJH+vvCDKiYASwvWGhYh7+hcaB8oMDonFkVx/UK9P6UxFQfdfNZNw0HEa4VRech6QxzH+vo67t27h48++mgpG0LpoQZdDZGlN59XnmO7+vdsNnNrDauUyKrwGenBMVp+JK9ZxU+ZVNBgjeFtCl1BjP2eddCYsR7Lnzpv6vlYL0+LLx1RPQzlE23LJ68aluRCJo9FuK3cCcWtrhQFLwxDl6nAS4OZ2kcm39jYcIcIZbNZfP3rX0ehUIgpOzL2y5cv8fHHH6PVaiGdTuP4+BhbW1tYX193BNWQAvsFLKMXMqqe7mZjfuqmaqqczd9VxE8aEFEqI2QyGZTLZZfLbV1Pfqa3S/tQnyp9jpdCpZdH2GNKg2BxGzyL/m2ZVNtUoe31em5eVaApQKqMWOwJkNbV5fNal6IyLXxPww6qgDiHyo8cl8+osM+K+K2gqlLid3YjCd/r9/u4ulrcrW0NQBTNt3YfHh7GULNVjDbcwv+1jxbtKT/qHLOPCnIs35L+qghX8QXf1fnSudFxWyS86n/fXGlf1Diu4lUtFjmvMmYEN5ZnrR5QnrWGls9Pp/M9CLcZT9furd/GB5IA8D8AOIqi6F8JguANAL8CYB3A7wD4t6IoGgVBkAHwNwD8BOa3u/+lKIqe39qJZBI7OzsIw/lRq8ActWxubiIIAjx8+NAh6Gq1iuvraySTSXfoeC6Xw2QywYcffoivf/3riKLI7aZ89uwZgiBAt9tFt9t1ce8wDNFut7G5uel2T96M0/XLogj+bRdPaFTUYFjEAywjFv1MmYqpQkSl1mVV95AxW1UqagT4LFGqZUTWTwYMggBbW1uxM2O03xRgjp0ZPHo/5cbGBobDodt6zs/tjlANf6jxVFoDcGdwM6zCczX0iFSLuqyyU2G1R68q4uG7KnB8Ro0en1ODw6LzyXd1ftX1Z59IV/IpsLgMQg2E0kh5Z9V46XVQSdrQkr7nU2KKRn2gRt/X+mmcNOTFeshnukitfKl0UkN8mxLX+eDfDL8SOFkPx4Ib9d58Y1R5tkBNn1XdYIvlOfZFw4ur3tXywyDufw/z293LN///hwD+oyiKfiUIgv8UwF8B8Is3v6+jKHocBMHP3Tz3l26rmPnWn332mXMzt7e3sbe357apczCMOw4GA5yfn7vV/kQigdPTU1xfX7vb1IkQuLFmfX3dob1CoYBqtRoTPE7CdDqNLTxqyICFAmGLRSO+SWZ/2a5FBoreOKHD4dDlISvy0RCPZuVo7JYLbip8rFddbtbZarWcklW064t5UhhUIfOwL/uOz/20hkvrtu9ZF5TzYg2XRWv2b+teMwvDKg2tj7Ty9dEXk9Z+2np0XPq9HbfyjdZn1yqU9px7ayA4/xoGVBDiC4GoQdXQmq8or/FvuwmIRxFwvoNgvmnK3quq/SbdbNhKwz2W9vxe01tVQVojp3OgXrUve4YGXv/Xfiqo0vetoeGY7LqMDc+uKl9qcTIIgn0A/zKA/8vN/wGAPwvgv7555JcB/Gs3f//szf+4+f5fCG7rARZxRV7Om0ql0Ol08OzZM3zxxRfueFIy43A4dJe/8vBx5j2fnJzg+vraXRJA4tEC5/N5rK2tYX19HbVazfXBKlUlJFeAdfGUjKz1W9dO67aMbxE2C9FTIjE/+pELUD5UoMyq7loQzMNLKqBkSmXMKIpQKpXcmDQu7BuLKgr9To0AjY7NvQYWgsuicW0bp9bMFRVeZqoEweLoX7ah82EFSPuqhsAiVl+4hCmlzHKqVquOb1VpAoghae0D6ydPWjpo/y3NlR6khV0AtW64Gkh6VOynzp9NCNB51mycVXxgDztTGuqzAFAqlWKGjccwk7asw8qD9ls/p2wS7NGbYlkli0oD/VE6WO+CvEldo7Szhbxq+2CNC42cNcQ67lXlyyLu/xOA/zWA0s3/6wAaURQRch4C2Lv5ew/AwU3jkyAImjfPX97WgB5uT6Fhet+TJ08QhqHbst5ut92521zc6vV6LqjPIH82m0W323WhGACo1WrY3t52IRMmzPOsDLW8JKa6V4pmlOgs9n9F5ZouRrRtt+nyfb3TkGUVItTfrIPuNtGk5u9qmwyfKHoG4A42yufzsctSta/8bDwexzJXoihaSlfjmGz4QBGPVToUFKIQ9TSsEOiGEA39aL2qaK37re3OZrPY4rZ6Xm+++SaePHniThzUu1ApsOpFKL1UCVEh8zgBbnCyissqK21LPQulhW/XL+vS8I6vWI/CKhrSGoA7ilSL9TTCMHRpvozd+/pMj8AqL58xsG2pR+K71cb2Ud+xNGI7qtCVD8iT+j+BluoJ22f1qMi/muygXrDlAV95peIOguBfAXAeRdHvBEHwM696/suWIAi+DeDbANzhTtVq1R3IQkWtjD2ZTNDpdDCbzVxOMC23xsm4VZ4I5vHjxy53kke68tB4Kmbfoo1lDH7GZ3zE5QSqglKEopNM5KWLfvY8FH3Gxjq1P0AcxWs8GYALHfFdbsO1i08cG4VNmVvHqEhVXVsdh40/WyXk8whUKRGJUQHT0JE2+Xw+dgiZ0koP/GJRhOhL92M/eT4yb4Znn8bjMX77t3/bbRzSd27h85gy8M0bAHcOPI2b8h4Qjx8r/UlL/uaYVeFMJhO3oYnAQ/nU9lH5l+3QkLXbbRwcHCCXy2Fra8vtPta+WpqE4eLURB2HjsvOv0XYProqfS1t7Wcqg0ozrcf2WT0yX3/UW7HGUeu0YT+OmfJmAYnSYVX5Moj7TwD4V4Mg+AsAspjHuP9jANUgCJI3qHsfwNHN80cA7gM4DIIgCaCC+SJlrERR9B0A3wGAzc3NCIBTxPl8HpubmwjD0J0UyDhrJpNBtVrF5uYmptMpzs/P3WIlQy2lUskt7jHtjwt+0+n8vIByuYwgWNxvqERX5rJKi4S1izb6uVXeGu9Sa8v67AHybnJukPLjx4/xySefxNLwdBcd+w7EY26KRDQMobRU5mS/eJxuFEUOuVslaIXLxkl5HKrdSKTKXY0IvR3SgrnsHJMqZvafHpaifz2T2hZFyOybHsPKMp1O0Wq1YuGJbDbrNovY8JbyhRVMjnNrawvNZnNpe7YaaaW/b01FkbIaPquEVBkr71mloPxJI0Q+oRycnZ25EEcQBA7wTCYTHB8fI5/P4/79+0trNQpS9KhgG45R2tv0Rp/y8smJfdYXO7YhMNu2ghqdXx9q9hVfEoFtn/T1GQ1NfVTds6q8UnFHUfTvA/j3byr6GQD/qyiK/s0gCP4fAP51zDNLfh7Ar9288us3////br7/b6PbgjU3ZTgcotfrodFo4P79+27r+u7urrvBm24o7zrsdDouJDKZTPDWW29hc3PT3fpSqVSQz+edcDDVinF0uil63jT/15AC44OKGBRxKuGV4Fo3sJwWppOq7jjDRfQkXrx44Vw0MoBuf1fyKoPquQnT6dQpK/ViVJgoNMPh0IU++IyP8TgmNVw6Ro0bU6H6BIr5+IpCfEyr2QirjkW1rBaGYcwwsF5mvLAPPqTHkMl4PI6FRFivKmYaalV6LHoZgt7+bnOpWRfP7Na6OT9q+C3qVM/QjoPP+bzFRqOBbreLra0tRNH86i1d8+Dz9Xod19fXrl4eh2yPEFY5UbrY+de++jwT+73Wx3HpMzRQeqgUi8qOrw0W9kHn1PbP9plKX40p+0fZ17ChjlP1is6x9sVX/lnyuP8qgF8JguA/APB7AH7p5vNfAvCfB0HwBEAdwM+9qqJ+v4/f/M3fdIN8++235527EXZeU6YDogLnDSv37t1DsVh0seuNjQ2nhLiweXJyglarhcePH8fispwcCoONY1trbhWFMiQQPw7Sohq16mzDulqqJMIwdPFUG0vzoWwNo2jYQYXVonR+Zg2MLjBy0UcvFGCfqZjYnm7a0fpspgAQF06NEXIsio74vno1nBNLexWKYrEYyySx4SutSz0gzbSxc6y0UgFTY8X20um020ym3/k8vOl06u4lJJ0YA2UfFM0yk4i0Yy6+KhTrdSlwoJdYKBRcKOrFixexNE/+PZstLjUuFArI5XKxUyPteo2CG5UtjlOVnaUd58Iqbf3Mx0fKbz7Fp0bMKlr9XutkOz7jZOVQeVD5Rp/XvlkjasewqvxQijuKor8H4O/d/P0UwE96nhkA+Dd+mHqZ81utVvG1r33NnT8ALK/S85wOKpVMJuOQgirXIAjcbe9BEODzzz9Hq9XC3t4eGo0G1tbWXPt8j22pEmLxMZVFXRbxqXJWBWHr9r3DZ3THWyaTibnWShdVPlpXEASxPGsyigqQutR6KYUi7PF4jEql4lIFtX29NcYaPEWIrNeXgqZt8R2fMoiiKLa1XOfHhnJoRC4uLpzXpNvrOX6bxUBFZI22NZT82x4UZJEW1xeoKBQd+1Ac+0UacT2Cc6Qpmpqfr6EgLayTSlrBQhRFuHfvHjqdDhqNhjMEeokDvWHe90pv7+zsDMB8kXIwGLjsK6b3cU2Knq9VRqq0KSM2RKTjpEG1/Mbx2ZM9VUlaNO/zUn1yaD9X2VFlroBMDTbfYdF555yxWCB1W7kTOyez2Sy+9a1vudh0v9934QIKK3+4s4jFLiqSOSeTCQ4PDxFFEU5PT3FxcYFarebON1Fm1gUrfmcZwyIrZQQqPG4UsfXzeUXq6vZqUffMWngdu0/x+ZQ3AHfbC5EZ67BxOR74rguNVEx0lTUkpIpWlZKOQ/uo4S59Vot1j3nBBj0kzm8UxW9hp8BqTNUaR1XuVBIWhdv5UMOsXpTyWxgurqGzhotts4+WJnahEYjfQKQeGPvJuHwmk8Hjx4/x0UcfuYVWrceGH5S3LHggrblWxBuXoihy2VlnZ2cudDYYDFCv151ivrq6QiKRwP379zEej90RuTw7yC64afohiz0Dh20Wi0V3/aDvuAWljaWv5TX7DulMJeoz1KrEGWbU+oF45hF5TY0Zc8r1PWscNEz4z5xV8gdRmCN9enqKdruNt956K3aAlFWauppvJ7/RaKBer6PVamE8HrtNK3Tx8vk8tra2XMzRLuYpAuBndsGLBFelTyGzTGIVNT9XRMbPWKgM9AxmKlB+x6wPZlUQqfA5MooqVKtorWdBJKXuraIiizCUDoVCwd0HSgHS8Wmclu/beKcayCiKlmLC9hhW1q8oS891UWRkhd0aDavUNZ4ahiFqtZq7rMB6A6sWsuwYNcyl47AIkc/ojz5HmnY6HXz88cdLNLXhJW3HZgRF0eKwNHq9zNzJZrNot9tuDuylFjSQzNCZzWZ4+vQpksmk489ut4vr62vk83l3qBtDnzTk9KJtyIS3D9Eo5PN5R4tViliVqv6vIQ1VilqfDY34jJvyij6nhl+96ul0ilKpFDO+irRVBnUxXsN/vnInFPd4PMYXX3wBIJ6mBqxePADiBGQmwEcffeSsXb/fdxt7RqMRNjc3sbu7i2Kx6BjNxspUuILAn/HB64eovDT2qruqWNRy2/ibRWGquGwcVlOqJpMJ8vk8stksGo1GzPNQ5aAKWmPGFBarSCwjUUD5GdPzyHykTbvdjnkQ9khQFj0fneO0Y1akyT4rmqVyUnRCBEflRM9BkTJ5S40r50szOex6QhRFTmkDCw/GF7Li96lUCnt7ezg8PFw66EpBghor1qcpoRrSUGDBdnUhTo2NPsv3VWlzPjudDq6vr1GpVFCpVNDv911opNvtYjQauTs4Ncyi2/HpDZGfstkscrkcCoUCrq6ucHp66mjGa+jK5bIbh25oIR9TaReLRXS7XfR6PZydnbkxD4dDrK2tLeWSW8Rty23fqXyyaCyeP6ojdO4pl3ZNotFouHmwXrLPQ7qtjyx3QnEPBgMMh0Mkk/P7IDX+DCzcQyVgp9PBYDDA2toakskkGo0Gvve977n0wWw263YPptNpfPDBB9jc3HSLNz6rSiEig/sWH4IgcCERKjIVHlWgiuQ5Dn6n31tLDyxQr7pefIbfMx3OF39neEOLokodnwq1dQ/pKjOtT3dVWveSaN8ysxoevZTA0sF6IWpoFGHzO/abbWs6oO4UJHrnPYNsW3cxcv3AhhbsvBJNUmnxe26e0XNBeAOPpTvb0NCGok3lB9Jmb28Pl5eXLj3T5z34jKUaR9bJfkbR/HQ+XlKiZ7U0Go2l1ERNK1RUztRPXqhBBM6LTa6urtBoNJyM86gJFnuZxnA4xNOnTxGG86OdmQ11dHTkjqzg/BUKhSUe1/UbLeyXNbQ+VK11kdYa1rBZKtYbtB6cypvOq9bpm7dV5U4o7slkgkajga997Wu4f/9+7BJNIB7Qj6IIrVYLg8EApVLJLap8+umnODs7QyKRcHmnYTjfxPO1r30NtVotlprni8Guiv9xElQR6aQq6vbFrqxC1tCPtcKKOIkW9fwRDTnYVXbWDyzuX7SLeCw+70DpTeZkbF3pYTMVSAsyp46fbWi+tCoCXRtQZcn2iPAtOrUKj+/Y2LXyGK/B880LUxJZl86P8oQ19Gq0GP/ku9wspoXP2oUozhO/J91YX7PZjKE51ksj6DupUuli55i0YlbWaDTCxcUFUqmUM0z5fB7FYhGnp6fO6+IiIdEl+T6TyeCNN97AeDx2J3YC8zAoj6W4vr52YT27xqOGTcMnYTg/O4fxdsaMNzY23JEV5+fnKBaLLqnBl/0BxM/FVt6xRtUns0o7/Uw/t4bAhn5U1n08zDKbzWKng/rKnVDcihDr9brbnq5xHhKDdxmOx2NcXV3h8vISn3zyiVsIIKLmTROPHj1CpVKJKVxFIBZh+sIaajj0fyB+Upu6w9pndelZN0+ou82d1QnV/HJtw1f4PlGn9oXCogt4RMP6OZW+ojgiao5Bf/vislRmDEtZg6fGjmNVj0WLppPpwVL6LOu086lhHh9K9wEE2z4RHulhs4g0pMMwhw1rsOj6if6vyswaDq4fqIFi0dMTtQ2lp9KDfeelIvl8HqenpxgMBshkMi7Nb2try9FI54mZHslk0u2c5O7nN998E7PZDM+fP3e3ml9fX7tQE8McioyVN8IwdHs4nj59ivPzczcGpnXmcjmsra0hkZgfNsdQTq1Wc7fK+OhN/lBZ0Ofs4i7r8c2H9Yz1Xetxah0+I0Be4Gc8i+m2BcovdcjUj7qQaT/55BO0Wq0YY89m83g1mefZs2e4vr7G1dUVPvzwQ3zve99zaInnndy7dw/vvfcevvrVr2JjYyOmpK3VtITUxR1+TgbjTkbtsxUWuszalqJPjcVq25o7TMFUZc9t1lZote/8ju68hiSy2axjMmVeKmtFGtYj0PElEgl32Snro1Cn02l34E8ikYgZBI5PFzwVpethRdY7YV3FYjEWmiCtdewcP+msior1+OL61siSFnruh+ZWqyLk/yqkNBQsquh1fAoGdKFbBdnOixpJIm3Oq+VH5X19n/QvFosufESwA8Cdvnl8fAwAjn+m06lbP5hMJmg2m8hkMtjd3cVgMEA6ncbu7i4mk/nVb5PJxG2Y4ymd7XYbjUYDzWYz1n9gDsxarRYSiQTK5XIsFMN1gyian6/PePza2los3ZA8oEZO10X0yjCluc6/8pOdP31ev1fQt4q3VP71ffXoNW9+VbkTiHs6nW86yOVyODg4wP7+PorFIiaTiUvlW1tbw8HBgTuH5ODgwN0ZqYqyVqvhp37qp2KKQIVWz6fgd9YC20nUQiG1lwpYxK1K16fE9SJg0kCV+ar2rBXm2DXGxgnX80k0fMDjAPisMrciQZueRQSuLqXGtdU1VIVqzwQBEMuQYVv2PWtkmNXgKxYBWWTkc2PplWhusiJL0o4GxpcnvKodq0T1O1XwShMbxlFvzB5ExM913lQJ+DKvbLsMcXBB8d69e+h2u2g2m5jNZuj1em7jEsOPvV7P8Tpj4K1WC9fX1ygUCvj+97/vFoGz2SyOj4/RaDSwsbGBjY0Nh+q5dX59fd2dGtlut3F6euoWSsvlcmxRmH2fTqe4urrC1dUVSqWS89AvLy+xubkZu4LNF27QMKkvDGbBnTXyNtyhhlyVvnpd9j31BHV+uBZjwZktd0JxA4tzMwaDAX7rt34La2trblEjm83i8vISg8EAOzs7Lk/UIh7GuPT4UFUmNrnfoiAbt9J4JdGXFQZ1+9Xl0ecYS7SHpPN5nSS+O5vNkMvlYt6EdckU9WsGBNtmf+0GE27/pkK3StciBosU+Yy9sNku7vE9NRQqMIyza99USPSEP46Dc65Flb+iYlVyuVwuRh/Snacfkr5EkhZx6dxYI+yjOftrBVjr4buKhFWg+aOHZimwoPGzBkDDTlZRA3Ab2Bhq4ILneDx2599wYZ97B9gHYHFxyHQ6RbFYdBt21tfXMZvNcHx8jGaziZ2dHVSrVTSbTbTbbecJjkYj1Go1rK+vO8M4GAxwcnLi1m64cUrPRhkOhxgOh9jc3ES1WnWpvl988QVyuZy7UEU9LsqGL2tIsz+Ul6wMKO2Ut5XuasTJW1Yp67yqp6X1zmbzA/R8oFHLnVHcHHy320W9XsfR0fzMqkKh4LbVptNp7OzsOPdIkSxPFeQuSiBuEX1IzX5mDcEqZa7ZDiqUPkFmYX9PT0+XFi0sQuRvImZlAu2PumtWOSvTUJlRABUNWiViXXQqM0VxVPjsuypIpY3WwTHoBopUKoWdnR2cnJzEQkXsPy+zUGOoSpdtK6pXuuv88YwWPfazWq2i1WqtpKnSQY2yhnp8horvZLNZd6YOaVIul9FqtWKejjXeNMLqJahx5DM2tm1BBN9VRD6bzXB1dYWLiwtsbW3h4uLC9fX8/Nwt4HKzFRUgszE0W2k6naLdbmNtbc0t/l9dXeHs7AzT6fwwt1Kp5Azg1dWVM0CpVArNZhOpVMql9JXLZXeq52g0QiaTcWmB7Bc36G1sbGBvb88Zm0Kh4ACSjt3yAeeGsmDDG6uUrXpi1hj6POpViln5SRX+dDqNXVloEwJsuTOKW3NCgcX5GHShRqMR3n33XWxvbztlUigU3Hb5QqGA9957D2+99dYSYlREZhWyTogKjHXZWTQNyCoJ1qMKhm1cXV3FmIRKWAVW36USsOEYu3lAwyd20Y/fZzIZhzg0BKAlk8k4dG9RAeON4/HY3S7EOVOkyD5xLBo2sMif73DbtB6TykwS9sf21aJgYJG9wvAH21Ah05V68pftK9uy3pgKnQqrD4Gz8ChiFXbNbFAetMbb8gr/1rRF9lG/twhyOp26HYzT6fyc9kaj4Q5cGwwGKBaLLnebCkPDa9w8k81mXS4287GJyi8vLx0qLxaLaDQaaLVamE6nzkBWKpXYFnZmk3W7XZd1QoPNRW3dAMSsnclkgrOzM6yvr6NQKCCTybjNOSwaotBjDqz3sypsZUGYPqP/W11iPyMvMVFA0xH1Weo+Zg/ZOmy5M4obWBCbizrj8Rjlchn379/Hy5cvnbBNJhPcu3cPhUIB19fXmEwm+OCDD/D48WMv2vOhZhLNCpAKpF3E4jP6G1hsmPB9x0IlZxWxThD/t5ae3ymi037xM6JTXeigIvyJn/gJ/OAHP8Dl5WVM+eiGB2Uiu6DDXHt1l+1Coz6vGQMa62ffVTHomBXN27laxTPW8HKbvBoU1qdKlnnWiuLV4HFO1Yhaw8p6FelS+WgfqEA0lq6CrrTRubYxbA33cXPIquwDzs3p6SnCMHS7W9vttkP9nHt6SrqgbUNtvKOVdOdJluPxGOfn5wjD0KX/JZPzC094uTcAXFxcYHd3F4lEwm2OC4IAR0dHKJVKbmclwzhUZpyH4