8196 lines
1.3 MiB
8196 lines
1.3 MiB
<!DOCTYPE html>
|
||
|
||
<html lang="en">
|
||
<head><meta charset="utf-8"/>
|
||
<meta content="width=device-width, initial-scale=1.0" name="viewport"/>
|
||
<title>tutorial</title><script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script>
|
||
<style type="text/css">
|
||
pre { line-height: 125%; }
|
||
td.linenos .normal { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
|
||
span.linenos { color: inherit; background-color: transparent; padding-left: 5px; padding-right: 5px; }
|
||
td.linenos .special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
|
||
span.linenos.special { color: #000000; background-color: #ffffc0; padding-left: 5px; padding-right: 5px; }
|
||
.highlight .hll { background-color: var(--jp-cell-editor-active-background) }
|
||
.highlight { background: var(--jp-cell-editor-background); color: var(--jp-mirror-editor-variable-color) }
|
||
.highlight .c { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment */
|
||
.highlight .err { color: var(--jp-mirror-editor-error-color) } /* Error */
|
||
.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 .pm { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation.Marker */
|
||
.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;
|
||
}
|
||
|
||
/* tiny scrollbar */
|
||
|
||
.jp-scrollbar-tiny {
|
||
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
|
||
scrollbar-width: thin;
|
||
}
|
||
|
||
/* tiny scrollbar */
|
||
|
||
.jp-scrollbar-tiny::-webkit-scrollbar,
|
||
.jp-scrollbar-tiny::-webkit-scrollbar-corner {
|
||
background-color: transparent;
|
||
height: 4px;
|
||
width: 4px;
|
||
}
|
||
|
||
.jp-scrollbar-tiny::-webkit-scrollbar-thumb {
|
||
background: rgba(var(--jp-scrollbar-thumb-color), 0.5);
|
||
}
|
||
|
||
.jp-scrollbar-tiny::-webkit-scrollbar-track:horizontal {
|
||
border-left: 0 solid transparent;
|
||
border-right: 0 solid transparent;
|
||
}
|
||
|
||
.jp-scrollbar-tiny::-webkit-scrollbar-track:vertical {
|
||
border-top: 0 solid transparent;
|
||
border-bottom: 0 solid transparent;
|
||
}
|
||
|
||
/*
|
||
* Lumino
|
||
*/
|
||
|
||
.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.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-Widget {
|
||
box-sizing: border-box;
|
||
position: relative;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-Widget.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .lm-AccordionPanel-title {
|
||
/* Title is rotated for horizontal accordion panel using CSS */
|
||
display: block;
|
||
transform-origin: top left;
|
||
transform: rotate(-90deg) translate(-100%);
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette {
|
||
display: flex;
|
||
flex-direction: column;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-CommandPalette-search {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-content {
|
||
flex: 1 1 auto;
|
||
margin: 0;
|
||
padding: 0;
|
||
min-height: 0;
|
||
overflow: auto;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-CommandPalette-header {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.lm-CommandPalette-item {
|
||
display: flex;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-CommandPalette-itemIcon {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemContent {
|
||
flex: 1 1 auto;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-CommandPalette-itemShortcut {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemLabel {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.lm-close-icon {
|
||
border: 1px solid transparent;
|
||
background-color: transparent;
|
||
position: absolute;
|
||
z-index: 1;
|
||
right: 3%;
|
||
top: 0;
|
||
bottom: 0;
|
||
margin: auto;
|
||
padding: 7px 0;
|
||
display: none;
|
||
vertical-align: middle;
|
||
outline: 0;
|
||
cursor: pointer;
|
||
}
|
||
.lm-close-icon:after {
|
||
content: 'X';
|
||
display: block;
|
||
width: 15px;
|
||
height: 15px;
|
||
text-align: center;
|
||
color: #000;
|
||
font-weight: normal;
|
||
font-size: 12px;
|
||
cursor: pointer;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-DockPanel {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-DockPanel-widget {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-DockPanel-handle {
|
||
z-index: 2;
|
||
}
|
||
|
||
.lm-DockPanel-handle.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-DockPanel-handle:after {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