XCIk5MTFAoFbG9v4/PPP3f88uabbzpvW70Q3zqD/UxBF4vmrGudvlCK8qbytRpVDbPa79hPpj0y3HPnFbcOXDcBhGGIvb097OzsoNVquYlhrnaz2US1WsX+/r6LrwHL2SKWyDYkokXftULB5xWNqcD63CJbp8YhdeL0e58VZ+yPE6rxUzKe9pXMRTfz+9//PjqdjleJ+hZKbN8Y6+TnOk/Wu9CiG4jUpWccU+tkTjERIlM/rfJnPRqj1PEzdY7FJ6w6Bz6kpMhLFbVFdTRQ6ikQhaqhsOsr6ploOzp3+r2GhXSufApAacz+cd8D+5JOp1Gr1TAajXB5eRkzyPQMqLz1tMJms+n4sFgsuk1Nmp89GAzc1vlGo4FKpYJkMol6vY6XL1+6VFimHjK1l/1niEyNnBrH0WjkQiedTgdhGOLy8tKFUcJwnrnCFMV0Ou3OPmIbuoeBPJjNZl2GDdutVqvOoPg8bMvvOne6ZrFKN6hxYHrlZDKJHbTnK3dCcatQhOHi3OLt7W10u118+OGHbuX//Pwc4/HYnQ385ptvolgsLsUKlaBKSD13RCdDhVuZRBGYT8hUgVvhVwTNZy3CtwrbMgf7qCfCsSjj8XlgkTXC/0ejEa6urpZypG3s2jKnKjafsfB5A3xf0wEpGMyDZlt6aQILx8Lcb46RDK0KXBcv7bwQ8Wq91i22LjDrtLS1aD8I4meC+9CXehGMC2vsVEMzHD9v3VmFtBRQKIJTJc96M5mMWyMpl8sutEhkVyqVkMvlMJvNHG0Z6shmsygUCu6UPwCxMeiYaBgqlQpGoxGur6+RSqXcNu/xeIyLiwvX38lk4uaFd07qAjvHo7S1nmy/38fBwUFsni4vL93hdIPBAIPBwBmDTCaDt99+G9lsNgZOWNTz0M+CIHCZTAoMrI5R46kyrt671qseovJ4NpvF2tqaMzarvEzgjihuohUi6UQigQcPHmBvbw8vXrxwlvfp06eOaRTB6GRQWFTwZrP5lUvM9bSKlsUXjlAlB8QX23xhC0X0NotBlbgqL2u4ZrPFiXz8jC6jbkRRRrLolZ8Dy6Eca0y0bTVavk0FrE8NpYZLNFTADAKOk4Xf9fv9pRMK6dGwfSr+yWSCUqkUi69zvoH4SYe+NQst1kADi6wm1kPUo9kwnAeO33pVPu+CBsReqsF+KBJjdod+psKv4Ss984U8r+Nm2h53GVJBlstlXF5eIggCHBwcYDgcYn193aFmxrA5l7PZLIZww3B+KiEv+WX4jLyQz+fd4qJmUVl+U6VFHuKc6r4CaxTVIKrBBRYhVp6/PxwOnaE4Pz9HrVZzXocttk7Opx5toODNLgBbA65AweepaR06d7lczoX67rzi5vkF3IH1zjvvIJ1Ou91cnOgwDNHr9ZxLXa1W3a3fQHwXk6K8733ve+j1evjGN76xRFxbSEifa63FTrJFsUD8tDbLZGRAVe4WOash0RANlZo9Y5qCYHO69e5HFQZV1IqUwzB08Vm+p8aCQmaNktJW47kM9XCu2XdVXJwvojJVRiztdjumxOyBPjqH+ptjtu6q9p+hIO2TGgN+rjSwIRi6+NqGzo0aFlXI6nEoqtb+UMiZI836KeBUMmoggYUyYx+AuWJstVrugo6rqyvHR1zIVp7THbvc+ch+EBmzbYa4NMmAY1dQwD5r+qX1QBXZa+yd9NB+zWYzNJtNZzzCMHSLowBweHiIwWCAt956y9HIZ3zVqOsaggVi+qM8puOwIR4LUJRPmfGkdL8tVHIndk4Ci5zdWq2GYrHoVsCLxaJL9bm4uHACtr29jXv37rlJUuHlpDIX9MWLF24RRYmpQqHIQBWRnQBVHHqgEov2wQqxKjfGsKxrTYWlKXs+I2IVkc990/rU+rNuVeBsh4LJzxVF2/i7IhGlaRRFMcVPlEmFTMWh8VidC/KD9Qz4m0pBUxsZmlH6AHA77nzj5Zitt8ZxU4CoZFQpqoLnuOlWazsqoLrrVt9TBbAqNMN+0DMdjUYO1AAL9GYVbb/fd8p9PB7jk08+cXsjGDqgrADzWLjmjVujyItL1Mvj2KrVKhKJhDtMis9wDDxkjLLBDAttRz0/0iuRmF/yzcyYIAjcJhvyEwEKEbIes8C2lPZsj33xgTXKOHltMpng5OQEBwcHbl1AjagaY51j5Wf9TOVQQYoaj1XlTiDu6XS+c3JnZwf7+/suSP/w4UMcHh5iPB67s7TfeustFAoFt1urXC7HhIiE4C6swWCAP/7H/7jLD/VZSRufUqRJpWDDIlROqrBUOeuimuYXk1EZf7RGgoiBrq1a/FUKPJFYHNakyJn0sK629kXjlowP8jt9hjF2KjX+r2PU+B2wUFwan6YAq1Lm+wxFKJ0pODbUwznScJGOkQqMKNCeNe4raphVoZAGwFwAuTFKBYzokcpV+8b+cfFMj+flJcS6zmANiYKHXq8XMwDWBafS1LlQ48GFw1QqhWKxiHa7HTsmdTAYOOTKdnVTi6YiMgebmUqcOypD8grRuBowzbax6NN6r8xZZ8oqM1eo+JVOqVQKnU7HKVUNUfZ6vVjGil3M528N/5FvptMpLi8vcXp6il6vh0wm404mrVarWFtbWwI2ykvKQxyvZmVpeEjDsKvKnVDcAFCtVvHGG2+4hYVGo+EOp+Gg3nnnHXcR8OXlpdsWH4ahUyIAcHx8jOfPn6PT6SCfz+OrX/1q7HwCJYpaSF/cFogjMeu+q+KzQgTEt8Jr1oG2b5Egz2ZR9GXdTVVeOh4+p16I/W2VExm+VCrFFKwqDN25x11q9Gz4jD3UyqfEgUU2CPuuY9Ri5+E2BAIssiUU9TIzxfaFtNANG7qQSgHXdtkfZoyom66C6HOTNXynfKZ9ZRuMi2sdSis9RtjOv+Z2W7ql02m89dZbGAwG7jq3N954A8A8lFCtVlEoFPDkyROXSaHAggaj1+vFTiWMosgZhHa77Y5h5dzZkCFpx++JzC244d8My/AI19Fo5NYNOGfk4XQ67bKKOH72u9Vq4eTkxHm7Gxsbjl6DwQCdTgepVMrpCl1r4c5O7uTkQmYURajX67h3755T5CoD1mu2PK7o24LI28qXUtxBEDwH0AYwBTCJouibQRDUAPxXAB4BeA7gL0ZRdB3MKf4fA/gLAHoA/mdRFP3uK+pHMpnE06dPMZ1Osbu767JHiGqpKOim8CSwZrOJIJhv0jk5OUEqlUKv13ObH1YxgyWe/vgUsdZBpanuFhE9wwy6EEXrbs9L5vuqKFTI6cYq4ud7ln72b7t4q2OwsXRg4bbt7Oy4XasaHuE4oihCt9t1i1MairGeDPuuxoCKSePfijzUKHKNQkMonAPN9dewkm62oPLqdrtL3kAymXQ7B21YSj0BW3iNF9tQunA86slo4QFqiqgVybPv1rvTokZBC/mSno8aPNKbG1oajQaKxSKOj4/dbuStrS2Xi72/v4/BYOAuQGAIgt4Gz9IgoMrn824DD68py2azOD09jW04sePy8Yz1EmgodbGT2SNUsLofgEBC36f8TadTvHz5EqlUyoGPfD6Per2Os7MzdxQAjRK9oSAIYpuHOIf0cEejEY6PjzEYDLC7uwtg+VJxLeyPlUNd/HxV+WEQ95+JouhS/v8FAL8RRdFfC4LgF27+/6sA/jyAt29+vgXgF29+ryyz2cwtlnCFu91uu6wDZpuQkbgFfjKZ4NmzZ5hOp+6OO+aWcjvwo0eP3NVobItFkSewsO4WFaswsA4KiYYJiOxYN+u04QlrWVVgGVZRV04neZXg2lQ/hijoOqr1t2iYz9frdefGKo2A+MFF7AO/5xg124IIjXOhSl63T2toRE+gUy9BFaH1aixaZVGDN5vF83b5m2jRIvFVhUaAz9KAKAJWZKo05POkk867GvB8Pu9Qnc630lo/Z+aOLwNIQ2g8c7vVauHs7MztmDw/P3cXQE8mE7c3grfYAMD19bWjjYbLqKAfPHjgFBeVH9sj4mZ/lP7qhXAe1LsF4qGwdrvtZIR3XzJvm+EGKl3lC/JbFEXO0BOtf/HFFy6jRtMl1fOmfqHB4pnlvCwCmCv5SqUSk3+f4bfGXn9YfPJtyz9LqORnAfzMzd+/jPnt73/15vO/Ec178t8HQVANguBeFEUnt1XW6XRc6hKv4mJ8kotZ3BKbyWSQSCRweXmJfD7vFlPITDzn4PHjx3jw4AGABaLUBSwNF/BvXQ0H4nFg/s/fVAh8V5lI2wDi6ILvq6UlIvDthLPITd8nI9tFDjK3eh18j2OyNCDz21CKdfn0vAq2p320BsGOg+9Q0FSo9LhWXWBSgWD/FaVrCMh6L/w8l8vFFvTq9bpD9So8GienAFphUlSuY9RQAA2dGkoq51KpFFvg4rj0hh4FIDQIdNtZvy5E+ox3v9/H2dkZzs/PUSqVkE6nUSgUXMocac0NMlxbyefz6Pf7MWVJ74khKf7k83ns7u7is88+i4V6SEs1JIqAFQQoaubnPjnib6JflUcbHlK+Vm+O/DKbzbCxseFuAOI1hzy/Rnmdi+2Me+v5SY8ePXLv6ph074X2zSpsRhx8wGhV+bKKOwLwd4IgiAD8Z1EUfQfAtijjUwDbN3/vATiQdw9vPosp7iAIvg3g2yTyZDLBzs6OU650gwaDgctJZXn48CEuLy8dwSeT+fm1lUoFuVzO3StZqVRiJ9gBC0Ej4rCoWxUsv5M+x/7mZKhy4ASsisvqhOi72r6iM00Lsgt3vvp1nGROdc181pyr9UQmdrOR0kKVuPbT1ydVgPzcokKlhyJkm5etCEXdUM0+sYZLwzDT6TR2Vsl0OnXxbc4llQ3nhaiRfeN3LDp+HQONn8ZedVGvWq3i3XffxT/8h/8wtkNRhZuGl/1VT1DpS+TIOyILhYILK4bhfO2HYa2TkxOH8nO5nNvgtr6+jslkfvkI48Pb29su/EEFxgu8aVxms5k7R4gonaib41LvVPmRPKaL0qpclX7KV6rULC+wTxaMKU/YNYxiseiOrG23227TDnlE5UbrZl57u93G8fExqtUqNjY2lkCS7nTWcaiXpfX+fodKfjqKoqMgCLYA/N0gCD7RL6Moim6U+pcuN8r/OwCQSCSiMAzRbDZxenrqXFCuIs9mM+em7OzsoFQq4fDwEJubm+6AnFKphEKhgJ2dHRSLRYce7YHks9n8LkBu2bVoVrMjOOE+pa6pbure+QQ7nU474dEDkBQdWkRgc7GB+DGnvs0eN3RdMjgaUrCWPAiC2EKYfm49Des9UPDS6bS7EdwqMlUyysBE2mrsrLvI92x/FaGS7vZ/1kfFqQpEj3HlZ5pOx7/pjhPNsq++U+Us/dVzUi8uiiJcXFyg1WrFtsVr1oXWaxc8rVJiW71eD+fn55hMJnj33Xfd/NTrdadYuXWddTN76fT0FA8ePMDGxobbbMNdfAxBctx6/Rt5gRt2crmcWzi0HqkaNPKIejKks/1b0bcqPEsL1qfvWCNAfuUmIS7Ijsdjd+oo9Y3KkMo161Bvj8q+UqnEQArfs6CC82o9CtUhr1LgX0pxR1F0dPP7PAiCvwngJwGcBTchkCAI7gE4v3n8CMB9eX3/5rOVJQgClwPKi365ZZd53EEQYGNjA1tbWzg9PcWP//iPI5/Pu+3xXDQpFAouJtXtdvHgwQOnLCeTCa6vr1Gv13H//v0YElfUpgr0ZtxLxFVLqePgZ8rcKuhUvDqB+htYzgyh4uBBT9VqdSXTK1K236khUvSrxSc01iBpTJ8CQyWlRs8qe/UwFIkD8Z1oSlufobEI23oHil6JSqmEVbGrMbE0sePRNgqFggvj2JQ/q2D4jhogLrZxDHyW6NnyD8dML6BWq+H6+hqZTMYdttRsNlGv1zEYDFAul7G9ve280OFw6GLx3W7XhVwODg5wcXGBdDrtQorA4rxuGhcurKtHwv6nUikcHBy4685sSJB01tCS0kUBkHo11gNVniZN9FnyOg2memK6ZsVc8kKhgEajgUajgdls5pSvnnqoKDiKIpeAwLAOx8rt/gcHBw5k5nI51Go1rwehdXL8GtLkOG4rr1TcQRAUAIRRFLVv/v6XAPwfAPw6gJ8H8Ndufv/azSu/DuDfDYLgVzBflGxGr4hv81zm4+NjhzZTqRTef/99FAoFx8iFQsEtVJIAFxcXODs7Q6VSQaFQQDqddsh9d3cXs9nM7bbkxQy8fdrGkkksRaeqPJThVBh9aFZjdkRcynhaBxWJVRYUjk6ng+fPn+P8/Bzdbhd/5s/8GXdTNt9VtGL7re1Zd5ShJI39UoEpsrCKXpE1435KI4v6tT9WqakStbTm34pg9TlVxvRC2Ff+rznXajB1POoOawyW7Svy1nxl8q8ido7J0oD1qCLRDCL9LJ1OY2NjA5eXl06xfv7554iiyB2/yhvaO52OO/ObserJZIL19XVks1ns7+9jPB5jbW3NKTJeSpDL5RwQGA6HOD09RbvddkcSbG5uot1uO4+RRptj5wl/19fXLu6rY7ceqHovyoerMip0TqyytoX7P5gazPat15bL5bC+vu5SAMNwvvCpMXh6B9pXehvKv8y6efjwIRqNhgsdkWbVatWdlqh8TR7jfZntdtt5LEzLvK18GcS9DeBv3jSYBPB/j6LobwdB8I8B/GoQBH8FwAsAf/Hm+b+FeSrgE8zTAf/yqxrIZDIutKF/c2AbGxtuhRuYb31++vQparUajo+P3QlmDx48wNOnT3F0dIRkMumOg726usL29jYODw+dojo+PnaLROpqsyiSUwSozKYKTX9bhMbnVYiBBQq1CJ8I8cmTJ7i6usL5+XlMmTcaDbcoqwfnaB9sO74+KGpVpaO0sDF7Ki7Gh33GzZdCaP+2SErDQDZmzud1fNZdVgHXcWi6ndJBPQA1GoqaWdQ74ByoR8Rw1yrDZNGTzkMQBNjZ2XGI76tf/SqePHkCALEsje9///uufp5TTuR7cXHhMke4cEkEuL29jVqtFgsR9Pt9dLtd9Pt9FItFrK+vo9lsotvtus1STKHk+8fHxy7+bePTquw4D0oPRcCWJ5V3lHdt2MM33wpcAMTO6yZttT3uVQiCAFdXV7Hz59lv/ih4sXxj+9vpdHBycuL2QTCLqtfrodPp4NGjR+6MFO0/1yao5LkZyh6H6yuvVNxRFD0F8OOez68A/AuezyMA/86r6tXCQ2DG47GzOrVazQ2o2+2iVCo5ZM7V9C+++AKtVssRlAqt0WigVquh1+vhxYsXODs7Q71ex3Q6RS6XczHuN954A++8804sLmURKRBHdfzcojV9/4YOsWwFnTBVLgBiQkDGOz8/dwdslUol1Ot1h8A+/fRTHBwcYDwe46d/+qcdw2q/eHSm9o990niypub5QirqOURRhNPTUySTSWxvb7vUK935p8wehvPUKS4K+txc9q9araJer8fGQLqpC62IVpU4i6JaNRh2/cDGLfVdLRYx/jCfA4tjUqfTqYunTiYTPHjwACcnJxiNRs4jmE7nF2bTMDAjwWa1zGYzl+1xeXmJg4MDjEYjrK2tOVe/Vqvh5OQEL1++xGw2Q6lUcpkR5XLZXfLLuS6Xy3j58iVKpZI7nImLl+PxOHZaIOeA4Uz2L5/PY3NzE2dnZzHvgWOzXg3nTj1flRVroDlv9nPOHc+U17mlTDI1NZPJoNFoLG2Jt94B59U3zxZwzWbzc1IYWlIAxpATj+1Q/qYxZYop5YSXIOs6ly13YuckY2/MO1Yh29/fx5MnT3B8fIyHDx+6bbrFYhFXV1cxt4huJNHVd7/7XXdjNHdF8R1mrrzxxhux3XOqhNX6k+g29xiAU05Wgdh4NgutrTKtMuzV1ZWLVxL98GwGxv1p5AqFgkNZrIeGgQyrqVP2GFSOi5/bcz2UcdvtNl68eIFHjx4hiuLXKymaVgWj2/CtYCh9eQyoRapc1PK1oUhZY+sqkKxLY9V0W/WSY10EtOEAFVAW8gwVALAIe3BjB13lKIocomYo4bPPPnN8S2WrsXfOCWOqjJ3y/J1PP/00dkIi71vkdV/MSz47O8PBwQH29vbcsbEvXrzAbDbD/fv3Ua1WUavV8ODBA3zve99Dq9VyaaSHh4duXHpGCuWLuxYTiYRTWARMjUYjBkRIW4IZDX2pTPEdi3StJ6hhTWu8GYsmHfRzejFE4Lrz13rcymuUHRbrnbJ93TkZhqFLE5xOp85Aa6Ybc795FALbtntJbLkTipuDXltbQyaTQbPZxGAwQL/fx+npqTu8nau+FxcX7mB03faqk0SrqpNRKpXcyrruvOP1ZxsbG7EdbBoOIaMpcUlYu1hhC1Ee3/MVNT7MS+dJbVTyPCx+Z2cHT58+xTe/+c3YmdN6EhzdQLZp29X/fa4g+zKdTt3uQiqLSqWC8XjsUBzHyD7oDlF1Z1W5KqLSfGR+R8/Al2poBVr/VmO0CuGrYdLv2HedczVyLLqQdu/ePXcG9f7+Pp49ewYArp6zszPHKzpXvnoZkuEBUmEYol6v4/Dw0C2887oxze7Y3d11BiGTyeDq6spdNUYEx81VOu5Go+HqqNfrABYeGGmo3hwXH/U0P+5UVoXMre8200PHyHxw0lJ51YYmtc92ztVYKz/RuPj4ibKoBsWuaahBJ39b70B50nq3iUQCtVoNW1tb7oC74+Njt7sUWOg7ZmURYBFU2vP3tdwJxZ1MJvHWW28hnU7j5cuXzvp0u13HkIlEAs+fP8fBwQESiQROTk5iBzURkVSrVQBwFwdwYhn/o1vHhc52u42XL19ibW0NALxKm+hLLaAiaf1cFYgyCxDfAckx0SCoUmk0Guh0Otjf30en08HR0ZE7A7lWq6HT6eCNN96Incuh6NYiE7vJwyp0XXCxivvw8BDf/e53Xdz9/v37aDabLmbZ7/fdOoGiEvaDc8M6bQyZQqUhJc6DCijHwRis0p20VkFUd9wqSWvE1HPSLfM6X1xg6nQ6TlnraXSDwQCfffYZALjwhy/3W9vn9zbTot/v4/nz58hms/j8888xmUxc1gbvLmXWAr1A5m8zL5t7HJLJJLrdrjO+PAZ5NBqh2Wy6w90oZ8zV5qFOqVTK7WLWsA/BCBeld3Z2HN247qIGmiBLFbYuVqqnaGVF12JY+J3Ol8qV7j7lwjVDOc+fP3drAjREusCvbdiQiA3RkPc4Dmb+kJb0eriZsNPp4OLiwnkpPMBrNpuhUCi4UFWlUnFz6Ct3QnFzFf3p06cupKH5lFxh1UPfdesqFSO39ALxYy6TyaTb+st453Q6xenpKa6urlAoFPD48WMAC8Wrp+1prjYQPxiG71iEx80IqiiB5R13qsy41XZjYwO1Wg35fN4tvtZqNXcEwGAwwNe+9rWlw5q0sD+aBqfCRNry9nMdO8fV6XTwgx/8wKWEBcH86qpGo4GtrS00m013Upt6IpoBwLZsKEcVNRleUROwQO9MXyOKZT08bU/Hr8rF0oVGSueO9KAgJZNJbG5uol6vuxPgjo6OXGx6NBrh5cuX7l3uIdAjPoH4aYVq1DjXPIjJxsen0yl6vR4uLi5cGIaZH2EYotFoIAgCrK+vI5lM4vLy0m28efDgwZJRU9rrWg7nYTKZuPO4ld4MzTHuSm9OkTOf0RDK1dVVDEwoKs7lciiVSm49S+mvno8u/Fr58RX1kIJgca4RlT89ZV7dx3na29tDu912Hr3KDRUyAR/fsUdC6FiBuSHhKZuMDJyenmI2m6Farbq1p+l06vY90KN+9OgRyuUyRqMROp3OrWO+E4p7MBjgo48+cnEydb+5UYaD3djYcML65MmTmLVOpVLuRml1m3i/Xq/XcyEYvZeQ235ZgiCIxW/twp8qW0XXwEIh6/kIwEKBcCHj7OwM29vbKJfLDrF9//vfx9raGh4+fOhSzHZ2dpzg9no9HBwcOFSWy+WWUhjZP3Xz9Hs7jk6n41awmfKVzWZxeHiIFy9eoNFoIIoibG9vu9MYj4+PnbL45je/6eLsVIw27EElZhcBVSitgQyCxSUE6nJrHfZYXbsI6/OQyA8AHIpttVrY3d1Ft9tFs9l0q/tEpcBiAVbbYGm32zFlQ+RInqDw828a9Uwmg83NTRwfH8cUGXmTcWpmdhA1npycIJPJOL4Zj+dX+dFr5El9bIvzprsswzDE5uamO6dEQY7ehlMsFt32eJ0nGk3KRr1ed/ymt+Wokeh0Ou6eSSAeqlDepeHo9XqxEKPyk85BJpNxhhVY7OzUOeHc8diMKJpvhNKFbOutzmYzbG5uYjyeX7/Gi1702Fj7fi6Xc4aOoV7qk7OzMxSLRef1cA2LIbnLy0sXHmVq5apyJxR3FC0W61QAs9ks9vb20Ov1UKvVXO4qY286uHQ6jXfeeQflctmhRLqxTBcksdR9Z0yOgu5bZJtOF9uj+Z51b/mZMpjGyWhEjo6O8OzZM2SzWVSrVbfIQ3eWyjOTyeD09BS5XA6PHj1yLuvOzg6ePXuGZ8+e4Y033kA+n48xs1VY7D8VKvtCYWs2mygWi+j1evjoo4+QSCTw4z/+47i+vsbZ2ZlTdPR6JpOJ2yQ1mUxweXmJSqXi6tT4pxafm8nP7TkNljdYVBB1R6zOWxgu0tJokCeTCTY3N52S293dxeHhIWazmQMB5+fnLqbY7/djiE3bV+FmmIt8QKABwKFR8owuhFJgJ5P5wfwcB/vOHO6zszOXBbG7u4v19XXH9wcHB66P2WzWhXkuLy8xGo2Qz+fdNnTyWKPRwPb2Nvb393FwcBBLK6TSWVtbc3UD8SvilM+p0AhQeNCV8p5mMFEmeG0aMyqsPJLHVLa0bdKRHhcX8XSNSxUp6arn8VMPdLtdB34UiVNeqJfS6bSbV72QRXeCsihNqIzJB+zf/v6+M5JPnz51tOt2uzg5mW95KZfLS7Kg5U4obiC+sw6A2/JOd6XVamF7exuNRiPm2nCS1tbW3E4lbiggWqSLm0wmUS6X3UIMCc5FHFV6qsBtCp2PoDaXl0JvQxm9Xs8dO/vd734X2WwWb7/9tkMF9XrdWfTpdOq279+7dw+1Ws3F5BRhaH/1YCJFvtoffnZ1dYUXL16gVCo5L4AxThq9MAzdTUMvXrxwKJWu3tnZGfb29pwrrF6Kxng1/KEIiN9zDEozFqIwXu9Er0wNrLrKu7u7uLq6cjtwG42G87aiKMLz589jPKcxSs6VpRfnVLMhlIc0jptOp1EsFt3mlG6361DudDqNpaLZuDx3RuZyOaRSKVxeXqLRaODTTz/FH/2jf9R5Yq1WC5lMBpVKBbu7u0gk5lu4aWiJsK+vr51BY3+4o1I9W3pflDvShmeVWDTKDSO6fqLGWb0kC4So9MgjGgbjPDLuDMTXArS/PCCKm49s2IWGhJcf05tgOIIHatmt+KqIGY/m4vLx8bGbK+vlqZdox8x+J5NJlxrY6/Wwvr4eOyaAxowga1W5E4pbXaAwDFEoFJx7x2NbiWC4UEKryffT6TROTk7cVne6S2QMuqZc8FQk1Wq18OTJEzx8+NAdsq6LdYoUNZ6tCsmHtBlzL5VKbnEviiKX+kbm7Ha72NzcdNdMMe7McMDZ2RmGwyEePnzocnO/9a1vuR2k2jYRuxoZdVf5LOu9vr7GwcEBnj9/jn6/744MSCQSbmt3r9dzSI7obTaboVaroVAo4OTkBMlkEvv7+6493/kjNp7Lz3QM9nAp1kFkpYLO4xAuLi5cnHk4HOLy8tI93263Y7no6hVwnol+qbxPTk6wv78fi70TIfmMNhUJDQczfx4/fowgCPD06dMYiiV/WCUDLMIjvFf18vISs9kM19fXeP78OWq1mluUns1mbjt7p9NBtVp1HlG/38fR0ZFT4vReeZkAw4rVahUvX750FyfU63VHB47J9nc2m7mwB8Mv5GcNj5Dn+J4aQl0U5Hh8QEf5Qw0oFZ81rioL6+vrLjRCfZJKpdBqtVy/GRKyoU/lU+VVvcRXvQQFD9bQse9c2+DnvHWIcm8Xwi2A0XInFDdLEMzzGh89eoTZbOYWYrrdrouR0Y3VO+SCIHBuPVP96CJyUcWes01CJhIJF+viphIf0VdZZO2DTjrP+r24uHCx7F6vhydPnsRu6wHg4pP0GCaTicvc4Bnj6+vrODg4wPn5OXZ2dtDv9118mqiBaNamsWl8l2OgS0d3je9nMhkcHx/j5cuXThA1Q4dzEkWRu7aq2Wxif3/fG1dn9gkVMH/rFmANORBtkXG5yk6k32w23QYSbs7ihiUNGdHAaI6+zpcKJPsKwJ0QV6lUMBgMUKvVnHuuBkkLd+PxHJBcLof9/X184xvfcMq80Wi4sIAqefZHTxBUEMNNV+PxGJ999plbyKfRZpoZD4cqlUqxQ5/ogWkGA2WJ3ks+n3frQopqVSmpImX82oZR9G+7IAvAZb1oqInvcPyqvFUBap496240Gi6dDljcNUva8RySXq+Hw8NDt2jJUCvP1KZC18PS1IBYb8Mqdw3JKH/Tc+GRG+QfersEHzSAzWYzdgmMptXacqcUdyaTcVfTc0GO8bp79+4hlUrh5cuXjslo/TKZDMrlslMw3MJbKpUwnc4T3yl83EigSGs6nTr03mq1XEhC0SoQvxXdfkdUwvYODw/xgx/8wO0u49ZWKm0VjOFw6FL+uNLNjUPZbBabm5sol8tIp9OoVCpoNpvu6jbGnvP5vHNPldl01Vvd8W63i9FohL29PRweHiKRSKBcLrsrmpgulUgkYotTXAROJBI4Pj4GMA81ff3rX3cCA8SvdLOISRUWiypGHsfbarWQTqfR7/fd9uHZbJ4bbd/XMyr4naZ4aThC505DW3xnOBy6TItSqeQUjHoRNCxBMN+xp8aIwEJvQ2ef+IxmyPB/u5jGTSwa7lOlrwqDaI6hC7rds9kM+XzeKaN79+6hWCzi5OQEzWYTJycnyOfzyOVybh1I+VrDSSw00BreUJpq35TvuI1eaUjjw/dIZ4t+LbJl3WEYur6rl6yGmfF0tkXdoQv7VJY0bOplKC3YBwVCfI7HUOiZ6szH5sFTg8HA7dzudDo4ODhwa0Q0prpQvarcGcUdhqFLcep0Ou6uyel0igcPHqBUKuHZs2exnU9kdN7WQYVMV5m3iQBwZw0zlZATk8lk8JWvfAX37993/5OJmArFMI2dKABLDH5+fo5nz565TAG6lVypV6TB9wCg2WyiUqm41DNgcYciL5fgWHnY0OnpKTKZjIvhaUhAC/8/PT3FcDjEvXv3XIoh0TdDDZlMJraAxPe5+0sFjwid23p5GwjnUxnPuqPsE+vkd9yWzWfq9XpMaDXGrEpOPSPOD/OGLU3sswyPlMtlNBoNd3pft9vFvXv3YnTQeeP/RPZcIOz3+3j58qULA5yenrqt4/T6rNJVXgDmAOLg4ACNRgPpdDqmDEgv0qPT6bhxElXy862tLVxdXbmsFN4JSY9iOBy6TWk+VOlDm0EQxFJrdT45Hh2jrUPnXr+ntzUYDGJn4Wg99n8aSA1H+DwF9ldjzMViEfV63dGYwEf7b0MwPsDGQmNAr5k6iJ8xnXc4HGJ7e359AbNNyEdfRmkDd0RxkyBMmqfCJmo7Pz/H0dERLi4ultxbLohp/ihT+XiITrFYdK4Qt8JSId67dw+lUgkXFxdot9vY3NzEo0ePMBqN8Pz5c+zu7jpXTDMXuNijCyOtVgsXFxdO+SYSCVe3bl+2OcQAnMBxgUhv2Xjx4gUAuBgkETAXM9977z13xC0Fm0URyOnpKRKJBNbX13F8fOwYlkcBsE9E1TwPPQzD2C5JxuofP36M8/Nzl76kDE16qQArClLlqUjcuqj8XJW01k8eofArWtIsD0V+qsi50Hd2duZCcfQ6GGazG2XUKJEXptOpi7kOh0N35jbXV5g6pxkTfJ9hAKYJMu2TBpTCTFBhF+4IZqbTqUtf5ALy0dGRoxvBAa8ZI+Chp6o0Vw9FeUnnTenKdzgmHZ9VQjYjS8NEeqE255zInDpBw0xE0FSOlDGVKQIComJg7qHm83mX9cEURd5+o7KuCH4VcCPQ07AfjVClUgEAtx9iOBzi/PzchW8JJHlDEefzziNuCoN1d4A5YZrNplsY81lyHtLC5HZFb8nk/JhLTbtiHHJzcxMXFxfO3Z3N5pflNhoNF4vThTK1vsDi+iRgzkCff/6527hBlLS2tuZiVzb+p0VRA9seDofIZDI4Ojpy/zP9iyhXF890kUZpdHV1hY8//tihdj2LuFwuu2uqGB/M5XKoVCqx+SBi3N/fR6vVQqvVwmeffYbRaORCUp1OB/l8PhbT1PCFjZvyOYYTdNuwLiBaQ6cKRhE4hVsVPWnCRSj2hcqCW7PH4zEuLy9df+v1urv4lYtc6h1QqakhYN/odjNtkgqH9FWkyX7zR0Mp9Iy4mMb1F86L8qAqOt0sQ6Q+nc4Pl7q+vnaHGOkFCRo6UkPIum04hHXq2TY2BGZRqsos51nnwy40qkfEUKddX9B593kyulhIug6HQ9TrdXfGEAAX7iLvsQ6bzqhG1yJvGmD+5jpAtVpFuVxGEAR4/vy58xJozBOJ+U08m5ubuLy8XDKivnJnFLe6izY2StSngyHDMBTC75j/qLe/M+WKmRK06kdHRy52SHf36uoKT548cacHFovFpT5qKmK9XneTcHh4iNFo5M6O4GE7XASy8VZFfSoMwBxdUdjJVFRITGsjMmb6IwuZgWh0MBjg7OzM3W7NXHimR1HREPFwxZ4xSSoUIkYaRLqfXCB78OCBQ94A3BkWmpmgc8u6ibB8iMYacj1Lhp/RzeUYSBd1fTmHFGQaym6363J67e3tdMU//PBDbGxsxBSLjknnThU4Qwr///a+NUayJCvvi6yqrMp6ZFXWu3q659EzPcwMw3p3DYaVkWWZh1lksfxACGSJNUbaH8YYW5YskCWQ/2HJMl4kC7EGY7AQYGNsHkKs8Jof8INdL8POzri3e7p6uvpRj6xX1rPrndc/Mr+oL7+Km9UN7HbVKEMqVebNe+NGnDhxzndOnDihbXCFrd+5ztLT04Nr165F/i2VSi2LcFTsOn9Y19DQUIxZV8FwfNzIz01rMITTnB4ax6ztIb9xzHwLv1pBKXeGInB1b7GtrFNdW6SpbotnvYqs3W2hPMV1ErrdBgYGoqtSN3WpRcEFSkXZutPVrUnyort7CHx0Ry9DmhlwQJkWQmjJmcQwQAK0duVCCG4ALWa+N5oTmwNdLBZx/fp13Llzp8UXxf39ilxoHpVKJWxubkZCUbMSKbKe2dlZZFmGwcHBuEAHnC4+Hh4eYn5+PkZ1VKtVlMvllgT0TD5/dHSEhw8fxj6wny5klZn5nYKb7eLkokXBPl+5ciUuvJB+7BefIe2YVnR+fj7GiuuCF2nP6AeuCxAhcCPT2NhY3MbLUMdarYbp6WlsbW3FjUWkM8chZUKzzdp33UGpC36KZDiR+B6mhXUhre/WUC66GHZ3d6O57EhyeXkZJyeN3auM5OBYcjIqqnOhR0GhwkXb43zA/1nW2Kl6eHjYcvYq6a/Iz/kEOHVl1ev1GN5KdDk+Ph7rANCyWE7z3oUiQyHJH47AVYkoDXxNJ+WqUmTKsEUqAtZFxePuLip9r49RWcPDw+jt7Y2pJKgcNMJJn1FXnrePY6Pv0o11PDhZgSYBQq1Wi1vg1dVG2nA3KwFUakeplwshuEk4n8wkNLcls5ycnODRo0dngt3Vh8j8I3SxLC4uRjOW+Rjob2KUBLUgw6jGx8dbJhsR/q1bt+LCDpEpt+cWCgUsLi5G14Myn7pJVOiwD4rCFf2Vy+XIZLQwmI1ua2sLb7/9NiqVCq5du4a9vT3Mzs5iZGQE165dw8HBQYzO4MRnP1OCRM9ZpEuG4WVE2Yx2qdcbeVXoz11aWsLJyQleeOEFrK+vY2xs7MwBqnwf/6t57oiOY006pPzf9fppci3dvKWZ+CiYSHuG7dH9odu+OanL5TL6+vqwsbGBmZkZPH78OEbwMNkX6yMfuhBLITX63TU1sCojVeQMExsYGMDy8jIWFhZiXLL2k891dTVyhqytrbWExQENAc3TVnRdIIWOtT4FUrzXw01TfdT6tZ8+Ju560f0X2ifWq4KbtHQLAGgo1+3t7dhnlS0KIJwGipw5tqm5y3czKICHDgPA3Nwc6vV6PIycC8AaXZJlWdwJrqDMrbe8cmEEt2pybTQnphKNCzFAa1rOWq0WNd/09DQmJiZQr9cjMmfMZK1Wa0F0zOfA7ab1eiO6ZH19PW6Hp9n9/vvvxx2E1I4MT2S5d+9eC4JM+UGB1jzPOuk5cXp6ejA2Ntbi/tne3sbQ0BCGhoZi3gRdsFleXsbq6mp0B62treHevXsxVaj7aOlm8F10FC6qZLghp7u7Ox5sQddIvV6PDEtBNj4+3jLGLIpqFNkArYcv69jyHjWZOSYPHz7EtWvXIrp0uuokPDw8xOrqKrIsiycLkac0Je3e3l5UTjwyDmhEJ62vr2NoaOiMYHbhxO3RusM1hby5MUz5RelDIMK4YN1WryY955HSVS09Lv77GgLvJR+lEDWFPcdIdxvy99RcViGvNFKLSceb/1UZKi+odejzRhU++668o1FhPhaOblWxqDWjwn9wcBDlchk9PT1xbwEtzp2dHZRKJVy7dg3b29t49OhR5AU9D4B0dyBHGueVCyG4lShqmvjA8ppPEDebe3p6UKvV4gTlIkxXV1d0F9B84k48+qFJRJ7nB5wywP7+PtbX16PZnTL93D9PBqe5mjIrXXjxc6lUwszMTPQ5ayjX0NAQKpUKbty4Efuwu7sbj2QiWrx79270525tbaFSqcS8FVRc6j+mMiCD7e7uoq+vL8bGd3d3x7wZ7777Lm7duoWpqakYa00XQ6VSiQsyLlRId58sOqn4nCJQpR0n8MrKChYWFjA9PR3dYLog6i6EhYWFaH3t7OxEpcz76fcFEBUXw0jpUtPdmBpGpya08qPyq5roer+7W1xZ9fb2Ynx8HEtLS3j8+HGMjkq5CTiHVPhopIPyrAovtUooxLUNLP68864WbYvX5QpPLQ8tqng1p5DXyfnrSD7ldlDlpHXp7zpG6tYKIcQIkN3d3QiSNNyzXC5H2cX5NDk52UIXlS9at9M7VS6E4AbSizY+UfVzni+KgrKvrw8LCwvo6enB6OhoPDmHYX+Ogvr6+uIEKhaLmJycjDlEyDjVahWLi4stizIsNJ08K2CeEnITWfvLazwkmIummqiIGeSuXLkSBcjCwgIWFhbQ29uLBw8exKgGHk5BZtGQNM0ZwXzATNfKvvMsPb5/a2sLjx8/jhnhdCOGIsKtrS1MTk7GNvNYOuAsOtKx7e/vj0m1UoUoc2dnB2tra/HcxZdeeqmF5ixE5qurq3H8KZQ53nRJUThzNyHfRctqZWUFR0dHWFxcjFEnXDRUYUD/pitndYeQ79xPq4qK0S7MUMdII+6q5cI1nyNPqvVKfkyZ3yrc9TnyrApAbbfytCsBp7/2n89okjBF7qrUlQ46V5yGbsUArZabC2a1JPS7t5VtUaDGtvCYMmb7o9XETJl0yRL8HBwc4OrVqxgeHo6HMnN3KxfIU6Aur5ylcKKEEEZCCL8VQrgVQvhKCOFjIYTREMIfhRDuNP9XmveGEMLPhRBmQwhfDiF89AnfcYawOig+QIpoHM0wWTldALu7u1E70uelddRqtbjYxg0UFAaMqV1ZWYkbWPSdqum5iu2mvjIK+6BIVAdJJwZj1FdXVyOyOzo6iu4QFfjsG4CYWZD+Mz1AQl0ZXBAm0jo+bhyLNTg4iBdeeAGHh4d46aWXojD4+q//etTr9Vg3zXz6VAHEcEDu6qSgJmJK0caRlprsWjihKZD29vZQLBZx7dq1GOZG5ahjBDQiXO7evRsXihivzTE7PDyMMf9Z1vCD811Mw8kDPkIIMUQ1y7LkyTYq8HTc2T7Sge1wupAPGPO7urqKarUa468HBwfjSUTcqu0Lu8qLLClUr23iGGlERx6qTiHZFBLWEE3le46nrgWppUB66XvUhaJhcyrUnYZq4agcUf6iRaxnQ5IX2X7dsVqvNzJL8tCT5eXleHYu4/n39/cxNzcXI9w2Njbw8OFDvP/++zHBVao9T4K6n0hwA/g0gD/Msuw1NA4O/gqAnwDwuSzLbgD4XPM7AHwcwI3m36cA/PyTvEAJ7gTmNaBVyztj8TNXZ4HTxDePHj2KWQWzrBE2xZSoZFhqyePjY9RqNdy/fx+rq6uYnZ2NA0QhrZND3SEpE1LbzuRBbjFof1hHT09PbDP7Uy6XcXx8jKtXr+LVV19FljXcMffv348RH2tra5HJKKiA1g0xWZa1JDMCELfB09I4PDyMG36KxSLW19fj0Uv7+/vY39+P7SMKZK4PD4PUeGu1mBwJAY3JwgyO+pv68rlBZnR0FFeuXMHLL7/cEjrpJjcVsvuSKTQ49iypHWx0BfX19WF5eRlbW1txcZOCyPtGy0zrcUGuvO+uIrr4uE2agpoKWTeeFAqFuGaRJ6CyLItnlSr/8d0UiLQy9DkVpHwH6cjfSHfPLcI6CBLUR51yj7DonGId7I8qAvW/03/M3brsp881XiOdCV7yFJIrPPLJ8vJyVMC0soaGhjAyMhLXRgBgdXUVy8vLce4wCZ3uX9BxaIe6zxXcIYRhAH8HwC81CXeYZdkGgE8A+JXmbb8C4Hubnz8B4FezRvkzACMhhJnz3tOsOzbeB8XNG0UOOllSzzDRvCL5EEJc3OFzwGk62cHBQRwcHOCdd95BlmUtmQiNPiiXyyiXyzEMTt0GfB9PmCZDaQ4L9pc+Wl7f3NyM/lomrbly5QoqlQquX78eBQVzTjAChOFIun1fFQ77CbTmLibD8gR5+ueYC71Wq6G7uxtjY2NxUZLCmJtDsqyRImB6ejrGwJMxVeFlWdayY09Dx7j47MKO4w4guoVYN4+sq1arLYirUCjExSEiW0VtXJxm/ham0aWPX91vTHbGHXGLi4tYX1+P7ikic/3TuGNtP4Wbpj9g5I5aYkTStVothvHVarWYQ4Vou1KpxBh3WlJ8j/Ii13O46K608q39rmBUAOtc1LmrzygN3HXjc5Z16JxmXSoodU1BLRjl83q9HjeMeVtVOLLQ1cUNfEorVUIMAeU4cc8DLSfdG7CysoL19fW4jZ08XalUYh598pYrWuWXvPIkiPslACsAfjmE8BchhF8MIQwAmMqybLF5zxKAqebn5wA8lOcfNa+1lBDCp0IIXwwhfDGFrh21OLHdd6yFgkA3oHi9W1tb2NzcPIMgiL7W19dRq9VQq9WwubmJd955BwsLCxE9snBFeXBwsMUP5iihVCrFTRzKFCy6cYXm+dTUVFwwHBgYwMTEBEqlEq5fvx637vIAhGq1GjPmMUyMseaKaNjHk5OT6OvVNipK7+npwXPPPYexsbGIFrjoubi4GK2CEELM2nj16lVcv34dV65ciWNH1K7J/rmb9OjoKO5e3NzcjO1R+iii4ufXXnsNpVIJs7OzMVKEIXOqPAHEBPVuZtfr9RhDCyCGcHLsKBhPThp50Z9//vmozOgyunPnDhYXF1GtVqOrRnmV9HZB6m4A7SsVCgXRxMREjG9mClQKJSr2iYkJjI2NxTHRGH4KG1V+a2trLYpX29HV1dWykM52+BxVNKtKiPf6+o2ja50nquzYRgUUvN/nvyN1pb+65hy0UaFQaXMLfLtQR7V81SWlip5yhznglbZdXV346Ec/ip/6qZ+KQMddWa4Q88qTLE52A/gogB/LsuzzIYRP49QtwoZlIYT2KsJKlmWfAfAZACgUCpn9duazL1SosA6hsaDFvCDql1KEpYzn/4l4iVgo+IrFYkSYTB2rK/P1ej3mTHbzWs1gTmoKB70vhNMddmQiZjsEGkxSqVRiGtU333wzIosHDx7EsDaiBSohomndvKJoh8xUr9fjKSr04y4sLGBqaioeJMtzGLMsiwKW8eXcyMNtu8wpw7ZQuNTrjXM1Hz16FA+voKuBW+yZIpWT3/MS8/P9+/ej22J7exuVSgUvv/wypqam4mLu8PBwPHyB7gy+U3mHqIduFip8WikDAwMtApD5v6kYgYYCHRkZiZaMWjc+EZW/1Z9LQaoImQicya5oGdAdpTxIRcjn+CyzA6rgoh/W54G2R9uoil/nIT8rKFJFpPOLdCXvab/Ji9pG0jEl2KgofE2J7VfXnPeBY1koNHY5Mh67XC7j6Kj1bEpXsCxqqaZCHjV8ku3iOH32s5+NbrY8dH2e8H4Swf0IwKMsyz7f/P5baAjuaghhJsuyxdBwhSw3f58HcE2ev9q8lluUCXRQ1Qem14HWnXcUuoycYFEBT2Z2s80XTJjonP7D8fFxvPzyy6hWqzGNqbaDvmB9F7e1KvHp/1LFwzqoMIiWyEA01fv6+uImECoinnPIHY18nybd4e5Pd99o0e3PFKbA6WaIW7dutSy80uyjQNTFRwB4+PBhi290aWkJ9+7di0jxvffew8bGBqanp+NpRENDQ1hbW8PY2Fh0QzCUkO3d3d2NaTMZR87FWJ5WzjGj33F/fx8TExMtmfvcN6vpFKjsKAx4riLRLa2fw8PDuIhF3/mtW7dwdHSEF198sYVHWdQVpMJMhQ6AFvOc48O8MgwDrdVqMRSQG1SYwXJjYyMCF/KYppfVeH39zzbotnPOG3U9poSy+py1eNSVvsdRt66FcI44YmcJ4fQwDK2fykFjzLUPqiS4rsN9CdwDwp3PS0tLUYlre7S4wFYl48iZvPzWW2/h3XffbYk+UzlGGvk89XKu4M6ybCmE8DCE8HVZlt0G8G0Abjb/PgngZ5r/f6f5yO8C+KchhN8A8M0ANrNTl0reO86YkykGcS2kv+sBwb4YQ2ZQIa0LZXyfh/wAiPk86N90tKaaXBddtB/+WZ9nHcxeWC6XsbW1FRES/eG7u7tYXl5GlmX4/OcbOvTVV1+Nu/+UNhQ6ugtS26sMSIZWIca6qBQo/Kn0iFBpUqsPmIm16vVG3PudO3diHUSKNFG5XZ4bGYaHh2NOCR3fev30pBcuENLSKBQKeOONN7C8vIylpSV0d3fjIx/5SMyyd/fu3Tg5KdTdFOZGGV1kzrJG2gNacADiIdOcsDs7OyiXy9H/r7SkgKRJ7Os0Krx9UUrv7+npwfj4OGZnZyOg4GIa885sbm7GMzQ59opYj46O4qHDPInHedFNfwoq5ekUslbhqjyl6zt6v89jnyuO/PU+Vx7O1ypoU+9jfXRDcc4zMIEuVUXb/qz2SS2FlLs2ZSmoB8DlWcoVnFeeNI77xwD8WgihCOB9AD+Mhn/8v4UQfgTAfQDf37z3DwB8N4BZAI+b97Yt7JQzgApRFerKREog1VwagtTb2xvzHQCIJnxK0PtK+vHxMe7cuRN3CmrkgaKlVHvYXk+MRGRNhM9cI6VSCYODgzF3BgXN3t5ezBvc19cXT3350pe+1LJLjYUoy9uiGp73qWDnPQDiYijRfKlUigKJ/eQBFuvr61HpFQqFuF18aWkJW1tbuH79Oo6Pj/Hw4UMUi0W8/PLLyLIs7nKldQAAt2/fxujoaFxsLBQaYXhq7fT09KBaraKrq5E2d2FhIbpvBgYGsL6+ju3tbczPz8dJSIRF1wsFARVSqVSKJ3KTXxh6R2VF4VwoFLC6utoSTsiIj2q1Go+hW11dxUsvvdQiKNgHR+MqaDVTXnd3N2ZmZvD8888DaMTt9/b24ubNmzEt8e3bt1tS/QKNNZNisRjHZXd3N7bfw+jYPxVSLnBTyFf5JQVMlP8dEJ0HzFKgR+e+jp/W4Z+9vYzZJ2KnLABOc7x4+7UN7jbiQdrcH+H00ja5wnH6qgz5KyPuZsVfAvCNiZ++LXFvBuBHn6ReL+77ataXi7TtvS0d1zo0tIkDpjvmUogfOM2JQmGkDO/amO9UxE1fmwpATvz+/v6Y9IchaqOjo1hfX2+JayVi4pmZjILg2ZSkG9+ntHTm5z2qYIgY+HlgYCBufFG3CJmTdZH5eWiFo6jHjx/j/fffB9DIr1Kr1eLOTyY8Ys6Q9fV1lMtlDAwMYHd3F5OTk3HxdHBwMC5cUqH19fVhZGQkntZOFwkXSO/du4dardbiwtIt3o4mmXyMAp5unb6+PgwPD8cYedJSY+MpQLq7uzE3N4csy/DhD38Y+/v7ePDgQTy2jjyqY6E8q7RT0MH2fsM3fAOWlpZw//79uBdha2sLV65cwejoaMwTQ545Pj7G9PQ0Hj9+HKN39Ng5F858d8rvrZamK3ltfwghWmJaHFi4ANN3qbBTy8sRrwtGtyZVlugztFjUPw60Jn9LWQEpGUFgx30fLoMcjLrA1raz76pQ25ULs3NSzQ7g7KIN0BrDze96XdGEdlwnLQuJpL5P4NTfrExdrzfCi6ampmJiejcH1VzTtmmuCp2I9F/zVPfe3l7cv38/BuYDiIKZrgYeP6UTIw+V8H3ORKp8SMdyuRxdQWNjY9je3m5pI0/IVrOQwlAXPhn6trS0hPX19bhdnuiUSmh+fh49PT24d+8eCoXGdv6ZmZmWSJq9vT3Mzc1heno6+tt5HN36+jpefPHFiOiZT5yWTLVajePHCanoUhE4gBaasA+FQiEuPJIHgNPc4U5HWg1chF5bW4s74phsyCejC3DlN12kJAIfGxvD3Nxc5BegkdCoUqlEn7/6ZpmU3wWku/vUCnMky/Hl9RRociHsNFPh5etV/Ow8rbzm7hjSnHs0vD6nL+vkfXQh0tojL/M9akm7r1/HKIQQF+bdInAZpVaV35eyRP5aEPfXorgWVb+RC0h/DjhrZrGQ8dSlwN91dxgHzXdx8f1ZlsXwQUVufJ8uLOiEduZV/xlPuqGpSkHpdRFxU0BQ0zOlZ4oOrsV1BZuIQ3/nM1wr4PmTTCObOoNSBSL/M4qE9GbuaLVEHj582DI5CoXGgcTMu0Lf9ezsbETlXJAcGBho2Y4fwulBGtz5qUKPR7KRdhz3mZkZrK6uthysy3Fg5AYnO6MMqPhCCNENwfdwIZuLp9wgxCgTV7gUAioMlBf5HlWY5XIZMzMzcRFtcHAwHkjNDTW89+joCI8ePToTI6w0V0Sri/aKZJXflY/1Hv2s9/k8VYtUlYDzaqlUioCH9/k6jsoLF9par7dXUTgBnWeG5PMpemg7VRG7sPb+uxXi8szll7/Ty4UQ3Co48vxqqlmB1qiSdnWqcNZ3UEB6ek29jwKfTE5XgS7kpKwBb7t/5jOuqYFTxKOKS8MbaZYfHx9Hl4nGq6oLSIW6WggAYpwuhfNzzz2HarWKjY0N9PT0oFKp4OHDhwjh9OQdRifQT0zhTcuAERfAabiUhoDV640FS2504DgylnttbQ3r6+u4ceNGSyIoZnrs7u5GtVpFsViMwl2TzqsAomKkkiHtaCXo4RGcVIxu4RmfHKvXXnsNN2/ejP0qFAqRRkTu3C6/u7uLO3fu4OjoCKOjo8iyDLVaDZVKJTlRz0NWavkdHh5ienoa09PTMfqpr68P9+/fj3nf2UYALYutviDpCp+fnUc5Rqn7tB/eXud7/Z1FXRu8t1A4zQvi4YEuhHXO5iFdR+DKuy5LVKaQPq6ItA3eFirnPKXmtHI66/zMk2ssF0JwKzp1Mx446yLhNS0pjavP8rpObA0b8vqY/Efv1zpdM7N+1ezeR+0rhauvSJNR/BRqvkffS9eJn9PnYUmOOGguUqn19vbi8ePH0Z3BMzqJHin8iEgpMNwNpIdOOAriROzv72856UVTx1arVQwNDcWTWqanp2MMdqlUimck8hAIWh5qGTEZlrraKOCJkLlYyBBIrkNwQZeom33lqfN9fX3R6lKLh4vFDx48wMOHD6NSHBoawu3bt+OuWkfUefyrbefng4MDzM7OYn9/P24+CiHg+eefR3d3dzyVnusLqiy9Xo6HCipV+j4ndH6mLEj93QU+n1FwQuHJezXax+eDA6IUT+v8cgHu91OhK09yTYBKjlamzj0X1Fp0bqcUcTu5oH3Se32DnpcLIbiBVkZys47FGUOLMrt+B87u0HK/WcoE4yRWhnR0rMUZy/vG96uPONUXzXfhE5j3a4QK66cg0HA3tkUXH3mNkRD0YavpqqeQ0Kfb3d0ds+Vx8Y6+Qr6fOyBJY42bZ9/oB3ZFSMFaqVSi8OUp3BTezEXifk1GDKkVoEpP/fAA4mInFTPpyf6sra3FdAEjIyOYn5+PoZHFYjHusnv8+HF0LY2NjaFQKMQjq3hAbJZl0Y3hrhEALXRXXqFCZuEaBy0FVQITExN47bXXooVExaiC1vnSLUPen+JJR9iOqh3p6mcqKQU/5HF1aeUtxnGjjaJkf4eekqRtceud1zTsVoW6y5CU1eBCWJWW0zhFP6e/C3T+57pNXnnSJFNfk8LO0Y1BpnbmYofdb01GbWfKOZPooPG5lGnofrnUYJzXL0Upfp11MqZU30th6L5v9pcCyBGU00hNTwBxazRRMLfRl8vlFkE3OTkZT5EnKqOCUPqrX1YnuDIlI2iAViUTQoiZBm/duoWurq64LZ7ClVvNmfeFse/KE+QDLhpxkY59Iw9wMZPuEn4HGpYMFffS0lJ027Ddg4OD6O/vR61Ww9HRUUxnQIG6v7+PWq2G9fX1ZJQF0OrzVIGm28bVPz0wMNCy5V4tJ6BxaEW93sh06ejQUauifRVuji61fUpfnZvKZxTUOh9VmKq/2gU/+6ztcQtc/7SNuuHIlZPLkRBCjLTRk2nULan36/MECam5lJqfqT8tKYDFvRHnudAuFOJmY1OmpCNdJWoe0tVrSjhF9q5RlXH43+/XNrtZ5u1VlJ83GKzHFwy1fkfd/rz+Zx8dDSh9u7q6YrQITzcn8tzY2IgCgbmnj46OzrhHHMWr4KQS0vbU6/UYsZLqx/T0NFZXV7G4uIjBwcEYm83Qtrm5uZhZjQqEAlndQ4rIuagHIIYL0kXFFL2kE5GqHvZK9M+doswbwiRDdCfx4A1GK4yMjMSY8sXFRYyPj+Pg4CDmE6GyVX5hoVBQ3iJ/bGxsoFqtoq+vD6Ojoy0RO/v7+/FkJh4onSoKXNSdxPeoEHYed3eLCi/ti/N6Csn6giP7qLTRyBF1segCLtuQmqfOa7yXgEB/1zZqXZRFnseE4+99Z3EQ5bQk2FJ/Ol2Ol0ZwK/Hdp6wdTfm6fZD8mt6bes7vdeSRJ5zVt6r3uCJxFKFMofc5PbQ+NyV9Emi/U/crk7Pe/v5+vPTSS/jiF78Yz8xUpDQzM4P9/f0Yw+yr7ikapszzEBpHb2l4naI/MiyzITJhD5/l6fRMWcsFySzLorDkX7FYjCF55CXGaStfcYGXJ5Vsbm7GPumCNXCa3RBAjO7Z2dmJrhVuxKFlMjIygqmpKRwfH2N5uZEJ4t69e+ju7sbo6GhcHOWmI32X85AKKqYKHR0dBQCsra3FPN19fX0x69/x8XHMiEnBopvHUsI2pfxVEWv7VEhqm/U5B19uCQOt4ao6L1Tw6zX3mev71KJQNKz3O3hT/lThre6dVBv4DvKU8lVqbvAzE5ZxPNgGdRmRx84rF85V4kI7T4im0ESekHVm0UmhhHf0yPt5rw4+25oyNfV7SkD7Rh6vz+txQZ/qu1sorMeZSk2/jY0NfOUrX2k5w5MLYcPDwxgZGcHGxkasgyeNq8uInynslebafwoe9+myP4za0YgY0oM5aPg80EjjqqlNQwhxAXNmZiYm6xoaGopoVHmHaT+ZmEv9yY7kaD1kWeMYM2ZhZLuZx3xqagovvPBCTMw1Pz8fTXGG7RG1LSwsRIFPlEUUD+BMClGuRXzoQx/C+Pg4KpUKSqVSPBB3bm4O29vbMUshUasucqlyVV5yoczn8lyWqfHTuaJ8q/ygY89+KU+y7/qcukBS6NaVO8MnWdq5N9hOtUipVB18cIczd1DzPhXOqblOWlLQs7/9/f0tOdFTVmq7cmEQtxcVmCnm4megFX36QlQek7GkNH4KHegCSZ6pmGLsFBLXdqUYKWVBpH5P0Yt16mJJSogSNTIigvcyH/Xu7m5cjHT6k8bPPfdcPFaLNHLa0i0xMjKCyclJvPPOOy2x8pwE+h41x7nq/+Uvfzmilp6eHmxsbKCrq5E1kWeLbm1tYXR0FK+//nq0ElL5jkkTLoTu7e3Fk2+onNg+NedPTk5iylwqMHVvVatVlEolrKysYHd3N56SwxS4zz//PEII8ZCOsbGxqJCUZswP7RZUCCE+k2WNXCpvvvlmzGETQojZ7RguyD+N/gHOujz4X4GN87XyodKFNPCxc6SufVIkz7o1ICDlzlQaKY+n5oaCiBRI4vUUCNLn2A4etME8O25Z5rVTrXE9KYk5eRRE6ni1axdwAQW3I+aUkPIB0OsupFzTp+7NE+4pgZkanNSz/lzePan+piwGR+Zqvmm9vkDJe1MoRgtdFsw6qO10xcP6mbyJDEjfsC6+0rzl8VvqV3ZrQJEbER/D7lShclGVC5WMZwcaC4tf+MIXWnJja3/4TAghZhssFouYmprC5OQk3n777TN90AmutMuyLKLk69evY3FxEaVSCffv34/rB0SDL774IiqVCnZ3d7GwsIByuRyRNw861vHjfwpIvp8uHtKvv78fL7zwQjzHkCGiQ0NDODg4iBkUtS/Ob8pX5D91S/gYKe+keIX1Uenqb+qKUAGsNFZFlQeMXAnX6/WWk558/ugcUR52kKPt9LHX+9QH7/POaZtlp2GHXFvSlBVAq787by1Ly4UR3CmNqNdZlHiKgFOoloVCSX/PQ+T6Th9wRdspBeF164TQulnaLXr6Z0e9ec/71lpXBK4AeF87C4fP6eJQvV6PuUN4v/vmtB/qd9b3qM9Q2+eIkEJE1zkoBIaHh7G1tRVPiGH0iY47+0oTfW9vDysrK5iYmAAAVCoVTE9P486dO2dSC+jkU383ExbV63WsrKygt7cXN27cwNjYGJaWlrC0tISenh68+eabmJqain77SqWCsbGxeIJPShE70laByXHgZqIQGjHjWZbFDIarq6tn/Po65m6hubJPCVLl/5QAVQGlY6xFx1XHxedXniB3ge2CnfdTSDrv+9xWcKdt4fPu76Y1mmVZjGhSa8afY7t0fNXXzecIUpwmeeVCCG4VgPrdB8eFc2pFPNVZ16zOCLxH25MSeHloO6XF9Z6UcNfn8pRWql159+tEdwbVdqaeS/UnTxH5O1RR0K/qz/pClY+lv4emqOYsZuggDztg7C53JRLtZ1kjayFP3EmZtMDppg+emXnz5k3s7e3FAxeA1vA0XTRn5sQsy2K62Z2dHUxOTqJer2NsbAzVajUiY4ZAMvrj5ZdfxsbGBu7duxd9pqS/jpf7jL3s7Ozg1q1buHfvHgDE8wvZLqJB51lF1/57SiDz/tSCpO5E9Hqdv3QRznmK96aeI+2dHr5ZJ+UeZD2OqlmngxwV1Ew4xiR1KryBRvQRUy77uhXbq/2ltURg4fJD6e5Wg5cLIbiVyI4CU50CzqJSZTJ/xhFqCp23E8j6OSWYfaKpyenP+cRwOvB5N5n9vV6UWVgHrzvKnZ6exvb2dhSCvM+Vm//GPlJg+7jomKUETUp5Kd1YHxd9QghnFnV8Qfn4+BgzMzMxDpsLkVmWxUgLXfDp7u7GyMhIjLFmPZubm7h7927Liev0uabGiEiZyOv4+BgbGxv4kz/5k+jnLpVK8ZCD0dFRHB4eYmFhAQ8fPsTk5CRqtVo8Lis1to62fSMVgHi6uMcy6y7I1Djofx9jB0bab71fec4/59WniiAFINy60Pp8LNySTgn7FE87INS6tc8M9RwdHcXe3l6MvOJ9Ozs7MRUzhbGCFLrRNE68Xq9Hd6HOOZc/qfmj5UIIbuAses5DAsDpAlmehtaSh1JTiNJRa+q31LU84eXt8uf1HtXQKTSgSEbr13eoieaIlnQtFAoxTEwVBYWkPp9iJu0j61c0qqfx8HdVZK5Q+JwjNbYVQNxUon5CFRIPHjyI8dyFQiFGFvCUGLafOaoPDg7i0WOMzCACV+Dg/XcFyN+pHBjOuLKygsnJSYyPj2NrawuvvvpqPEj69u3bWF9fx9zcXMsBE8xlojzh8b28RtqNjo7i6tWr6OrqwuPHj2MaAx0ndS8pzfNAhc9BLfp7HgBSl1RqDui7HYx4/9XiaQdc+BsXjH3+pNrhLkXe46fncB/ByMhIzJWvfdCw1RQtNA5dt9Ir75NerNfzyqTKhRHcqvFUO+WhXx9ERWMumPPelWIaFZJ6T0pgpdrBooLKEbbW7ULb255aqNAJpKYi7/d+AqeMWigUWsKY+IyjOX029VvKavDJpWOhz5E5nc4qFFI77iiUS6VSPP+Sk4fMzlV/KhDdzMFc5gcHB5iamkK1Wo1IiZPMhZkrMhWA2s/V1dW4eSTLGr7m/v5+fNM3fVOMEllZWUG1WkV/f390rQwODuLevXtxi7zW65aIXqNlsrS0hLW1tcgLRNqef1x5wgGHjrcrWB83BQkp/3SKN/T5PGDh79I2KaL3ean30X3G8XQhqfWrIlQAo3XxvdyQ1t/fj97e3pbII/Xpp+Y136lzgS4TbZfymI9ZqlyYOG4lHr8rkzrj6GTW5/hZNZlfc1+ZIw79ze9JLbho+/2a/qlwJjLQZ1VY87v7A7VuV3AphOHv4GedIGQUXexSerpbhO9w5cH2qgJ1+qSUprdLfw/hNL8LXRelUim6F/h+mp/A6fmedLHU642Fyr29vXgY8eLiYnQVMVkU+8Nc1+yP91cFgtKd2QJDaKTHZa71+fl5LC8v4+bNm3j8+DF2dnbQ19eHwcHBeBhFaheh8ooLQrb7lVdewfDwcDxMQl0M5I12PMSicdvaN0X7qTmofMZ2OUhJCVm9T8dd3UM6vmwj25kCVv5u8rQL7ZRiIb9q3fyNuW2q1WrL0Xp0kbl7SNuvtOd1jyvXNqTGKVUuDOL2ia2ffXDPqyOFUJWBHAGSaO4icUGvSsWZIQ+NOnM6U/hE0u9ukqboohaAI3eni353hj9PsDoDKr0caShNffLlCezUNdbDkD0uEtFc9barW4D5VFhPV1cjX/ba2lrcwk4fablcjnG6+n4XgqRPHqJaXV2NBy6H0AgD3N7eRqlUwrvvvov79++jXq9HNA40lMzY2FjccMN+qNJ1/tXxeP3112O8OHNvqJ/VhUYej7miTbkstd/ad6eNCi3nT74j5UpxZA6cPQWnnVJQsJHiKS2puafvoYJgG/gunmbFBWqG9LG/2k5vjwKklKB/mnKu4A4hfB2A35RL1wH8FIBfbV5/EcAcgO/PsqwWGhT4NBrnTj4G8I+yLHvrSRqTIqRPztS9en+qTvUfuUZzRnONCZxliJSw5m8+2V0gOtOl0AifzxP0mmOBwjuPRo4w9P2eNjbVP0VXeYJSaeTPqDJUl0vKJeZCnoXIWRNp+bvYXt0hqYuSfX19KJfL2NjYwOjoKIaHh7G3txePshoYGIibdtxlQgFPE9eVs9JqYGAAXV2NwyZmZ2dRKBTiO2hm9/T0YGxsDK+++irq9XrLjtA8Ra7CgEKbBzwQierpSc4bpDND2NwqSiFF53EKYvdT+ziweCIt53nSVtGn5gXRZ4GzO46V70ijvNBfFZwuWNnf/v5+hBBa1jp0MZL19fT0xAOmWZ/nWMmy7IzS0Ta0AwbO/6lyrqsky7LbWZZ9OMuyDwP4m2gI4/8J4CcAfC7LshsAPtf8DgAfB3Cj+fcpAD9/bivQaurExonZ4ojABa8/63Urs7j/LqXBU0gi735tQ15fWFLCNYVg+Ly7jlILk46GfRK5m4jXPfeITwjtn5vc/u48JaS00D8+l+q3lt7eXgwPD0dEzMWilGvM1xP4d3JyEk98Pzk5iVvQmYO8Wq2it7e3ZQuy0kFp7sKMNCBa3t7ejqfq7OzsYGtrKx5ywKyLVBQA8Morr+D5559P8orTVQXQ3t4e/vRP/xS/93u/13IoBK2NFOChMkshUx8LH6PUvEjRIsX7KWWudZGGaiVw3Lwunz++YOzzUQFBql699+TkJK6DkFbeDx5Hx6P0WD8VD8GMvpfonHsImGmTvKUbypyueeVpfdzfBuBulmX3AXwCwK80r/8KgO9tfv4EgF/NGuXPAIyEEGbOq5iaSwdGNZIKXBekKVTpgtSFK5COHOD9eo33tdOErjVTgihPsOUJfme4VBuVQUgzn4ApWqfelzehtThC0+upPrkVk2q71+9914yC3j91maT6SjTKiVkoNPJtM08IUd7o6Cj6+voielK68nk9UUbby12SXKgiYmPfj46OYmbDgYEBTExMYGJiIqaF5cTPo4nSlL8xbW2xWMTo6CgmJibQ39+Pnp6e2JbU+Hl9zmupcXJXlz6X8gk7X/E5twzVlaLvc14nfVI0UoHtRcGO9k/bps8fHh7GzJOlUqnlPu0L88LzWSpO8puGA/Jcy3K5jHK5jN7e3hbLgIpC0/kqP+SVp/Vx/wCAX29+nsqybLH5eQnAVPPzcwAeyjOPmtcW5RpCCJ9CA5GfEVA+wEpkdUGkBITWoYPi9Uk7WiZFSuvxug+89QdAq0nlSsURajvB6s+l3qd95TW9zjb75Eq5I7QPKeXA5/S60y3LsjPIgb/lTSz/TYWy5iZvt9lC35Wij064FP8Ui0UsLi7Gd2nUjZuzKuiAhtUyMDAQT8ZhbnOazZrkqqurC8PDw5iamsKNGzdaXBtOF+U5FzAhNHZKXrt2DWtraxHdn5ycxLUAhqn5c+471r44z/sYkx7eJvWp673+n/V5FIaPl/IGn1EAoCUFkM77PcUz/MzUA8xLov3UdtLPrbwFnIajMh0E6+eu3mKxiO3tbQBoQd96KEleX7Q8seAOIRQBfA+An0wQJwshPJV3PcuyzwD4DAB0dXVlLrTdPPVBSwlkMqbGv0r743M+8XzxMbVCnjfwPqAudP15b4fXqSXFrN5v/d0H3BeG/P1adGJqvTqB9Dmno9LA6ZPXfraRY+CTn3ygPsTUJHbF6MpLEaXm+eA4Hx4exi35epqKm+GFQqElLwpR0dbWVvR/DwwMRHcEjzsbGhrC/Px8RNejo6OYn5/HnTt3MDU1hW/91m89IyB1DqTGqqenBx/60Iews7ODt956K+7UzKORjq27Plwou5J0oeo+bo879vHO4wGfP+o/d77KA06sn0LUeT01R1Pt5HjW640Ipf39/YiOdQcv267oX3lPM20CpyGKzP/N3bN6fF4qI6HKrlR5GlfJxwG8lWVZtfm9GpoukOb/5eb1eQDX5LmrzWttS0q4AWcXBlOoME8zpwQ+n1XN7+3wyc6Bcubz+lJ1pUxBb4v2TX2ArgBSQjxvocmf1/elIk9YFI270MhzpaQU7JP8ru3wa2wL60iNaWp8nWZujvs99Xq9ZcERSB9kwDqItNguxoWzLka8cBKvrKzEqBgegnD79u0YFjg7O4tqtZorzFLjxu/d3d0xRzcPaEitQ3gfUvWxP0pvLe0AjN6j7df7lYdTwMjBgVtXOl5eb+q3PKGdN1dZFxd7i8UixsbG4oKl0kz5UkMUnVZU4KoYafXx0O3Dw8OWI//4nvMWKJ9GcP8gTt0kAPC7AD7Z/PxJAL8j138oNMq3ANjMTl0quUUHtKWBiUF2tKCDlCes/dkU4/J9LjhTgvA84dIO/er97Uo7FOPCt91EVMbRxSv9TSeDr+jzT32gjoC8b46kUgpE61EE7nW4ktX68hQTJ5Oaq5pHxSegjgc3X+iWeFWSg4OD8ffd3d0ovAuFRsKr119/vSU1K5NJAYjZAQHgYx/7GKampuJ399fmgRalQ6FQwCuvvILR0VGMjo6e4TM+q7m52/GiLwimQI/Xq21LLSj6dQU0ruS97eynFp1rGmmkaFjrcF5KFVV4BwcHODo6ipkV9X3kKXWjqKXO39img4ODuF+APMw9Bfv7+y2ZKB3gtCtPJLhDCAMAvgPAb8vlnwHwHSGEOwC+vfkdAP4AwPsAZgH8JwD/5Ene4QhX3p1EZjoZObDKRM54jla0fh0UbYszcIqZ3bRrJ2zzkKejRL2Hk9NpkKpHmSiluNRqyKtTx0GtDaeNT1h/nrRJ0cIndwqJOS01Z7hO/nZmMZFxXt2O8liHhoP5+JVKJQwPD0fUpP1mNMLIyAgmJiZQKBTi6fG8zuOu1tbWUK/Xsba21rLQxTF0JciJ79YlC904pVIpmvikgYZspkxw8o4DJF3g9PnBa75GkeJlHTe2I4WEgdbF5BSw8vqeZI6mrnvgQwinu3lpge3v78eTkZQPCoVCywk2HAvmJtF56GPmY5oS0uehbeAJfdxZlu0CGLNra2hEmfi9GYAffZJ6tag/UX1d+rsLVEfoKRSbhwKd6fIQsNevz/t9KiCccVKf/Zr72h1Nent4D80snyy+4JvqZ0rBpSacCmhnuhBOz1D0+lTx6u7EFL15j/dThYS3y4v2Wf2eKpyIllMTxoWmFuZSZpRLpVKJeV+Y4W97exsLCwsoFovIslNzeW9vD6+88koU0qurqyiVSjg4OIi7OJmsiOFjLgRTPF+vN1LK7u/v44UXXgDQ2NSztLSEEBo5x5mGFDj13aeUlvbTQ0XzBKLOoxSfkO90zFPALDWmqpwcYLDvDmJUAaqS0nwtbI+32XnIv7P+vb29ls1S7GdfX1/LphylF/mRY5A3x1NKL1Uu1M5Jn0x56I3353UuL4pBn0sxkTNqimlTgtQFozKNKhtvR6rNjiT9Pam2p9wLQGv+A2eIlO9d79XxyKOz16cCj3W4q0vrUxqnzMW80o6ptU3qEiJ93Tqj0NWFS46htpf92N7ejmc61mq1iNC5Df/w8BDVajWGgFEQn5ycYG5uDoVC49iqg4MD3Lt3L8Z93759G2+88QY2NjZQKBQwNTV1hg4p4VOvN452Oz4+xuTkJDY3N/Hee+9F4cst2o4qlVbsG+tPoeg8hZ66pojZ57TyuX73een+Xh8/9t/5wetW5c3fde64ktbka9pmB3m62Yb/eTgCE5Y5n+Yh6Tzh3a5cGMGtvs6UoAHSwiE10VNMxuKCT5/PUw4pH6y2u16vn/GreR3KMG4q6n2KMrS93pcU6k9ZAdpOfY/S25WVvjMPfZ7HXPoeTiCnt7Yjrz5HRCl65d3vdNNndTIeHx9jcHAwrvYzi5v2nUiVOb9JU/7GjUHqG+/t7Y33TE1NoVAooFaroVgsolgsxgiESqWCBw8exPzOh4eHGB8fPyPEUiXLMiwuLmJ1dRWLi4sYHBxsEfC6vdp52S2YlEmfGu+UUk39ljd2PodT6xzentR85W8OnqjQeD0VZeaC2H9X+ui8YDs08oa8wXUObeuT8Ot5dEyVCyO4taPuN3Zhlyop1JiHvB2Fpu51oeZIkddS7gFPranPu/bXNunndhaD3qO+utR9Okk9qF+fbWelOFrxZ1Pj5khOacH7POzMx8Tp5uPkPOICwfugk9uVGk+gTyHtPP6jkFekeXh4GFOAMrc3lUNfX1/MB14qlXDz5k2EcHqE2sbGBoaGhrC8vIzr16+3tN2tMAoj5ic5ODjAW2+9Fc/RTCktKkqlo9M8JTx1XBl1kQIeymPKmymAoS5RH3t3c3j78gS8PpfiDeUP8mbKBavPqDLQ8fCFZE3OxvWhlALMs8TPW4j2cuEEt06WFCFduDojan36p8TzAWsnXPVd+psTNuWb53/3PxOV8btGO2jbvc0pGuj7vc+p6BHtZ4quTpOUQM8TpC7w3GVEIUB6qG+ebUn5X8/jA7bT+5miW8pcTSExdzOpsKKQ5me2WV0tDAHMssZhwPfv38fm5mYMA1teXsbx8XHM7MdDm5m0f29vL26Lr9frMVWrnkbf1dUVF8MYWrayshLjjpUWqfmhQkOVk4+ng4J26JpjqguLapEqDXU+6DirwFQw5O3LE3YuO/wdXrcrOV/n0L7kAS+njfJbSolqu/zZJykXRnC7wMtDDPo5hbBSWi7FEJx87QQ+v+s78gYwT6BrWxypOMPq+704MnCloG2kkNT2O/3y3u1tzlN+PqFTDA6c3ayhMdAq+PU5VYCptuYJkpRLQVG/3u985LThhh81u9264KYJpTkXHnt7ezE0NIRSqYSJiQlsbW2hVqvh5OQEi4uLWF9fj+/Y2tqKvmqmp33rrbfw5ptvYmBgIParWq1iZmYm9oXKZWpqChsbG+ju7o5Jttzt6GOqtHY3hQtILc7rzh+6wJ4HGvIATUrpAsidp9pG50+CI30nFQuv5YGS1BzUdvpaQ0pWaDsd0LlS0Drd2sgrF0Zw5wkNfvff22l9rTOFBvMY2evW5/JQmwt6rye1cOhtcNSpbUsh+BTTOu3OE2apVW1tQx7q1WQ6rCuFWNoJC78vNW7adzebU8+psvK+Om30e+oZVUIplxDrUcHuCpQCeW9vD6urqygUChgaGsLm5iaWl5djwiEAUVjv7e2hVquhXC7j4OAAy8vLmJycjFvZ5+fnMTw8jFKpFNvHOOBCodCSYtSVuNJXx57CTGmeEqhKC1e6pI/SJvWMK12lF9/L5EtahwMHrasdL6rAZJv1mRSvnidP9LrLCu2T3+e/sS617BgKealOwHH/lA64mzYpoeOCs90A8PeUBkzVxXdqW3yiOtPoO/J+1z48icmUmhjsm0YOpCaZP6P1OVpxJefoyumi1/nZUbPTl4zq97CkXCa8ngrlS7XThRef1z6mUv7qwlZKUSuK93u1r0xaxERDlUoFu7u7cTMOF7R0AbFer6NcLuP69euo1WoolUrY3d0FAKyursbNIX19fQBOww/39vZa8o+fN/68x3naNzrpPSqkld+cN/ld6a3j6S40PVignSB0evuajadV1b47P7INOl4O0vR6HgrO82W3+6wLmETZWXY2fLVduTCCu50rQEsKrbIoMdoh0jzNqoPm73GU4QzlDOco2pFAiklSZlLeYotOKF0USvkp9Z2KElSheBuVNqxXhZy7fZRGLnS9P+eZvX5d72/nq9VrOk6u/FP08bbrWHhf8wBDStgTRZZKJYTQSA7FLfI85FfbWSwWsbOzg/feew/r6+vxkNr19XXs7+9jbm4OKysrKJfL8fg1rYeF/Tf3BAAADtxJREFUyM37qW1NzTkXsOyD846PgS40+9hzDPV9Pr66WOjKUJWavs952dNS+Pz1ueRjqovo7eRHai2rHQ+nQITKKn6mQm+nKFgujODWktI2KeSgQiol/Lhok2K4FBp0IZCHNF3Aps7383c6Q/mg8fmUMHcGdLo40vGJoOhGaeCKwGmvn33SpepypJL3TIopdSLqn4+RM7XTWHnCxy7VdkdL/s48q0GLvltRnE7Iq1evxjMLt7a2InLWydzb24v+/v6WwwXef/99jI+PI4SAg4MDvP3223j8+DFKpVLM983YYT1RXMczz3r1PiuKdsFJ/iRNlC9Yh1smTs+UYksJPeUdr4PPthsXFY6p8WK72WfnJedt7b/GwbONnmdE6a5t99xIuoirrhvvT6pcGMGdp2V8AHwwHN3xdxLF0ZPW4z4wXtc2pZCxIzDX/ryepwj8XlcaysQpmhBdqCBUZk8hB9JIkXnKf96uD44c3LXlCtf7leq7Ci4veUrE/bBKI35m2JrW6+4476cKAj7L9zj9lN6pcdAsgpOTk+jq6sLdu3fR09MTfZi9vb3o7e2NoYilUgnXrl1Df38/CoUC5ufnYwpQvpcpY3d3d7GyshIPmqhWqzHiJCW0UmsRbKuPq9O83dxzBZ0CDi6Unfd1fHQMVWC2e87HQsfcAYErEeUL7Z+vTSmPO6jyOp0ftC9K29QGudQcSZULI7iB1sUon5SO/vwZIJ8J2jGkC0wlcEpjOxPyHee5KFJ1uJLwa/pbaoFOv6cWlEibPAbRPqaEM9+dJ/BSjJYS0nn9dGWZx7RaT57AdoGSF2KZGgd9R16Mcp6i9XrZJt05t7a2hqWlpTOCrFA4Pc6sUGjkPnn06FE8A3NzcxNZ1nCpzMzMtBy8UK838pxMT09jaGgIi4uLceOQj6G2rR3dnZZ+3d1Pfl3fk2fRutJPjUVqbFJCMq+fmgAqlSc8j8e8HqePg4cUuOL46rF5zu9581/br+9PlQsjuFPIUgc5pblc03lH3fxXjehaXd/nhM2bpPzu5+T54inb7ijO+6lt1Pq9uFJop9X1fr1H6aCKwH3zKWvFNxi5IEjRknRJKTKWlPWT6oMLA7Zb6UezVhfS1NRP0ZVjmbduonzQLue756Ko1+sxgyBpd3x8HHOAM+l+rVZDf38/NjY2cHJygt7eXkxNTWF/fx9XrlxBtVrFxsYGQgjxZHoeUMwDAFQpsK8eg+5ClKDDaaH84P3XuZEHnlyZpniM97mLKY+XdT3HeTD1TDtL0AGQ86q2R9+nfWA9SicHAO3mtPJrSpnklQsjuF3D6nWdiDqozkxOHJ1geQJGi7/fCe6DrIJT25OHMnSCKINo+/xZRwd5aIjFGTXFDGodOHJ/EpeFh49pe1JM6kmwUn3V9qXQSR4NUn0ETtcdUgt03vdUe3xy+wKpI3/vt9KGuSuYs0Tfube314JQd3d3oxCmcB8aGsJ7773Xcu/Y2Bjq9ToWFxexv78f2+3x6myH89J5SszpkAIb2kcHSUpLFbR8ty/Q+dzRcdLPKTDhfUqNhYMTr195rJ371PvGNAnKZ/5sHrDx9qRcQnnlafJxf9WLriZ7x9Wxr2hABaMWfd4ZxVGlviePWfQz6/DP7IO3U9uk11KLWTpRfBVc35USXiG0plvViaDv4Xd/Xt+lQi5POOehK383n3Pk7s/4RPLrjoZcSfI/35W6z4tOFkV+qT/tK83wFC20jcCp22RoaKjlpHjtJ3CaFOvg4CCicM6Jnp4eHB0dob+/H9PT0yiXy7hy5Qqee+652KaBgQGUy+W4m5Lv8Dzk2ocUvVNzwtvqwja1CK6FvMnfNQIk75ASF3SpcXTB7PzpC6ruXtNnUkeqaX+9HbrAqfRwOcJ7tW9KV35mHU8ivC8c4k4JEv5PCWcXYvrdzTP+T2nDdto1hfryFIYjjdQgatufhAZ+j9aTd36fIwAqidTClU9QIO1nUzqkaOH91jULfz5lLucVnwyO4HSC8l63xoCzk9fNXf7pyr5bIKr41c2ktE21nQfMcju6065YLMZJyw03vO/Ro0fxvYODg7h69SqWlpZign4ekUaFUC6X47Z51qeC1XmiHY/6Am9e8THQcdZx0DBFp2UqwkOLKoo84ODAKzV31XrX+/QMSS/OS37d25PieW2r8pve42OQVy4M4nbBo6d1uAmUErYuPFwDttPULpzy3uH35/3m7ztPQKfQhJue+j5tpzMyJ6oKTNJQJ0g7xZMy/XUSMjm/IyW+SxVnygecx5x5Y+J98TFIjT+L8pFnKPR7iaLZR/7u9EwpMy2KmrRdPBxYrR/Si6icgv3o6AgDAwMxhwn948vLy9je3sbIyAiOjo5QrVZj/m6eyKNHqen4sW1+UAEXc9kfnTd5C5I+N30snMbMteLuRhe4Kb7W/z5vUmOibdQxViWqv3sffNx4rwt65XWdDyl6pepI9Ufb0a5cCMSdEmLOJHlohv9d0LKQwCmkmSKsrxZzEqaQlws3/d/Ob6ft8na6UFVB6ozk72Z78/zJumDnNFSTMmXWpZg2D72zkHYuzLXuPKShjM025bWLtGZRS8sja7TdqQVx7UfqJJbUmDrd+CxNaLf8Un3kvRrKeXJygoODAxSLRRQKjTzeXV1dmJubw8TEBICGG+bo6CgeQluvn55rqO1VGqf8/n4EWMq14ALU+U/7xDp1PUXr0brVraPuQ33O6eZunnZCNu+6u9Ly1qicZxQkKW/7u/R5jTLRonPWFWa7ciEEtxIgT2jzs2tlJaA+kxLqqff6dxVKLlBSzJdSBqk2pe5N+Y79c97zOmlceKUYiNdTCXKcUfk5z/zXtqtw9vuoKJQJXXH45HAe4G9Oe49kcN5I+fB9TQFAiysgb0xV4ekZlh7y5aa8fya9nOasl+2gH3x3dzdurunt7UVfXx+mpqbi5hvGf/OkcBdA6n5QAej8pbRxMOL86v1IIXEVwvyemlP6TIr2qcU6H6sUuFAFqPfyNxe+2kZ/X5a1ZrH0w0Xy+FB5OiWEeY/mu2Ed56Ft4AK5Sli80d5pJTaJ4wt5fC4laPkbB9DNfU7MPIGftwDjjJRiAr/XF2v093bMrd856XwBiqa+0kwFtv/Gz6Rp3ndtvzKp3p9Hd++HMr8rZzfDfdFX61Vh7G3RfutvnISqdBR9+uT1/qsQd9Tl7/JzFJVXh4eHYy4THrxwcHCAk5MT9Pf3x1C/rq4uXL16Fd3d3TFPifrLdRzp8lFhkIcMtY9uFahbyhVjnnBxfskDCXlgQceDtKI1wP8p16nOO1fgzitOA7YhheJ1Xmn7tY0pXnF6OR0dFPk955XwJNL9q11CCNsAbj/rdnyVyjiA1WfdiK9S+SD3Dfhg96/Tt4tfXsiybCL1w4VwlQC4nWXZNz7rRnw1Sgjhi52+Xc7yQe5fp2+Xu1w4V0mndEqndEqntC8dwd0pndIpnXLJykUR3J951g34KpZO3y5v+SD3r9O3S1wuxOJkp3RKp3RKpzx5uSiIu1M6pVM6pVOesHQEd6d0Sqd0yiUrz1xwhxC+K4RwO4QwG0L4iWfdnqctIYRrIYQ/DiHcDCH8vxDCjzevj4YQ/iiEcKf5v9K8HkIIP9fs75dDCB99tj04v4QQukIIfxFC+P3m95dCCJ9v9uE3QwjF5vXe5vfZ5u8vPtOGn1NCCCMhhN8KIdwKIXwlhPCxD8q4hRD+RZMf3w0h/HoIoe+yjlsI4T+HEJZDCO/KtacepxDCJ5v33wkhfPJZ9OWvqzxTwR1C6ALwHwF8HMAbAH4whPDGs2zTX6IcA/iXWZa9AeBbAPxosw8/AeBzWZbdAPC55neg0dcbzb9PAfj5r32Tn7r8OICvyPd/C+Bnsyx7BUANwI80r/8IgFrz+s8277vI5dMA/jDLstcA/A00+njpxy2E8ByAfwbgG7MsexNAF4AfwOUdt/8C4Lvs2lONUwhhFMBPA/hmAH8LwE9T2F/K4ttGv5Z/AD4G4LPy/ScB/OSzbNNfQ59+B8B3oLETdKZ5bQaNTUYA8AsAflDuj/ddxD8AV9GYGH8PwO8DCGjsSuv2MQTwWQAfa37ubt4XnnUfcvo1DOCet++DMG4AngPwEMBocxx+H8Dfv8zjBuBFAO/+ZccJwA8C+AW53nLfZft71q4SMhjLo+a1S1maJuZHAHwewFSWZYvNn5YATDU/X7Y+/wcA/woAk4WMAdjIsowZlrT9sW/N3zeb91/E8hKAFQC/3HQD/WIIYQAfgHHLsmwewL8D8ADAIhrj8Of4YIwby9OO06UZvycpz1pwf2BKCGEQwP8A8M+zLNvS37KGir90cZchhH8AYDnLsj9/1m35KpRuAB8F8PNZln0EwC5OzW0Al3rcKgA+gYZyugJgAGddDR+YclnH6a9SnrXgngdwTb5fbV67VCWE0IOG0P61LMt+u3m5GkKYaf4+A2C5ef0y9flvA/ieEMIcgN9Aw13yaQAjIQTmudH2x741fx8GsPa1bPBTlEcAHmVZ9vnm999CQ5B/EMbt2wHcy7JsJcuyIwC/jcZYfhDGjeVpx+kyjd+55VkL7v8L4EZztbuIxgLK7z7jNj1VCY0cjL8E4CtZlv17+el3AXDl+pNo+L55/Yeaq9/fAmBTTL4LVbIs+8ksy65mWfYiGmPzf7Is+4cA/hjA9zVv876xz9/XvP9CIqEsy5YAPAwhfF3z0rcBuIkPwLih4SL5lhBCf5M/2bdLP25SnnacPgvgO0MIlaZF8p3Na5ezPGsnO4DvBvAegLsA/vWzbs9fov3fioaZ9mUAX2r+fTcaPsLPAbgD4H8DGG3eH9CIpLkL4B00Vv6feT+eoJ9/F8DvNz9fB/AFALMA/juA3ub1vub32ebv1591u8/p04cBfLE5dv8LQOWDMm4A/g2AWwDeBfBfAfRe1nED8Oto+OqP0LCUfuQvM04A/nGzj7MAfvhZ9+uv8tfZ8t4pndIpnXLJyrN2lXRKp3RKp3TKU5aO4O6UTumUTrlkpSO4O6VTOqVTLlnpCO5O6ZRO6ZRLVjqCu1M6pVM65ZKVjuDulE7plE65ZKUjuDulUzqlUy5Z+f/n7CU2YvP/QgAAAABJRU5ErkJggg==\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Para convertir la imagen a escala de grises, recorreremos cada pixel de la matrix\n",