content: '';
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='horizontal'] {
|
||
cursor: ew-resize;
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='vertical'] {
|
||
cursor: ns-resize;
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='horizontal']:after {
|
||
left: 50%;
|
||
min-width: 8px;
|
||
transform: translateX(-50%);
|
||
}
|
||
|
||
.lm-DockPanel-handle[data-orientation='vertical']:after {
|
||
top: 50%;
|
||
min-height: 8px;
|
||
transform: translateY(-50%);
|
||
}
|
||
|
||
.lm-DockPanel-overlay {
|
||
z-index: 3;
|
||
box-sizing: border-box;
|
||
pointer-events: none;
|
||
}
|
||
|
||
.lm-DockPanel-overlay.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-Menu {
|
||
z-index: 10000;
|
||
position: absolute;
|
||
white-space: nowrap;
|
||
overflow-x: hidden;
|
||
overflow-y: auto;
|
||
outline: none;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-Menu-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: table;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-Menu-item {
|
||
display: table-row;
|
||
}
|
||
|
||
.lm-Menu-item.lm-mod-hidden,
|
||
.lm-Menu-item.lm-mod-collapsed {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-Menu-itemIcon,
|
||
.lm-Menu-itemSubmenuIcon {
|
||
display: table-cell;
|
||
text-align: center;
|
||
}
|
||
|
||
.lm-Menu-itemLabel {
|
||
display: table-cell;
|
||
text-align: left;
|
||
}
|
||
|
||
.lm-Menu-itemShortcut {
|
||
display: table-cell;
|
||
text-align: right;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-MenuBar {
|
||
outline: none;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-MenuBar-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: flex;
|
||
flex-direction: row;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-MenuBar-item {
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.lm-MenuBar-itemIcon,
|
||
.lm-MenuBar-itemLabel {
|
||
display: inline-block;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-ScrollBar {
|
||
display: flex;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-ScrollBar[data-orientation='horizontal'] {
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-ScrollBar[data-orientation='vertical'] {
|
||
flex-direction: column;
|
||
}
|
||
|
||
.lm-ScrollBar-button {
|
||
box-sizing: border-box;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-ScrollBar-track {
|
||
box-sizing: border-box;
|
||
position: relative;
|
||
overflow: hidden;
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.lm-ScrollBar-thumb {
|
||
box-sizing: border-box;
|
||
position: absolute;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-SplitPanel-child {
|
||
z-index: 0;
|
||
}
|
||
|
||
.lm-SplitPanel-handle {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-SplitPanel-handle.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-SplitPanel-handle:after {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
content: '';
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle {
|
||
cursor: ew-resize;
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle {
|
||
cursor: ns-resize;
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='horizontal'] > .lm-SplitPanel-handle:after {
|
||
left: 50%;
|
||
min-width: 8px;
|
||
transform: translateX(-50%);
|
||
}
|
||
|
||
.lm-SplitPanel[data-orientation='vertical'] > .lm-SplitPanel-handle:after {
|
||
top: 50%;
|
||
min-height: 8px;
|
||
transform: translateY(-50%);
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabBar {
|
||
display: flex;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='horizontal'] {
|
||
flex-direction: row;
|
||
align-items: flex-end;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='vertical'] {
|
||
flex-direction: column;
|
||
align-items: flex-end;
|
||
}
|
||
|
||
.lm-TabBar-content {
|
||
margin: 0;
|
||
padding: 0;
|
||
display: flex;
|
||
flex: 1 1 auto;
|
||
list-style-type: none;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='horizontal'] > .lm-TabBar-content {
|
||
flex-direction: row;
|
||
}
|
||
|
||
.lm-TabBar[data-orientation='vertical'] > .lm-TabBar-content {
|
||
flex-direction: column;
|
||
}
|
||
|
||
.lm-TabBar-tab {
|
||
display: flex;
|
||
flex-direction: row;
|
||
box-sizing: border-box;
|
||
overflow: hidden;
|
||
touch-action: none; /* Disable native Drag/Drop */
|
||
}
|
||
|
||
.lm-TabBar-tabIcon,
|
||