+ "# y tomaremos la intensidad de cada uno de los indices RGB en cada uno de los pixels\n",
+ "# para luego tomar el promedio y asignarlo a la matriz imageGris\n",
+ "\n",
+ "for i in range(h):\n",
+ " for j in range(w):\n",
+ " imageGris[i,j] = (image[i,j,0]+image[i,j,1]+image[i,j,2])/3\n",
+ "plt.imshow(imageGris[:,:], cmap='gray')\n",
+ "print(imageGris.shape)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "`pyplot.figure` crea una nueva figura con los atributos dados en los parámetros, donde **figsize** define el tamaño de la figura en pulgadas."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.image.AxesImage at 0x7fb72a691780>"
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 1080x1080 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig = plt.figure(figsize=(15,15))\n",
+ "ax1 = fig.add_subplot(2,2,1)\n",
+ "ax1.imshow(image)\n",
+ "ax2 = fig.add_subplot(2,2,2)\n",
+ "ax2.imshow(imageGris)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.\n"
+ ]
+ }
+ ],
+ "source": [
+ "#guardamos la imagen generada en escala de grises\n",
+ "\n",
+ "io.imsave(\"./data/zapatocaImage_escala_de_grises.png\",imageGris)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Recorte un sector de la imagen conteniendo una estrella individual y ajuste una\n",
+ "gaussiana 2D simétrica a la imagen de la estrella por mÃnimos cuadrados, incluyendo\n",
+ "una constante aditiva (el cielo \"vacio\" brilla).\n",
+ "\n",
+ "## 3. ¿Cómo recortar una imagen? Para recortar una imagen vamos a tratar a esta como una matriz, para ello emplearemos indexación de Numpy, de donde escogeremos las filas y columnas que deseemos recortar de la imagen.\n",
+ "\n",
+ "Planteando algo como lo siguiente: imagen[fila inicial : fila final, columna inicial : columna final]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(15, 15)\n",
+ "(15, 15)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Recortemos la imagen\n",
+ "\n",
+ "imagen_recortada = imageGris[310:325,620:635]\n",
+ "\n",
+ "print(imagen_recortada.shape)\n",
+ "\n",
+ "#copia_Blanco_Negro = np.copy(imagen_recortada)\n",
+ "\n",
+ "plt.imshow(imagen_recortada, cmap=\"gray\")\n",
+ "copia_Blanco_Negro = np.copy(imagen_recortada)\n",
+ "print(imagen_recortada.shape)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.\n"
+ ]
+ }
+ ],
+ "source": [
+ "io.imsave(\"./data/zapatocaRecortada.png\",imagen_recortada)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se crea una gaussiana\n",
+ "def gauss2D(p,x,y):\n",
+ " exponente = -((x-p[0])**2 + (y-p[1])**2) / (2*p[2]**2)\n",
+ " z = p[3] * np.exp(exponente) + p[4]\n",
+ " return z"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se define el error que devuelve un array en 1 D\n",
+ "\n",
+ "def Error(p,x,y,z):\n",
+ " \n",
+ " ymodel=gauss2D(p,x,y)\n",
+ "# ymodel=gaussvec(p,x,y)\n",
+ " error=ymodel-z\n",
+ " return error.reshape(-1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se toman los parametros iniciales\n",
+ "\n",
+ "# x0 y0 c, a , b\n",
+ "p0=[12,12,10,1,0]\n",
+ "\n",
+ "#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel\n",
+ "x=np.arange(0,15,1)\n",
+ "y=np.arange(0,15,1)\n",
+ "yy,xx=np.meshgrid(x,y)\n",
+ "\n",
+ "# Se realiza la optimizacion por minimos cuadrados\n",
+ "best,suss=leastsq(Error,p0,args=(xx,yy,copia_Blanco_Negro))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'Imagen')"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 720x432 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "#Se verifica que se ajusto correctamente la gaussiana\n",
+ "fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))\n",
+ "\n",
+ "ax1.imshow(gauss2D(best,xx,yy),cmap='gray')\n",
+ "ax1.set_title('Gaussiana')\n",
+ "\n",
+ "ax2.imshow(copia_Blanco_Negro,cmap='gray')\n",
+ "ax2.set_title('Imagen')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 4. Histograma de la imagen\n",
+ "\n",
+ "Los histogramas son distribuciones que describen la frecuencia con las que se presentan los valores de intensidad *(pixeles)* de una imagen. Tomando como ejemplo una imagen tÃpica a escala de grises de $8$ bits el histograma adoptará valores comprendidos entre $0$ y $255$ ya que $2^{8}=256$. Cada valor del histograma contiene el numero de pixeles correspondientes a esa intensidad.\n",
+ "\n",
+ "Evidentemente el histograma no proporciona información acerca del origen de los pixeles que lo conforman. Esto significa que se pierde la informacion de la relación espacial que tenian los pixeles en la imagen, por lo que resulta imposible reconstruir una imagen a partir de su histograma.\n",
+ "\n",
+ "### El histograma muestra importantes caracteristicas de una imagen:\n",
+ "\n",
+ "Por ejemplo el contraste y el rango dinamico, los cuales son problemas atribuidos a la captación de la imagen que es necesario resolver para que puedan ser analizados con mejor claridad propiedades de la imagen en bloques de procesamiento posterior; los errores de iluminación son reconocidos en el histograma, por lo que la region final o inicial de la escala de intensidad no es utilizada, mientras que las otras regiones del histograma son ocupadas por valores de intensidad de pixeles\n",
+ "\n",
+ "Como contraste se entiende el campo de valores de intensidad de una imagen concreta que son utilizados, es decir, una imagen con contraste completo utiliza un intervalo completo de niveles de intensidad definidos para la imagen y bajo el termino de dinámica se entiende el número de pixeles diferentes que son utilizados en la imagen. El caso ideal resulta cuando es utilizado el rango completo de valores de intensidad disponibles, utilizando asi su maximo rango dinamico. Una dinamica alta representa una ventaja ya que se reduce el riesgo de perder calidad a traves de las siguientes etapas del procesamiento. Por esta razon las camaras digitales y los escaner profesionales tienen una resolucion mayor a los 8 bits, normalmente de 12 a 14 bits, aunque los elementos de despliegue tengan resoluciones normales con 256 valores de intensidad."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXMAAAD4CAYAAAAeugY9AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAAMIklEQVR4nO3dXYxcBRnG8eexCygfEbCTphbiVkNIGi6k2SgK4QJQoRqLCRclAavB7I0oGI1ZwgVcqlGiJoRkhWpVAheAoZGoIEKIiVanpUDbFcuX0FroEBIgXliQ14s5G9ZxZ3bnnDMz23f+v2Szs7Nn57zn9Ow/s/PR44gQAODY9p5RDwAAqI6YA0ACxBwAEiDmAJAAMQeABCaGubLVq1fH5OTkMFcJAMe8Xbt2vRoRjV7LDDXmk5OTajabw1wlABzzbP9jqWV4mAUAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYYqcmZB0Y9ApACMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYAkAAxB4AEiDkAJEDMASABYg4ACRBzAEiAmANAAkvG3PY220ds711w3em2H7J9oPh82mDHBAD0spx75j+TdGnHdTOSHo6IsyQ9XHwNABiRJWMeEY9Jeq3j6s2StheXt0u6vN6xAAD9KPuY+ZqIOFxcflnSmprmAQCUUPkJ0IgISdHt+7anbTdtN1utVtXV4RjF6eGAwSob81dsr5Wk4vORbgtGxGxETEXEVKPRKLk6AEAvZWO+Q9LW4vJWSffXMw4AoIzlvDTxLkl/knS27YO2r5H0HUmfsn1A0iXF1wCAEZlYaoGIuLLLty6ueRYAQEm8AxQAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYAkAAxB4AEiDkAJEDMASABYg4ACRBzAEiAmANAAsQcABIg5gCQADEHgASIOQAkQMwBIAFiDgAJEHMASICYA0ACxBwAEiDmAJAAMQeABIg5ACRAzAEggUoxt/0N2/ts77V9l+331jUYAGD5Ssfc9jpJX5c0FRHnSFolaUtdgwEAlq/qwywTkt5ne0LSiZL+WX0kAEC/Ssc8Ig5J+r6kFyUdlvR6RDzYuZztadtN281Wq1V+UqQwOfPAqEcAUqryMMtpkjZLWi/pg5JOsn1V53IRMRsRUxEx1Wg0yk8KAOiqysMsl0h6PiJaEfGWpPskfbKesQAA/agS8xclnWf7RNuWdLGkuXrGAgD0o8pj5jsl3SNpt6SnituarWkuAEAfJqr8cETcJOmmmmYBAJTEO0ABIAFiDgAJEHMASICYA0ACxBwAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYYmoWnjFvu6eM4zRywPMQcABIg5gCQADEHgASIOQAkQMwBIAFiDgAJEHMASICYA0ACxBwAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIoFLMbZ9q+x7bf7M9Z/sTdQ0GAFi+iYo//yNJv42IK2wfL+nEGmYCAPSpdMxtv1/ShZK+JEkRcVTS0XrGAgD0o8rDLOsltST91Pbjtm+3fVLnQranbTdtN1utVoXV4VgzOfNAz9O+cUo4oD5VYj4haaOk2yLiXEn/kjTTuVBEzEbEVERMNRqNCqsDAHRTJeYHJR2MiJ3F1/eoHXcAwJCVjnlEvCzpJdtnF1ddLGl/LVMBAPpS9dUsX5N0Z/FKluckfbn6SACAflWKeUTskTRVzygAgLJ4BygAJEDMASABYg4ACRBzAEiAmANAAsQcABIg5gCQADEHgASIOQAkQMwBIAFiDgAJEHMASICYA0ACxBwj18/p4zpPRcep54A2Yg4ACRBzAEiAmANAAsQcABIg5gCQADEHgASIOQAkQMwBIAFiDgAJEHMASICYA0ACxBwAEiDmAJAAMQeABCrH3PYq24/b/nUdAwEA+lfHPfPrJM3VcDsAgJIqxdz2GZI+K+n2esYBAJRR9Z75DyV9W9I73RawPW27abvZarUqrg7jarEzCnU7y9BSy3J2ImRUOua2PyfpSETs6rVcRMxGxFRETDUajbKrAwD0UOWe+fmSPm/7BUl3S7rI9i9rmQoA0JfSMY+IGyLijIiYlLRF0h8i4qraJgMALBuvMweABCbquJGIeFTSo3XcFgCgf9wzB4AEiDkAJEDMASABYg4ACRBzAEiAmANAAsQcABIg5gCQADEHgASIOQAkQMwBIAFiDgAJEHMASICYoxZ1npZt/ueXezv9LL8SThm3EmaYt5JmQVvZfxNiDgAJEHMASICYA0ACxBwAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYAkAAxB4AEiDkAJFA65rbPtP2I7f2299m+rs7BAADLN1HhZ9+W9M2I2G37FEm7bD8UEftrmg0AsEyl75lHxOGI2F1cflPSnKR1dQ0GAFi+Wh4ztz0p6VxJOxf53rTtpu1mq9WqY3VYoeo6XVwdt1HmFHK9Tn036G2r+/Rtozwd3Eo6FV1ds6ykbeqmcsxtnyzpXknXR8Qbnd+PiNmImIqIqUajUXV1AIBFVIq57ePUDvmdEXFfPSMBAPpV5dUslnSHpLmIuKW+kQAA/apyz/x8SVdLusj2nuJjU01zAQD6UPqliRHxR0mucRYAQEm8AxQAEiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYAkAAxB4AEiDkAJEDMASABYo5KVvrptMrM13n6uM5T0XX7XGZ93ZZf6jaXM0uZ9ZaZr4xe2zQIZU4juNRyZedd7N+s6m1KxBwAUiDmAJAAMQeABIg5ACRAzAEgAWIOAAkQcwBIgJgDQALEHAASIOYAkAAxB4AEiDkAJEDMASABYg4ACRBzAEigUsxtX2r7advP2J6paygAQH9Kx9z2Kkm3SrpM0gZJV9reUNdgAIDlq3LP/GOSnomI5yLiqKS7JW2uZywAQD8cEeV+0L5C0qUR8ZXi66slfTwiru1YblrSdPHlOZL2lh83hdWSXh31ECsA+6GN/cA+mNdrP3woIhq9fnii/nn+V0TMSpqVJNvNiJga9DpXMvZBG/uhjf3APphXdT9UeZjlkKQzF3x9RnEdAGDIqsT8r5LOsr3e9vGStkjaUc9YAIB+lH6YJSLetn2tpN9JWiVpW0TsW+LHZsuuLxH2QRv7oY39wD6YV2k/lH4CFACwcvAOUABIgJgDQAJDifk4v+3f9gu2n7K9x3azuO502w/ZPlB8Pm3Uc9bN9jbbR2zvXXDdotvtth8Xx8eTtjeObvL6dNkHN9s+VBwPe2xvWvC9G4p98LTtz4xm6vrZPtP2I7b3295n+7ri+rE5Hnrsg/qOh4gY6IfaT44+K+nDko6X9ISkDYNe70r5kPSCpNUd131P0kxxeUbSd0c95wC2+0JJGyXtXWq7JW2S9BtJlnSepJ2jnn+A++BmSd9aZNkNxe/GCZLWF78zq0a9DTXth7WSNhaXT5H092J7x+Z46LEPajsehnHPnLf9/7/NkrYXl7dLunx0owxGRDwm6bWOq7tt92ZJP4+2P0s61fbaoQw6QF32QTebJd0dEf+OiOclPaP2784xLyIOR8Tu4vKbkuYkrdMYHQ899kE3fR8Pw4j5OkkvLfj6oHpvRDYh6UHbu4r/2kCS1kTE4eLyy5LWjGa0oeu23eN2jFxbPHywbcFDbGOxD2xPSjpX0k6N6fHQsQ+kmo4HngAdvAsiYqPa/7vkV21fuPCb0f6bauxeHzqu2y3pNkkfkfRRSYcl/WCk0wyR7ZMl3Svp+oh4Y+H3xuV4WGQf1HY8DCPmY/22/4g4VHw+IulXav+p9Mr8n43F5yOjm3Coum332BwjEfFKRPwnIt6R9BO9+6dz6n1g+zi1I3ZnRNxXXD1Wx8Ni+6DO42EYMR/bt/3bPsn2KfOXJX1a7f81coekrcViWyXdP5oJh67bdu+Q9MXiVQznSXp9wZ/fqXQ89vsFvfu/iO6QtMX2CbbXSzpL0l+GPd8g2LakOyTNRcQtC741NsdDt31Q6/EwpGdyN6n97O2zkm4c9TPLw/pQ+xU8TxQf++a3XdIHJD0s6YCk30s6fdSzDmDb71L7z8a31H6875pu2632qxZuLY6PpyRNjXr+Ae6DXxTb+GTxC7t2wfI3FvvgaUmXjXr+GvfDBWo/hPKkpD3Fx6ZxOh567IPajgfezg8ACfAEKAAkQMwBIAFiDgAJEHMASICYA0ACxBwAEiDmAJDAfwET717vmPao2AAAAABJRU5ErkJggg==\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "im = cv2.imread(\"./data/zapatocaRecortada.png\")\n",
+ "# Calculamos el valor medio de los canales RGB\n",
+ "vals = im.mean(axis=2).flatten()\n",
+ "# Graficamos el histograma con 255 bins\n",
+ "b, bins, patches = plt.hist(vals, 255)\n",
+ "plt.xlim([0,255])\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Tomemos una 2da estrella y hagamos el mismo tratamiento"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "(25, 15)\n",
+ "(25, 15)\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": "iVBORw0KGgoAAAANSUhEUgAAAKQAAAD4CAYAAABi+U3NAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAAsTAAALEwEAmpwYAAANC0lEQVR4nO3dQWxc1RUG4P+3E8chCZAQxQqENqjKJpumUoS6YAFCQqGb0A2CVRZI7qJIrcQm6oYu2bRdoUqpGpFFASG1EVlUQBRVot1UhAqVUEBEKBG2HBtDCE5iZ7DndOFnNLHsd47nvbw5o/k/Cc147p031/bP88x5N/fSzCCSxVCvByDSSYGUVBRISUWBlFQUSEllU5MvRtL9SD801Mz/I/1WXfB+Lu12u6GR+D87ku7zzWzNTo0GEgCGh4dL27ds2dLIOOr4BTYZgm3btpW237x50z1GXeP97rvvSts3bSqP1eLi4rptlU5HJI+Q/JTkRZLHqxxLBKgQSJLDAF4G8CSAgwCeJXmwroHJYKpyhnwYwEUz+9zMWgBeB3C0nmHJoKoSyAcAfNHx9UTx2G1IjpM8T/J8hdeSAXHHP9SY2QkAJ4DYp2wZbFXOkJMAHuz4el/xmEjXqgTyPQAHSD5EcgTAMwDO1DMsGVRd/8k2s0WSzwN4G8AwgJNm9pH3PK9o6tWw+k1dtT/vOJELCnVddCirI1Z9HTZ5xYKkeYG76667GhpNM+oKpHdBodVq1fI6EQsLC6XtIyMjpe2tVgvtdnvNM5OuZUsqCqSkokBKKgqkpKJASioKpKTS9ARdt87Y1HzIptRV+6ujDtlUjderNZe16wwpqSiQkooCKakokJKKAimpKJCSigIpqSiQkkq6wngdxVuvMBtVR1G7qUmxkZ9b5KJDZH6st1CAN9YyOkNKKgqkpKJASioKpKSiQEoqCqSkokBKKgqkpNJoYXx4eBj33ntvaZ/R0dHS9kjhNlIYr2Olh0gxuq4+3j/Oj/xclpaW3D7z8/NuH28hgMjrrEdnSElFgZRUFEhJRYGUVBRISUWBlFQUSElFgZRUGi2MDw0NuVukeUVtbyXZyDEAv7gL+AXrSEG7rqWWq2zXtpE+Ed6yLl5hvGwbvEqBJHkJwByAJQCLZna4yvFE6jhDPmZmszUcR0TvISWXqoE0AO+QfJ/k+FodOreWq3LRXQZD1T/Zj5jZJMk9AM6S/MTM3u3s0Lm13OjoqLaWk1KVzpBmNlnczgA4jeUdYkW6VmW/7G0kd6zcB/AEgAt1DUwGU5U/2WMAThc1v00AXjWzt8qeMDQ0hK1bt5Ye1JtounnzZndgkd3AIn28mmmklllX3fTatWul7d5qEkBs8u3169fdPl7d1Gufm5tbt63KXoefA/hxt88XWYvKPpKKAimpKJCSigIpqSiQkooCKakokJJKoxN0AX9yp1c4jxS0vdUxAGDXrl1un7vvvru03SucA7FCfmSC7szMTGl7pOhdVpBe4a0cEjmO9/1MT0+v/1z31UUapEBKKgqkpKJASioKpKSiQEoqCqSkokBKKo0Wxs3MLYx7Re3t27e7r7Nnzx63z9jYmNvnvvvuK233CudAbH/BSGHc+7ncuHHDPUZZQXpFZLyRWfDdPl9nSElFgZRUFEhJRYGUVBRISUWBlFQUSEml8RV0vQmgXp1x586d7uvcf//9bp/9+/e7ffbt21faHpkIHJnwGqnreTXE2Vl/ic666qbeShterVl1SOkbCqSkokBKKgqkpKJASioKpKSiQEoqCqSk0nhh3Ct8e+2RFSfqKox7fSJjiWw/F+FNFr5y5UotY4ksDX3r1q3S9oWFhdJ2Fcalb7iBJHmS5AzJCx2P7SJ5luRnxa1/PU8kIHKGfAXAkVWPHQdwzswOADhXfC1SmRvIYmeur1c9fBTAqeL+KQBP1TssGVTdvuMeM7Op4v4VLO9Zs6ZiD8RxIDaTRAZb5Q81trzT0bq7HZnZCTM7bGaHI2slymDrNpDTJPcCQHFbvpqmSFC3gTwD4Fhx/xiAN+sZjgw69z0kydcAPApgN8kJAC8CeAnAGySfA3AZwNORF4vMGN+xY0dp+z333OO+Tl1LOnvHiex1GNnHMML7vr09IgHg22+/dft89dVXbh9v5vnVq1dL28tW6nADaWbPrtP0uPdckY3SlRpJRYGUVBRISUWBlFQUSElFgZRUFEhJpfEZ497+gEtLS6Xtkb0OI0s6R/p4RfxI0buuwrhX+I4sdb137163T2Q/xG+++aa03SuulxXGdYaUVBRISUWBlFQUSElFgZRUFEhJRYGUVBqtQwL+cr/e6gqRbdjq6uPVEOs4RpMi/8gusrqF931733NZu86QkooCKakokJKKAimpKJCSigIpqSiQkooCKak0Whg3M7RaLbdPmcXFRfd1vCWHo32q7Nm3EZFVJ+oosHvfD+BPkAb834H3Oy4bh86QkooCKakokJKKAimpKJCSigIpqSiQkooCKak0Xhj39tLzlh32Vk0AgC+//NLts3v3brfP1q1bS9sjq0VEZmBHit5ewfratWvuMWZm/L0JIks6X79+vbR9fn6+tL3sQkC3W8v9luQkyQ+K/37mHUckotut5QDgD2Z2qPjv7/UOSwZVt1vLidwRVT7UPE/yv8Wf9HV3gyU5TvI8yfPeRXeRbgP5RwA/AnAIwBSA363XsXNruci+LjLYugqkmU2b2ZKZtQH8CcDD9Q5LBlVXgVzZ57DwcwAX1usrshHdbi33KMlDWN4F9hKAX9y5Icog6XZruT9382Ltdhs3b94s7XPjxo3S9q+/9j/wT01NuX0iS0N7IstCe0tYA0Bk22avqB0paF+6dMntE/nZeRcvvCJ+pcK4SJMUSElFgZRUFEhJRYGUVBRISUWBlFQanaDbbrfdyZveihJenRKI1dIiKzR4k4EjdchIvTMyidf7viOTbycnJ90+kcnN3gRdb2UL1SGlbyiQkooCKakokJKKAimpKJCSigIpqSiQkkrjhXGv8O0VXSP7C0aWLvYmmQLA9PR0afvOnev+Y8vvRQrjdXxPV69edY8RmcQ7Nzfn9vF+h1Um8OoMKakokJKKAimpKJCSigIpqSiQkooCKakokJJKo4VxwJ9NPDs7W+n5ANxlowG4K2gA/tLEkdeJLPsc2TPRK1h7FxSA2MWAhYWFyn28sWqvQ+kbCqSkokBKKgqkpKJASioKpKSiQEoqjU/Q9WpYW7ZsKW2PbC0XqaVFJqJ6W8tFJrxGdp6IbC3n1Rkjk5LLVoxYEVkZxPsdeCsCa4Ku9I3IXocPkvwHyf+R/Ijkr4rHd5E8S/Kz4tafzy/iiJwhFwG8YGYHAfwUwC9JHgRwHMA5MzsA4FzxtUglkb0Op8zsP8X9OQAfA3gAwFEAp4pupwA8dYfGKANkQx9qSO4H8BMA/wYwZmYr695dATC2znPGAYwDsUkEMtjCH2pIbgfwVwC/NrPbpo3Y8se3NT/Cde51qECKJxRIkpuxHMa/mNnfioenV7aYK279FTNFHJFP2cTyzl0fm9nvO5rOADhW3D8G4M36hyeDhl6xlOQjAP4J4EMAK9XX32D5feQbAH4A4DKAp82sdN+3kZERGxtb863m97zCeKSIHClGR/qMjo6WtkfegkSWa65j5YrIEtURdU30LTMxMYFbt26t+YuM7HX4LwDrpeDxKgMTWU1XaiQVBVJSUSAlFQVSUlEgJRUFUlJRICWVRmeMm1loNneZSGE8srpFq9Vy+3grV0SK3pHxRngXDLxllqMiK3p4hXHvYotmjEvfUCAlFQVSUlEgJRUFUlJRICUVBVJSUSAllcaXUvEK0t7s6UihOTIDO1Kg947jLRkC1Dder2AdWV46spRKZOa59zv0ZreXjUNnSElFgZRUFEhJRYGUVBRISUWBlFQUSEml8Qm6Xr0sMrm2DpFVJ7z6YGT1i6Ym8UYm6EbqnZGxROqZ3dIZUlJRICUVBVJSUSAlFQVSUlEgJRUFUlJRICWVpgvjs/Pz85c7HtoNYLbJMVTUT+PNPNYfrtfgrjF+J5E8b2aHezaADeqn8fbTWDvpT7akokBKKr0O5Ikev/5G9dN4+2ms3+vpe0iR1Xp9hhS5jQIpqfQskCSPkPyU5EWSqTd/J3mJ5IckPyB5vtfjWY3kSZIzJC90PLaL5FmSnxW3O3s5xqieBJLkMICXATwJ4CCAZ0ke7MVYNuAxMzuUtLb3CoAjqx47DuCcmR0AcK74Or1enSEfBnDRzD43sxaA1wEc7dFY+p6ZvQtg9canRwGcKu6fAvBUk2PqVq8C+QCALzq+nigey8oAvEPyfZLjvR5M0JiZTRX3rwAo34Y3iUavZfexR8xskuQeAGdJflKclfqCmRnJvqjv9eoMOQngwY6v9xWPpWRmk8XtDIDTWH7Lkd00yb0AUNzO9Hg8Ib0K5HsADpB8iOQIgGcAnOnRWEqR3EZyx8p9AE8AuFD+rBTOADhW3D8G4M0ejiWsJ3+yzWyR5PMA3gYwDOCkmX3Ui7EEjAE4Xfx75U0AXjWzt3o7pNuRfA3AowB2k5wA8CKAlwC8QfI5AJcBPN27Ecbp0qGkois1kooCKakokJKKAimpKJCSigIpqSiQksr/AeJE8fHUH0NYAAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Recortemos la imagen\n",
+ "\n",
+ "imagen_recortada = imageGris[540:565,655:670]\n",
+ "\n",
+ "print(imagen_recortada.shape)\n",
+ "\n",
+ "#copia_Blanco_Negro = np.copy(imagen_recortada)\n",
+ "\n",
+ "plt.imshow(imagen_recortada, cmap=\"gray\")\n",
+ "copia_Blanco_Negro = np.copy(imagen_recortada)\n",
+ "print(imagen_recortada.shape)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "io.imsave(\"./data/zapatocaRecortada-2.png\",imagen_recortada)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se crea una gaussiana\n",
+ "def gauss2D(p,x,y):\n",
+ " exponente = -((x-p[0])**2 + (y-p[1])**2) / (2*p[2]**2)\n",
+ " z = p[3] * np.exp(exponente) + p[4]\n",
+ " return z"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se define el error que devuelve un array en 1 D\n",
+ "\n",
+ "def Error(p,x,y,z):\n",
+ " \n",
+ " ymodel=gauss2D(p,x,y)\n",
+ "# ymodel=gaussvec(p,x,y)\n",
+ " error=ymodel-z\n",
+ " return error.reshape(-1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#Se toman los parametros iniciales\n",
+ "\n",
+ "# x0 y0 c, a , b\n",
+ "p0=[15,15,10,1,0]\n",
+ "\n",
+ "#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel\n",
+ "x=np.arange(0,15,1)\n",
+ "y=np.arange(0,25,1)\n",
+ "yy,xx=np.meshgrid(x,y)\n",
+ "\n",
+ "# Se realiza la optimizacion por minimos cuadrados\n",
+ "best,suss=leastsq(Error,p0,args=(xx,yy,copia_Blanco_Negro))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0.5, 1.0, 'Imagen')"
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 720x432 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "#Se verifica que se ajusto correctamente la gaussiana\n",
+ "fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))\n",
+ "\n",
+ "ax1.imshow(gauss2D(best,xx,yy),cmap='gray')\n",
+ "ax1.set_title('Gaussiana')\n",
+ "\n",
+ "ax2.imshow(copia_Blanco_Negro,cmap='gray')\n",
+ "ax2.set_title('Imagen')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": "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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 1 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "im = cv2.imread(\"./data/zapatocaRecortada-2.png\")\n",
+ "# calculate mean value from RGB channels and flatten to 1D array\n",
+ "vals = im.mean(axis=2).flatten()\n",
+ "# plot histogram with 255 bins\n",
+ "b, bins, patches = plt.hist(vals, 255)\n",
+ "plt.xlim([0,255])\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/Entrega.md b/Entrega.md
new file mode 100644
index 0000000..1661b50
--- /dev/null
+++ b/Entrega.md
@@ -0,0 +1,491 @@
+# Ejercicios para practicar numpy y optimización con scipy
+
+## LA-CoNGA 2021
+### Ejercicio elaborado por Eduardo E. Escalante R.