.lm-TabBar-tabCloseIcon {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-TabBar-tabLabel {
|
||
flex: 1 1 auto;
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.lm-TabBar-tabInput {
|
||
user-select: all;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.lm-TabBar-tab.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-TabBar-addButton.lm-mod-hidden {
|
||
display: none !important;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab {
|
||
position: relative;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging[data-orientation='horizontal'] .lm-TabBar-tab {
|
||
left: 0;
|
||
transition: left 150ms ease;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging[data-orientation='vertical'] .lm-TabBar-tab {
|
||
top: 0;
|
||
transition: top 150ms ease;
|
||
}
|
||
|
||
.lm-TabBar.lm-mod-dragging .lm-TabBar-tab.lm-mod-dragging {
|
||
transition: none;
|
||
}
|
||
|
||
.lm-TabBar-tabLabel .lm-TabBar-tabInput {
|
||
user-select: all;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
background: inherit;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabPanel-tabBar {
|
||
z-index: 1;
|
||
}
|
||
|
||
.lm-TabPanel-stackedPanel {
|
||
z-index: 0;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Collapse {
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
|
||
.jp-Collapse-header {
|
||
padding: 1px 12px;
|
||
background-color: var(--jp-layout-color1);
|
||
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
cursor: pointer;
|
||
display: flex;
|
||
align-items: center;
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
text-transform: uppercase;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-Collapser-icon {
|
||
height: 16px;
|
||
}
|
||
|
||
.jp-Collapse-header-collapsed .jp-Collapser-icon {
|
||
transform: rotate(-90deg);
|
||
margin: auto 0;
|
||
}
|
||
|
||
.jp-Collapser-title {
|
||
line-height: 25px;
|
||
}
|
||
|
||
.jp-Collapse-contents {
|
||
padding: 0 12px;
|
||
background-color: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
overflow: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* This file was auto-generated by ensureUiComponents() in @jupyterlab/buildutils */
|
||
|
||
/**
|
||
* (DEPRECATED) Support for consuming icons as CSS background images
|
||
*/
|
||
|
||
/* Icons urls */
|
||
|
||
:root {
|
||
--jp-icon-add-above: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-add-below: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-add: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDEzaC02djZoLTJ2LTZINXYtMmg2VjVoMnY2aDZ2MnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-bell: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-bug-dot: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-bug: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIj4KICAgIDxwYXRoIGQ9Ik0yMCA4aC0yLjgxYy0uNDUtLjc4LTEuMDctMS40NS0xLjgyLTEuOTZMMTcgNC40MSAxNS41OSAzbC0yLjE3IDIuMTdDMTIuOTYgNS4wNiAxMi40OSA1IDEyIDVjLS40OSAwLS45Ni4wNi0xLjQxLjE3TDguNDEgMyA3IDQuNDFsMS42MiAxLjYzQzcuODggNi41NSA3LjI2IDcuMjIgNi44MSA4SDR2MmgyLjA5Yy0uMDUuMzMtLjA5LjY2LS4wOSAxdjFINHYyaDJ2MWMwIC4zNC4wNC42Ny4wOSAxSDR2MmgyLjgxYzEuMDQgMS43OSAyLjk3IDMgNS4xOSAzczQuMTUtMS4yMSA1LjE5LTNIMjB2LTJoLTIuMDljLjA1LS4zMy4wOS0uNjYuMDktMXYtMWgydi0yaC0ydi0xYzAtLjM0LS4wNC0uNjctLjA5LTFIMjBWOHptLTYgOGgtNHYtMmg0djJ6bTAtNGgtNHYtMmg0djJ6Ii8+CiAgPC9nPgo8L3N2Zz4K);
|
||
--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,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIj4KICAgIDxwYXRoIGQ9Ik05IDE2LjE3TDQuODMgMTJsLTEuNDIgMS40MUw5IDE5IDIxIDdsLTEuNDEtMS40MXoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--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,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbi1ub25lIGpwLWljb24tc2VsZWN0YWJsZS1pbnZlcnNlIGpwLWljb24zLWhvdmVyIiBmaWxsPSJub25lIj4KICAgIDxjaXJjbGUgY3g9IjEyIiBjeT0iMTIiIHI9IjExIi8+CiAgPC9nPgoKICA8ZyBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIGpwLWljb24tYWNjZW50Mi1ob3ZlciIgZmlsbD0iIzYxNjE2MSI+CiAgICA8cGF0aCBkPSJNMTkgNi40MUwxNy41OSA1IDEyIDEwLjU5IDYuNDEgNSA1IDYuNDEgMTAuNTkgMTIgNSAxNy41OSA2LjQxIDE5IDEyIDEzLjQxIDE3LjU5IDE5IDE5IDE3LjU5IDEzLjQxIDEyeiIvPgogIDwvZz4KCiAgPGcgY2xhc3M9ImpwLWljb24tbm9uZSBqcC1pY29uLWJ1c3kiIGZpbGw9Im5vbmUiPgogICAgPGNpcmNsZSBjeD0iMTIiIGN5PSIxMiIgcj0iNyIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-code-check: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-code: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjIiIGhlaWdodD0iMjIiIHZpZXdCb3g9IjAgMCAyOCAyOCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CgkJPHBhdGggZD0iTTExLjQgMTguNkw2LjggMTRMMTEuNCA5LjRMMTAgOEw0IDE0TDEwIDIwTDExLjQgMTguNlpNMTYuNiAxOC42TDIxLjIgMTRMMTYuNiA5LjRMMTggOEwyNCAxNEwxOCAyMEwxNi42IDE4LjZWMTguNloiLz4KCTwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-collapse-all: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-console: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-copy: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMTggMTgiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTExLjksMUgzLjJDMi40LDEsMS43LDEuNywxLjcsMi41djEwLjJoMS41VjIuNWg4LjdWMXogTTE0LjEsMy45aC04Yy0wLjgsMC0xLjUsMC43LTEuNSwxLjV2MTAuMmMwLDAuOCwwLjcsMS41LDEuNSwxLjVoOCBjMC44LDAsMS41LTAuNywxLjUtMS41VjUuNEMxNS41LDQuNiwxNC45LDMuOSwxNC4xLDMuOXogTTE0LjEsMTUuNWgtOFY1LjRoOFYxNS41eiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-copyright: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-cut: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTkuNjQgNy42NGMuMjMtLjUuMzYtMS4wNS4zNi0xLjY0IDAtMi4yMS0xLjc5LTQtNC00UzIgMy43OSAyIDZzMS43OSA0IDQgNGMuNTkgMCAxLjE0LS4xMyAxLjY0LS4zNkwxMCAxMmwtMi4zNiAyLjM2QzcuMTQgMTQuMTMgNi41OSAxNCA2IDE0Yy0yLjIxIDAtNCAxLjc5LTQgNHMxLjc5IDQgNCA0IDQtMS43OSA0LTRjMC0uNTktLjEzLTEuMTQtLjM2LTEuNjRMMTIgMTRsNyA3aDN2LTFMOS42NCA3LjY0ek02IDhjLTEuMSAwLTItLjg5LTItMnMuOS0yIDItMiAyIC44OSAyIDItLjkgMi0yIDJ6bTAgMTJjLTEuMSAwLTItLjg5LTItMnMuOS0yIDItMiAyIC44OSAyIDItLjkgMi0yIDJ6bTYtNy41Yy0uMjggMC0uNS0uMjItLjUtLjVzLjIyLS41LjUtLjUuNS4yMi41LjUtLjIyLjUtLjUuNXpNMTkgM2wtNiA2IDIgMiA3LTdWM3oiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-delete: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjE2cHgiIGhlaWdodD0iMTZweCI+CiAgICA8cGF0aCBkPSJNMCAwaDI0djI0SDB6IiBmaWxsPSJub25lIiAvPgogICAgPHBhdGggY2xhc3M9ImpwLWljb24zIiBmaWxsPSIjNjI2MjYyIiBkPSJNNiAxOWMwIDEuMS45IDIgMiAyaDhjMS4xIDAgMi0uOSAyLTJWN0g2djEyek0xOSA0aC0zLjVsLTEtMWgtNWwtMSAxSDV2MmgxNFY0eiIgLz4KPC9zdmc+Cg==);
|
||
--jp-icon-download: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE5IDloLTRWM0g5djZINWw3IDcgNy03ek01IDE4djJoMTR2LTJINXoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-duplicate: url(data:image/svg+xml;base64,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);
|
||
--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-error: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KPGcgY2xhc3M9ImpwLWljb24zIiBmaWxsPSIjNjE2MTYxIj48Y2lyY2xlIGN4PSIxMiIgY3k9IjE5IiByPSIyIi8+PHBhdGggZD0iTTEwIDNoNHYxMmgtNHoiLz48L2c+CjxwYXRoIGZpbGw9Im5vbmUiIGQ9Ik0wIDBoMjR2MjRIMHoiLz4KPC9zdmc+Cg==);
|
||
--jp-icon-expand-all: url(data:image/svg+xml;base64,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);
|
||
--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-dot: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-filter-list: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEwIDE4aDR2LTJoLTR2MnpNMyA2djJoMThWNkgzem0zIDdoMTJ2LTJINnYyeiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-filter: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-folder-favorite: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-folder: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMTAgNEg0Yy0xLjEgMC0xLjk5LjktMS45OSAyTDIgMThjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY4YzAtMS4xLS45LTItMi0yaC04bC0yLTJ6Ii8+Cjwvc3ZnPgo=);
|
||
--jp-icon-home: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjRweCIgdmlld0JveD0iMCAwIDI0IDI0IiB3aWR0aD0iMjRweCIgZmlsbD0iIzAwMDAwMCI+CiAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPjxwYXRoIGNsYXNzPSJqcC1pY29uMyBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiM2MTYxNjEiIGQ9Ik0xMCAyMHYtNmg0djZoNXYtOGgzTDEyIDMgMiAxMmgzdjh6Ii8+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-info: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDUwLjk3OCA1MC45NzgiPgoJPGcgY2xhc3M9ImpwLWljb24zIiBmaWxsPSIjNjE2MTYxIj4KCQk8cGF0aCBkPSJNNDMuNTIsNy40NThDMzguNzExLDIuNjQ4LDMyLjMwNywwLDI1LjQ4OSwwQzE4LjY3LDAsMTIuMjY2LDIuNjQ4LDcuNDU4LDcuNDU4CgkJCWMtOS45NDMsOS45NDEtOS45NDMsMjYuMTE5LDAsMzYuMDYyYzQuODA5LDQuODA5LDExLjIxMiw3LjQ1NiwxOC4wMzEsNy40NThjMCwwLDAuMDAxLDAsMC4wMDIsMAoJCQljNi44MTYsMCwxMy4yMjEtMi42NDgsMTguMDI5LTcuNDU4YzQuODA5LTQuODA5LDcuNDU3LTExLjIxMiw3LjQ1Ny0xOC4wM0M1MC45NzcsMTguNjcsNDguMzI4LDEyLjI2Niw0My41Miw3LjQ1OHoKCQkJIE00Mi4xMDYsNDIuMTA1Yy00LjQzMiw0LjQzMS0xMC4zMzIsNi44NzItMTYuNjE1LDYuODcyaC0wLjAwMmMtNi4yODUtMC4wMDEtMTIuMTg3LTIuNDQxLTE2LjYxNy02Ljg3MgoJCQljLTkuMTYyLTkuMTYzLTkuMTYyLTI0LjA3MSwwLTMzLjIzM0MxMy4zMDMsNC40NCwxOS4yMDQsMiwyNS40ODksMmM2LjI4NCwwLDEyLjE4NiwyLjQ0LDE2LjYxNyw2Ljg3MgoJCQljNC40MzEsNC40MzEsNi44NzEsMTAuMzMyLDYuODcxLDE2LjYxN0M0OC45NzcsMzEuNzcyLDQ2LjUzNiwzNy42NzUsNDIuMTA2LDQyLjEwNXoiLz4KCQk8cGF0aCBkPSJNMjMuNTc4LDMyLjIxOGMtMC4wMjMtMS43MzQsMC4xNDMtMy4wNTksMC40OTYtMy45NzJjMC4zNTMtMC45MTMsMS4xMS0xLjk5NywyLjI3Mi0zLjI1MwoJCQljMC40NjgtMC41MzYsMC45MjMtMS4wNjIsMS4zNjctMS41NzVjMC42MjYtMC43NTMsMS4xMDQtMS40NzgsMS40MzYtMi4xNzVjMC4zMzEtMC43MDcsMC40OTUtMS41NDEsMC40OTUtMi41CgkJCWMwLTEuMDk2LTAuMjYtMi4wODgtMC43NzktMi45NzljLTAuNTY1LTAuODc5LTEuNTAxLTEuMzM2LTIuODA2LTEuMzY5Yy0xLjgwMiwwLjA1Ny0yLjk4NSwwLjY2Ny0zLjU1LDEuODMyCgkJCWMtMC4zMDEsMC41MzUtMC41MDMsMS4xNDEtMC42MDcsMS44MTRjLTAuMTM5LDAuNzA3LTAuMjA3LDEuNDMyLTAuMjA3LDIuMTc0aC0yLjkzN2MtMC4wOTEtMi4yMDgsMC40MDctNC4xMTQsMS40OTMtNS43MTkKCQkJYzEuMDYyLTEuNjQsMi44NTUtMi40ODEsNS4zNzgtMi41MjdjMi4xNiwwLjAyMywzLjg3NCwwLjYwOCw1LjE0MSwxLjc1OGMxLjI3OCwxLjE2LDEuOTI5LDIuNzY0LDEuOTUsNC44MTEKCQkJYzAsMS4xNDItMC4xMzcsMi4xMTEtMC40MSwyLjkxMWMtMC4zMDksMC44NDUtMC43MzEsMS41OTMtMS4yNjgsMi4yNDNjLTAuNDkyLDAuNjUtMS4wNjgsMS4zMTgtMS43MywyLjAwMgoJCQljLTAuNjUsMC42OTctMS4zMTMsMS40NzktMS45ODcsMi4zNDZjLTAuMjM5LDAuMzc3LTAuNDI5LDAuNzc3LTAuNTY1LDEuMTk5Yy0wLjE2LDAuOTU5LTAuMjE3LDEuOTUxLTAuMTcxLDIuOTc5CgkJCUMyNi41ODksMzIuMjE4LDIzLjU3OCwzMi4yMTgsMjMuNTc4LDMyLjIxOHogTTIzLjU3OCwzOC4yMnYtMy40ODRoMy4wNzZ2My40ODRIMjMuNTc4eiIvPgoJPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-inspector: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaW5zcGVjdG9yLWljb24tY29sb3IganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMjAgNEg0Yy0xLjEgMC0xLjk5LjktMS45OSAyTDIgMThjMCAxLjEuOSAyIDIgMmgxNmMxLjEgMCAyLS45IDItMlY2YzAtMS4xLS45LTItMi0yem0tNSAxNEg0di00aDExdjR6bTAtNUg0VjloMTF2NHptNSA1aC00VjloNHY5eiIvPgo8L3N2Zz4K);
|
||
--jp-icon-json: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-julia: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-jupyter-favicon: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMTUyIiBoZWlnaHQ9IjE2NSIgdmlld0JveD0iMCAwIDE1MiAxNjUiIHZlcnNpb249IjEuMSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgPGcgY2xhc3M9ImpwLWp1cHl0ZXItaWNvbi1jb2xvciIgZmlsbD0iI0YzNzcyNiI+CiAgICA8cGF0aCB0cmFuc2Zvcm09InRyYW5zbGF0ZSgwLjA3ODk0NywgMTEwLjU4MjkyNykiIGQ9Ik03NS45NDIyODQyLDI5LjU4MDQ1NjEgQzQzLjMwMjM5NDcsMjkuNTgwNDU2MSAxNC43OTY3ODMyLDE3LjY1MzQ2MzQgMCwwIEM1LjUxMDgzMjExLDE1Ljg0MDY4MjkgMTUuNzgxNTM4OSwyOS41NjY3NzMyIDI5LjM5MDQ5NDcsMzkuMjc4NDE3MSBDNDIuOTk5Nyw0OC45ODk4NTM3IDU5LjI3MzcsNTQuMjA2NzgwNSA3NS45NjA1Nzg5LDU0LjIwNjc4MDUgQzkyLjY0NzQ1NzksNTQuMjA2NzgwNSAxMDguOTIxNDU4LDQ4Ljk4OTg1MzcgMTIyLjUzMDY2MywzOS4yNzg0MTcxIEMxMzYuMTM5NDUzLDI5LjU2Njc3MzIgMTQ2LjQxMDI4NCwxNS44NDA2ODI5IDE1MS45MjExNTgsMCBDMTM3LjA4Nzg2OCwxNy42NTM0NjM0IDEwOC41ODI1ODksMjkuNTgwNDU2MSA3NS45NDIyODQyLDI5LjU4MDQ1NjEgTDc1Ljk0MjI4NDIsMjkuNTgwNDU2MSBaIiAvPgogICAgPHBhdGggdHJhbnNmb3JtPSJ0cmFuc2xhdGUoMC4wMzczNjgsIDAuNzA0ODc4KSIgZD0iTTc1Ljk3ODQ1NzksMjQuNjI2NDA3MyBDMTA4LjYxODc2MywyNC42MjY0MDczIDEzNy4xMjQ0NTgsMzYuNTUzNDQxNSAxNTEuOTIxMTU4LDU0LjIwNjc4MDUgQzE0Ni40MTAyODQsMzguMzY2MjIyIDEzNi4xMzk0NTMsMjQuNjQwMTMxNyAxMjIuNTMwNjYzLDE0LjkyODQ4NzggQzEwOC45MjE0NTgsNS4yMTY4NDM5IDkyLjY0NzQ1NzksMCA3NS45NjA1Nzg5LDAgQzU5LjI3MzcsMCA0Mi45OTk3LDUuMjE2ODQzOSAyOS4zOTA0OTQ3LDE0LjkyODQ4NzggQzE1Ljc4MTUzODksMjQuNjQwMTMxNyA1LjUxMDgzMjExLDM4LjM2NjIyMiAwLDU0LjIwNjc4MDUgQzE0LjgzMzA4MTYsMzYuNTg5OTI5MyA0My4zMzg1Njg0LDI0LjYyNjQwNzMgNzUuOTc4NDU3OSwyNC42MjY0MDczIEw3NS45Nzg0NTc5LDI0LjYyNjQwNzMgWiIgLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-jupyter: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-jupyterlab-wordmark: url(data:image/svg+xml;base64,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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-launch: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMzIgMzIiIHdpZHRoPSIzMiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIj4KICAgIDxwYXRoIGQ9Ik0yNiwyOEg2YTIuMDAyNywyLjAwMjcsMCwwLDEtMi0yVjZBMi4wMDI3LDIuMDAyNywwLDAsMSw2LDRIMTZWNkg2VjI2SDI2VjE2aDJWMjZBMi4wMDI3LDIuMDAyNywwLDAsMSwyNiwyOFoiLz4KICAgIDxwb2x5Z29uIHBvaW50cz0iMjAgMiAyMCA0IDI2LjU4NiA0IDE4IDEyLjU4NiAxOS40MTQgMTQgMjggNS40MTQgMjggMTIgMzAgMTIgMzAgMiAyMCAyIi8+CiAgPC9nPgo8L3N2Zz4K);
|
||
--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,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICAgIDxwYXRoIGNsYXNzPSJqcC1pY29uMiBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiM2MTYxNjEiIGQ9Ik0xOSA1djE0SDVWNWgxNG0xLjEtMkgzLjljLS41IDAtLjkuNC0uOS45djE2LjJjMCAuNC40LjkuOS45aDE2LjJjLjQgMCAuOS0uNS45LS45VjMuOWMwLS41LS41LS45LS45LS45ek0xMSA3aDZ2MmgtNlY3em0wIDRoNnYyaC02di0yem0wIDRoNnYyaC02ek03IDdoMnYySDd6bTAgNGgydjJIN3ptMCA0aDJ2Mkg3eiIvPgo8L3N2Zz4K);
|
||
--jp-icon-markdown: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-move-down: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-move-up: 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,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtbm90ZWJvb2staWNvbi1jb2xvciBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiNFRjZDMDAiPgogICAgPHBhdGggZD0iTTE4LjcgMy4zdjE1LjRIMy4zVjMuM2gxNS40bTEuNS0xLjVIMS44djE4LjNoMTguM2wuMS0xOC4zeiIvPgogICAgPHBhdGggZD0iTTE2LjUgMTYuNWwtNS40LTQuMy01LjYgNC4zdi0xMWgxMXoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-numbering: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMjIiIGhlaWdodD0iMjIiIHZpZXdCb3g9IjAgMCAyOCAyOCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KCTxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CgkJPHBhdGggZD0iTTQgMTlINlYxOS41SDVWMjAuNUg2VjIxSDRWMjJIN1YxOEg0VjE5Wk01IDEwSDZWNkg0VjdINVYxMFpNNCAxM0g1LjhMNCAxNS4xVjE2SDdWMTVINS4yTDcgMTIuOVYxMkg0VjEzWk05IDdWOUgyM1Y3SDlaTTkgMjFIMjNWMTlIOVYyMVpNOSAxNUgyM1YxM0g5VjE1WiIvPgoJPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-offline-bolt: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjE2Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyIDIuMDJjLTUuNTEgMC05Ljk4IDQuNDctOS45OCA5Ljk4czQuNDcgOS45OCA5Ljk4IDkuOTggOS45OC00LjQ3IDkuOTgtOS45OFMxNy41MSAyLjAyIDEyIDIuMDJ6TTExLjQ4IDIwdi02LjI2SDhMMTMgNHY2LjI2aDMuMzVMMTEuNDggMjB6Ii8+CiAgPC9nPgo8L3N2Zz4K);
|
||
--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-pdf: url(data:image/svg+xml;base64,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);
|
||
--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-redo: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIGhlaWdodD0iMjQiIHZpZXdCb3g9IjAgMCAyNCAyNCIgd2lkdGg9IjE2Ij4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgICA8cGF0aCBkPSJNMCAwaDI0djI0SDB6IiBmaWxsPSJub25lIi8+PHBhdGggZD0iTTE4LjQgMTAuNkMxNi41NSA4Ljk5IDE0LjE1IDggMTEuNSA4Yy00LjY1IDAtOC41OCAzLjAzLTkuOTYgNy4yMkwzLjkgMTZjMS4wNS0zLjE5IDQuMDUtNS41IDcuNi01LjUgMS45NSAwIDMuNzMuNzIgNS4xMiAxLjg4TDEzIDE2aDlWN2wtMy42IDMuNnoiLz4KICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-refresh: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDE4IDE4Ij4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTkgMTMuNWMtMi40OSAwLTQuNS0yLjAxLTQuNS00LjVTNi41MSA0LjUgOSA0LjVjMS4yNCAwIDIuMzYuNTIgMy4xNyAxLjMzTDEwIDhoNVYzbC0xLjc2IDEuNzZDMTIuMTUgMy42OCAxMC42NiAzIDkgMyA1LjY5IDMgMy4wMSA1LjY5IDMuMDEgOVM1LjY5IDE1IDkgMTVjMi45NyAwIDUuNDMtMi4xNiA1LjktNWgtMS41MmMtLjQ2IDItMi4yNCAzLjUtNC4zOCAzLjV6Ii8+CiAgICA8L2c+Cjwvc3ZnPgo=);
|
||
--jp-icon-regex: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-run: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTggNXYxNGwxMS03eiIvPgogICAgPC9nPgo8L3N2Zz4K);
|
||
--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,PHN2ZyB2aWV3Qm94PSIwIDAgMTggMTgiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyLjEsMTAuOWgtMC43bC0wLjItMC4yYzAuOC0wLjksMS4zLTIuMiwxLjMtMy41YzAtMy0yLjQtNS40LTUuNC01LjRTMS44LDQuMiwxLjgsNy4xczIuNCw1LjQsNS40LDUuNCBjMS4zLDAsMi41LTAuNSwzLjUtMS4zbDAuMiwwLjJ2MC43bDQuMSw0LjFsMS4yLTEuMkwxMi4xLDEwLjl6IE03LjEsMTAuOWMtMi4xLDAtMy43LTEuNy0zLjctMy43czEuNy0zLjcsMy43LTMuN3MzLjcsMS43LDMuNywzLjcgUzkuMiwxMC45LDcuMSwxMC45eiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-settings: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtaWNvbjMganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjNjE2MTYxIiBkPSJNMTkuNDMgMTIuOThjLjA0LS4zMi4wNy0uNjQuMDctLjk4cy0uMDMtLjY2LS4wNy0uOThsMi4xMS0xLjY1Yy4xOS0uMTUuMjQtLjQyLjEyLS42NGwtMi0zLjQ2Yy0uMTItLjIyLS4zOS0uMy0uNjEtLjIybC0yLjQ5IDFjLS41Mi0uNC0xLjA4LS43My0xLjY5LS45OGwtLjM4LTIuNjVBLjQ4OC40ODggMCAwMDE0IDJoLTRjLS4yNSAwLS40Ni4xOC0uNDkuNDJsLS4zOCAyLjY1Yy0uNjEuMjUtMS4xNy41OS0xLjY5Ljk4bC0yLjQ5LTFjLS4yMy0uMDktLjQ5IDAtLjYxLjIybC0yIDMuNDZjLS4xMy4yMi0uMDcuNDkuMTIuNjRsMi4xMSAxLjY1Yy0uMDQuMzItLjA3LjY1LS4wNy45OHMuMDMuNjYuMDcuOThsLTIuMTEgMS42NWMtLjE5LjE1LS4yNC40Mi0uMTIuNjRsMiAzLjQ2Yy4xMi4yMi4zOS4zLjYxLjIybDIuNDktMWMuNTIuNCAxLjA4LjczIDEuNjkuOThsLjM4IDIuNjVjLjAzLjI0LjI0LjQyLjQ5LjQyaDRjLjI1IDAgLjQ2LS4xOC40OS0uNDJsLjM4LTIuNjVjLjYxLS4yNSAxLjE3LS41OSAxLjY5LS45OGwyLjQ5IDFjLjIzLjA5LjQ5IDAgLjYxLS4yMmwyLTMuNDZjLjEyLS4yMi4wNy0uNDktLjEyLS42NGwtMi4xMS0xLjY1ek0xMiAxNS41Yy0xLjkzIDAtMy41LTEuNTctMy41LTMuNXMxLjU3LTMuNSAzLjUtMy41IDMuNSAxLjU3IDMuNSAzLjUtMS41NyAzLjUtMy41IDMuNXoiLz4KPC9zdmc+Cg==);
|
||
--jp-icon-share: 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-table-rows: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPgogICAgICAgIDxwYXRoIGQ9Ik0yMSw4SDNWNGgxOFY4eiBNMjEsMTBIM3Y0aDE4VjEweiBNMjEsMTZIM3Y0aDE4VjE2eiIvPgogICAgPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-tag: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-terminal: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-text-editor: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDI0IDI0Ij4KICA8cGF0aCBjbGFzcz0ianAtdGV4dC1lZGl0b3ItaWNvbi1jb2xvciBqcC1pY29uLXNlbGVjdGFibGUiIGZpbGw9IiM2MTYxNjEiIGQ9Ik0xNSAxNUgzdjJoMTJ2LTJ6bTAtOEgzdjJoMTJWN3pNMyAxM2gxOHYtMkgzdjJ6bTAgOGgxOHYtMkgzdjJ6TTMgM3YyaDE4VjNIM3oiLz4KPC9zdmc+Cg==);
|
||
--jp-icon-toc: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-tree-view: url(data:image/svg+xml;base64,PHN2ZyBoZWlnaHQ9IjI0IiB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICAgIDxnIGNsYXNzPSJqcC1pY29uMyIgZmlsbD0iIzYxNjE2MSI+CiAgICAgICAgPHBhdGggZD0iTTAgMGgyNHYyNEgweiIgZmlsbD0ibm9uZSIvPgogICAgICAgIDxwYXRoIGQ9Ik0yMiAxMVYzaC03djNIOVYzSDJ2OGg3VjhoMnYxMGg0djNoN3YtOGgtN3YzaC0yVjhoMnYzeiIvPgogICAgPC9nPgo8L3N2Zz4K);
|
||
--jp-icon-trusted: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-undo: url(data:image/svg+xml;base64,PHN2ZyB2aWV3Qm94PSIwIDAgMjQgMjQiIHdpZHRoPSIxNiIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTEyLjUgOGMtMi42NSAwLTUuMDUuOTktNi45IDIuNkwyIDd2OWg5bC0zLjYyLTMuNjJjMS4zOS0xLjE2IDMuMTYtMS44OCA1LjEyLTEuODggMy41NCAwIDYuNTUgMi4zMSA3LjYgNS41bDIuMzctLjc4QzIxLjA4IDExLjAzIDE3LjE1IDggMTIuNSA4eiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-user: url(data:image/svg+xml;base64,PHN2ZyB3aWR0aD0iMTYiIHZpZXdCb3g9IjAgMCAyNCAyNCIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KICA8ZyBjbGFzcz0ianAtaWNvbjMiIGZpbGw9IiM2MTYxNjEiPgogICAgPHBhdGggZD0iTTE2IDdhNCA0IDAgMTEtOCAwIDQgNCAwIDAxOCAwek0xMiAxNGE3IDcgMCAwMC03IDdoMTRhNyA3IDAgMDAtNy03eiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-users: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-vega: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbjEganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjMjEyMTIxIj4KICAgIDxwYXRoIGQ9Ik0xMC42IDUuNGwyLjItMy4ySDIuMnY3LjNsNC02LjZ6Ii8+CiAgICA8cGF0aCBkPSJNMTUuOCAyLjJsLTQuNCA2LjZMNyA2LjNsLTQuOCA4djUuNWgxNy42VjIuMmgtNHptLTcgMTUuNEg1LjV2LTQuNGgzLjN2NC40em00LjQgMEg5LjhWOS44aDMuNHY3Ljh6bTQuNCAwaC0zLjRWNi41aDMuNHYxMS4xeiIvPgogIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-word: url(data:image/svg+xml;base64,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);
|
||
--jp-icon-yaml: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIyIDIyIj4KICA8ZyBjbGFzcz0ianAtaWNvbi1jb250cmFzdDIganAtaWNvbi1zZWxlY3RhYmxlIiBmaWxsPSIjRDgxQjYwIj4KICAgIDxwYXRoIGQ9Ik03LjIgMTguNnYtNS40TDMgNS42aDMuM2wxLjQgMy4xYy4zLjkuNiAxLjYgMSAyLjUuMy0uOC42LTEuNiAxLTIuNWwxLjQtMy4xaDMuNGwtNC40IDcuNnY1LjVsLTIuOS0uMXoiLz4KICAgIDxjaXJjbGUgY2xhc3M9InN0MCIgY3g9IjE3LjYiIGN5PSIxNi41IiByPSIyLjEiLz4KICAgIDxjaXJjbGUgY2xhc3M9InN0MCIgY3g9IjE3LjYiIGN5PSIxMSIgcj0iMi4xIi8+CiAgPC9nPgo8L3N2Zz4K);
|
||
}
|
||
|
||
/* Icon CSS class declarations */
|
||
|
||
.jp-AddAboveIcon {
|
||
background-image: var(--jp-icon-add-above);
|
||
}
|
||
|
||
.jp-AddBelowIcon {
|
||
background-image: var(--jp-icon-add-below);
|
||
}
|
||
|
||
.jp-AddIcon {
|
||
background-image: var(--jp-icon-add);
|
||
}
|
||
|
||
.jp-BellIcon {
|
||
background-image: var(--jp-icon-bell);
|
||
}
|
||
|
||
.jp-BugDotIcon {
|
||
background-image: var(--jp-icon-bug-dot);
|
||
}
|
||
|
||
.jp-BugIcon {
|
||
background-image: var(--jp-icon-bug);
|
||
}
|
||
|
||
.jp-BuildIcon {
|
||
background-image: var(--jp-icon-build);
|
||
}
|
||
|
||
.jp-CaretDownEmptyIcon {
|
||
background-image: var(--jp-icon-caret-down-empty);
|
||
}
|
||
|
||
.jp-CaretDownEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-down-empty-thin);
|
||
}
|
||
|
||
.jp-CaretDownIcon {
|
||
background-image: var(--jp-icon-caret-down);
|
||
}
|
||
|
||
.jp-CaretLeftIcon {
|
||
background-image: var(--jp-icon-caret-left);
|
||
}
|
||
|
||
.jp-CaretRightIcon {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
.jp-CaretUpEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-up-empty-thin);
|
||
}
|
||
|
||
.jp-CaretUpIcon {
|
||