+
+## TAREA 3 (ejercicios-clase-05-datos)
+
+
+
+- Leer la imagen almacenada en la carpeta data como un array de numpy. Ese
+ array estará compuesto de 3 matrices, una tras otra, correspondiente a los
+ canales R,G,B
+
+- Combinar los 3 array para generar una versión blanco y negro de la imagen,
+ en la cual ella consiste de una sola matriz 2D. Puede usar su intuición y prueba
+ y error para combinar las 3 imágenes, explicando el procedimiento elegido. Esto
+ será más interesante que usar un comando desconocido de una biblioteca sofisticada
+ que haga las cosas como una caja negra (queremos practicar numpy)
+
+
+
+## 1. La conversión de una imagen de color a escala de grises se puede hacer de varias formas.
+
+El pixel $(1,1,1)$ representa el blanco y el $(0,0,0)$ el negro en RGB. Entonces, cuanto más grandes son los valores de los canales, más "blanco" es el pixel y viceversa.
+
+Por eso, una forma simple para hacer la conversión consiste en sacar el promedio de los canales y usar eso como la intensidad. De hecho, esto es lo que implementaremos en nuestras celdas jupyter:
+
+1. Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.
+ Las imágenes se codifican como matrices. En particular, las imágenes de intensidad o escala de grises se codifican como una matriz de dos dimensiones, donde cada número representa la intensidad de un pixel.
+ Lo que significa que cualquiera de estas matrices que generamos se puede visualizar como una matriz. Para visualizar imágenes, usamos el módulo pyplot de la librerÃa matplotlib.
+
+
+```python
+# importamos el modulo pyplot, y lo llamamos plt
+import matplotlib.pyplot as plt
+
+#el modulo matplotlib.colors nos permite transformar el espacio de color de una imagen
+#import matplotlib.colors
+
+#configuracion necesaria de pyplot para ver las imagenes en escala de grises
+plt.rcParams['image.cmap'] = 'gray'
+
+# comando jupyter para que las imagenes se muestren automaticamente
+%matplotlib inline
+
+# también importamos Numpy ya que la usaremos para crear y manipular matrices
+import numpy as np
+
+# Para leer imágenes utilizaremos el módulo io de la librerÃa skimage.
+# En ese módulo tenemos la función imread para leer imágenes de un archivo
+# (y también la función imsave para escribirlas a un archivo).
+from skimage import io
+
+
+from scipy import ndimage
+
+from scipy.optimize import leastsq
+
+import time
+
+import cv2
+# La función que nos permite visualizar matrices es imshow del modulo pyplot,
+# que invocaremos como plt.imshow, y recibe la imagen como parámetro.
+
+```
+
+## 2. Busqueda y visualización de la imagen
+
+ 2.1. Primero ubiquemos y visualicemos la imagen con la función `imshow` del modulo pyplot que nos permite visualizar matrices, que invocaremos como `plt.imshow`, y recibe la imagen como parámetro.
+ Debido a que `pyplot` intenta ajustar los colores automaticamente de una imagen, vamos a pasarle como parámetros también vmin=0,vmax=1. Estos se conocen como *keyword parameters* o *parámetros por palabra clave* de python.
+
+ 2.2. Para leer imágenes utilizaremos el módulo *io* de la librerÃa `skimage`. En ese módulo disponemos de la función `imread` para leer imágenes de un archivo (y también la función `imsave` para escribirlas a un archivo) esta función nos permite leer imagenes tanto en blanco y negro como en color.
+
+ 2.3. En este caso, tenemos tres dimensiones. La primera y segunda de tamaños 789, 1184 corresponden a la cantidad de pixels de la imagen. La última, de tamaño 3, contiene los tres canales *R (red), G (green) y B (blue)* de la imagen.
+
+Entonces cada trio $(r,g,b)$ que representa un pixel se reemplaza por su promedio $(r+g+b)/3$
+
+
+```python
+# imread lee las imagenes con los pixeles codificados como enteros
+# en el rango 0-255. Por lo que la convertiremos a flotante y en el rango 0-1
+
+image = io.imread("./data/zapatocaImage.jpeg")/255.0
+print("- Dimensiones de la imagen:")
+print(image.shape)
+plt.imshow(image)
+```
+
+ - Dimensiones de la imagen:
+ (789, 1184, 3)
+
+
+
+
+
+ <matplotlib.image.AxesImage at 0x7fb72eb8ba90>
+
+
+
+
+
+
+
+
+
+Podemos ver cada canal individualmente, como si el canal fuera una imagen en escala de grises, para ver la intensidad de cada canal.
+
+
+```python
+#Anulo los canales rojo y azul para ver solo el verde
+green=np.copy(image)
+green[:,:,0]=0
+green[:,:,2]=0
+plt.figure()
+plt.imshow(green)
+
+#Anulo los canales azul y verde para ver solo el rojo
+red=np.copy(image)
+red[:,:,1:3]=0
+plt.figure()
+plt.imshow(red)
+
+#Anulo los canales rojo y verde para ver solo el azul
+blue=np.copy(image)
+blue[:,:,0:2]=0
+plt.figure()
+plt.imshow(blue)
+```
+
+
+
+
+ <matplotlib.image.AxesImage at 0x7fb72a757358>
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+```python
+#Sacar los promedios de cada uno de los pixels que componen esta imagen
+
+h, w, c = image.shape
+
+print(h,w,c)
+```
+
+ 789 1184 3
+
+
+
+```python
+# Crearemos una matriz de las mismas dimensiones (negra al principio) para construir
+# la figura en escala de grises
+
+imageGris = np.zeros((h,w))
+
+plt.imshow(imageGris)
+```
+
+
+
+
+ <matplotlib.image.AxesImage at 0x7fb72a6f2240>
+
+
+
+
+
+
+
+
+
+
+```python
+# Para convertir la imagen a escala de grises, recorreremos cada pixel de la matrix
+# y tomaremos la intensidad de cada uno de los indices RGB en cada uno de los pixels
+# para luego tomar el promedio y asignarlo a la matriz imageGris
+
+for i in range(h):
+ for j in range(w):
+ imageGris[i,j] = (image[i,j,0]+image[i,j,1]+image[i,j,2])/3
+plt.imshow(imageGris[:,:], cmap='gray')
+print(imageGris.shape)
+```
+
+ (789, 1184)
+
+
+
+
+
+
+
+
+`pyplot.figure` crea una nueva figura con los atributos dados en los parámetros, donde **figsize** define el tamaño de la figura en pulgadas.
+
+
+```python
+fig = plt.figure(figsize=(15,15))
+ax1 = fig.add_subplot(2,2,1)
+ax1.imshow(image)
+ax2 = fig.add_subplot(2,2,2)
+ax2.imshow(imageGris)
+```
+
+
+
+
+ <matplotlib.image.AxesImage at 0x7fb72a691780>
+
+
+
+
+
+
+
+
+
+
+```python
+#guardamos la imagen generada en escala de grises
+
+io.imsave("./data/zapatocaImage_escala_de_grises.png",imageGris)
+```
+
+ Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.
+
+
+Recorte un sector de la imagen conteniendo una estrella individual y ajuste una
+gaussiana 2D simétrica a la imagen de la estrella por mÃnimos cuadrados, incluyendo
+una constante aditiva (el cielo "vacio" brilla).
+
+## 3. ¿Cómo recortar una imagen? Para recortar una imagen vamos a tratar a esta como una matriz, para ello emplearemos indexación de Numpy, de donde escogeremos las filas y columnas que deseemos recortar de la imagen.
+
+Planteando algo como lo siguiente: imagen[fila inicial : fila final, columna inicial : columna final]
+
+
+```python
+# Recortemos la imagen
+
+imagen_recortada = imageGris[310:325,620:635]
+
+print(imagen_recortada.shape)
+
+#copia_Blanco_Negro = np.copy(imagen_recortada)
+
+plt.imshow(imagen_recortada, cmap="gray")
+copia_Blanco_Negro = np.copy(imagen_recortada)
+print(imagen_recortada.shape)
+plt.show()
+```
+
+ (15, 15)
+ (15, 15)
+
+
+
+
+
+
+
+
+
+```python
+io.imsave("./data/zapatocaRecortada.png",imagen_recortada)
+```
+
+ Lossy conversion from float64 to uint8. Range [0, 1]. Convert image to uint8 prior to saving to suppress this warning.
+
+
+
+```python
+#Se crea una gaussiana
+def gauss2D(p,x,y):
+ exponente = -((x-p[0])**2 + (y-p[1])**2) / (2*p[2]**2)
+ z = p[3] * np.exp(exponente) + p[4]
+ return z
+```
+
+
+```python
+#Se define el error que devuelve un array en 1 D
+
+def Error(p,x,y,z):
+
+ ymodel=gauss2D(p,x,y)
+# ymodel=gaussvec(p,x,y)
+ error=ymodel-z
+ return error.reshape(-1)
+```
+
+
+```python
+#Se toman los parametros iniciales
+
+# x0 y0 c, a , b
+p0=[12,12,10,1,0]
+
+#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel
+x=np.arange(0,15,1)
+y=np.arange(0,15,1)
+yy,xx=np.meshgrid(x,y)
+
+# Se realiza la optimizacion por minimos cuadrados
+best,suss=leastsq(Error,p0,args=(xx,yy,copia_Blanco_Negro))
+```
+
+
+```python
+#Se verifica que se ajusto correctamente la gaussiana
+fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))
+
+ax1.imshow(gauss2D(best,xx,yy),cmap='gray')
+ax1.set_title('Gaussiana')
+
+ax2.imshow(copia_Blanco_Negro,cmap='gray')
+ax2.set_title('Imagen')
+```
+
+
+
+
+ Text(0.5, 1.0, 'Imagen')
+
+
+
+
+
+
+
+
+
+## 4. Histograma de la imagen
+
+Los histogramas son distribuciones que describen la frecuencia con las que se presentan los valores de intensidad *(pixeles)* de una imagen. Tomando como ejemplo una imagen tÃpica a escala de grises de $8$ bits el histograma adoptará valores comprendidos entre $0$ y $255$ ya que $2^{8}=256$. Cada valor del histograma contiene el numero de pixeles correspondientes a esa intensidad.
+
+Evidentemente el histograma no proporciona información acerca del origen de los pixeles que lo conforman. Esto significa que se pierde la informacion de la relación espacial que tenian los pixeles en la imagen, por lo que resulta imposible reconstruir una imagen a partir de su histograma.
+
+### El histograma muestra importantes caracteristicas de una imagen:
+
+Por ejemplo el contraste y el rango dinamico, los cuales son problemas atribuidos a la captación de la imagen que es necesario resolver para que puedan ser analizados con mejor claridad propiedades de la imagen en bloques de procesamiento posterior; los errores de iluminación son reconocidos en el histograma, por lo que la region final o inicial de la escala de intensidad no es utilizada, mientras que las otras regiones del histograma son ocupadas por valores de intensidad de pixeles
+
+Como contraste se entiende el campo de valores de intensidad de una imagen concreta que son utilizados, es decir, una imagen con contraste completo utiliza un intervalo completo de niveles de intensidad definidos para la imagen y bajo el termino de dinámica se entiende el número de pixeles diferentes que son utilizados en la imagen. El caso ideal resulta cuando es utilizado el rango completo de valores de intensidad disponibles, utilizando asi su maximo rango dinamico. Una dinamica alta representa una ventaja ya que se reduce el riesgo de perder calidad a traves de las siguientes etapas del procesamiento. Por esta razon las camaras digitales y los escaner profesionales tienen una resolucion mayor a los 8 bits, normalmente de 12 a 14 bits, aunque los elementos de despliegue tengan resoluciones normales con 256 valores de intensidad.
+
+
+```python
+im = cv2.imread("./data/zapatocaRecortada.png")
+# Calculamos el valor medio de los canales RGB
+vals = im.mean(axis=2).flatten()
+# Graficamos el histograma con 255 bins
+b, bins, patches = plt.hist(vals, 255)
+plt.xlim([0,255])
+plt.show()
+```
+
+
+
+
+
+
+
+## Tomemos una 2da estrella y hagamos el mismo tratamiento
+
+
+```python
+# Recortemos la imagen
+
+imagen_recortada = imageGris[540:565,655:670]
+
+print(imagen_recortada.shape)
+
+#copia_Blanco_Negro = np.copy(imagen_recortada)
+
+plt.imshow(imagen_recortada, cmap="gray")
+copia_Blanco_Negro = np.copy(imagen_recortada)
+print(imagen_recortada.shape)
+plt.show()
+```
+
+ (25, 15)
+ (25, 15)
+
+
+
+
+
+
+
+
+
+```python
+io.imsave("./data/zapatocaRecortada-2.png",imagen_recortada)
+```
+
+
+```python
+#Se crea una gaussiana
+def gauss2D(p,x,y):
+ exponente = -((x-p[0])**2 + (y-p[1])**2) / (2*p[2]**2)
+ z = p[3] * np.exp(exponente) + p[4]
+ return z
+```
+
+
+```python
+#Se define el error que devuelve un array en 1 D
+
+def Error(p,x,y,z):
+
+ ymodel=gauss2D(p,x,y)
+# ymodel=gaussvec(p,x,y)
+ error=ymodel-z
+ return error.reshape(-1)
+```
+
+
+```python
+#Se toman los parametros iniciales
+
+# x0 y0 c, a , b
+p0=[15,15,10,1,0]
+
+#Se crea un grilla de 15x15, correspondiente a las posiciones de cada pixel
+x=np.arange(0,15,1)
+y=np.arange(0,25,1)
+yy,xx=np.meshgrid(x,y)
+
+# Se realiza la optimizacion por minimos cuadrados
+best,suss=leastsq(Error,p0,args=(xx,yy,copia_Blanco_Negro))
+```
+
+
+```python
+#Se verifica que se ajusto correctamente la gaussiana
+fig, (ax1, ax2)=plt.subplots(1,2,figsize=(10,6))
+
+ax1.imshow(gauss2D(best,xx,yy),cmap='gray')
+ax1.set_title('Gaussiana')
+
+ax2.imshow(copia_Blanco_Negro,cmap='gray')
+ax2.set_title('Imagen')
+```
+
+
+
+
+ Text(0.5, 1.0, 'Imagen')
+
+
+
+
+
+
+
+
+
+
+```python
+im = cv2.imread("./data/zapatocaRecortada-2.png")
+# calculate mean value from RGB channels and flatten to 1D array
+vals = im.mean(axis=2).flatten()
+# plot histogram with 255 bins
+b, bins, patches = plt.hist(vals, 255)
+plt.xlim([0,255])
+plt.show()
+```
+
+
+
+
+
+
+
+
diff --git a/data/zapatocaImage_escala_de_grises.png b/data/zapatocaImage_escala_de_grises.png
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--
GitLab