background-image: var(--jp-icon-caret-up);
|
||
}
|
||
|
||
.jp-CaseSensitiveIcon {
|
||
background-image: var(--jp-icon-case-sensitive);
|
||
}
|
||
|
||
.jp-CheckIcon {
|
||
background-image: var(--jp-icon-check);
|
||
}
|
||
|
||
.jp-CircleEmptyIcon {
|
||
background-image: var(--jp-icon-circle-empty);
|
||
}
|
||
|
||
.jp-CircleIcon {
|
||
background-image: var(--jp-icon-circle);
|
||
}
|
||
|
||
.jp-ClearIcon {
|
||
background-image: var(--jp-icon-clear);
|
||
}
|
||
|
||
.jp-CloseIcon {
|
||
background-image: var(--jp-icon-close);
|
||
}
|
||
|
||
.jp-CodeCheckIcon {
|
||
background-image: var(--jp-icon-code-check);
|
||
}
|
||
|
||
.jp-CodeIcon {
|
||
background-image: var(--jp-icon-code);
|
||
}
|
||
|
||
.jp-CollapseAllIcon {
|
||
background-image: var(--jp-icon-collapse-all);
|
||
}
|
||
|
||
.jp-ConsoleIcon {
|
||
background-image: var(--jp-icon-console);
|
||
}
|
||
|
||
.jp-CopyIcon {
|
||
background-image: var(--jp-icon-copy);
|
||
}
|
||
|
||
.jp-CopyrightIcon {
|
||
background-image: var(--jp-icon-copyright);
|
||
}
|
||
|
||
.jp-CutIcon {
|
||
background-image: var(--jp-icon-cut);
|
||
}
|
||
|
||
.jp-DeleteIcon {
|
||
background-image: var(--jp-icon-delete);
|
||
}
|
||
|
||
.jp-DownloadIcon {
|
||
background-image: var(--jp-icon-download);
|
||
}
|
||
|
||
.jp-DuplicateIcon {
|
||
background-image: var(--jp-icon-duplicate);
|
||
}
|
||
|
||
.jp-EditIcon {
|
||
background-image: var(--jp-icon-edit);
|
||
}
|
||
|
||
.jp-EllipsesIcon {
|
||
background-image: var(--jp-icon-ellipses);
|
||
}
|
||
|
||
.jp-ErrorIcon {
|
||
background-image: var(--jp-icon-error);
|
||
}
|
||
|
||
.jp-ExpandAllIcon {
|
||
background-image: var(--jp-icon-expand-all);
|
||
}
|
||
|
||
.jp-ExtensionIcon {
|
||
background-image: var(--jp-icon-extension);
|
||
}
|
||
|
||
.jp-FastForwardIcon {
|
||
background-image: var(--jp-icon-fast-forward);
|
||
}
|
||
|
||
.jp-FileIcon {
|
||
background-image: var(--jp-icon-file);
|
||
}
|
||
|
||
.jp-FileUploadIcon {
|
||
background-image: var(--jp-icon-file-upload);
|
||
}
|
||
|
||
.jp-FilterDotIcon {
|
||
background-image: var(--jp-icon-filter-dot);
|
||
}
|
||
|
||
.jp-FilterIcon {
|
||
background-image: var(--jp-icon-filter);
|
||
}
|
||
|
||
.jp-FilterListIcon {
|
||
background-image: var(--jp-icon-filter-list);
|
||
}
|
||
|
||
.jp-FolderFavoriteIcon {
|
||
background-image: var(--jp-icon-folder-favorite);
|
||
}
|
||
|
||
.jp-FolderIcon {
|
||
background-image: var(--jp-icon-folder);
|
||
}
|
||
|
||
.jp-HomeIcon {
|
||
background-image: var(--jp-icon-home);
|
||
}
|
||
|
||
.jp-Html5Icon {
|
||
background-image: var(--jp-icon-html5);
|
||
}
|
||
|
||
.jp-ImageIcon {
|
||
background-image: var(--jp-icon-image);
|
||
}
|
||
|
||
.jp-InfoIcon {
|
||
background-image: var(--jp-icon-info);
|
||
}
|
||
|
||
.jp-InspectorIcon {
|
||
background-image: var(--jp-icon-inspector);
|
||
}
|
||
|
||
.jp-JsonIcon {
|
||
background-image: var(--jp-icon-json);
|
||
}
|
||
|
||
.jp-JuliaIcon {
|
||
background-image: var(--jp-icon-julia);
|
||
}
|
||
|
||
.jp-JupyterFaviconIcon {
|
||
background-image: var(--jp-icon-jupyter-favicon);
|
||
}
|
||
|
||
.jp-JupyterIcon {
|
||
background-image: var(--jp-icon-jupyter);
|
||
}
|
||
|
||
.jp-JupyterlabWordmarkIcon {
|
||
background-image: var(--jp-icon-jupyterlab-wordmark);
|
||
}
|
||
|
||
.jp-KernelIcon {
|
||
background-image: var(--jp-icon-kernel);
|
||
}
|
||
|
||
.jp-KeyboardIcon {
|
||
background-image: var(--jp-icon-keyboard);
|
||
}
|
||
|
||
.jp-LaunchIcon {
|
||
background-image: var(--jp-icon-launch);
|
||
}
|
||
|
||
.jp-LauncherIcon {
|
||
background-image: var(--jp-icon-launcher);
|
||
}
|
||
|
||
.jp-LineFormIcon {
|
||
background-image: var(--jp-icon-line-form);
|
||
}
|
||
|
||
.jp-LinkIcon {
|
||
background-image: var(--jp-icon-link);
|
||
}
|
||
|
||
.jp-ListIcon {
|
||
background-image: var(--jp-icon-list);
|
||
}
|
||
|
||
.jp-MarkdownIcon {
|
||
background-image: var(--jp-icon-markdown);
|
||
}
|
||
|
||
.jp-MoveDownIcon {
|
||
background-image: var(--jp-icon-move-down);
|
||
}
|
||
|
||
.jp-MoveUpIcon {
|
||
background-image: var(--jp-icon-move-up);
|
||
}
|
||
|
||
.jp-NewFolderIcon {
|
||
background-image: var(--jp-icon-new-folder);
|
||
}
|
||
|
||
.jp-NotTrustedIcon {
|
||
background-image: var(--jp-icon-not-trusted);
|
||
}
|
||
|
||
.jp-NotebookIcon {
|
||
background-image: var(--jp-icon-notebook);
|
||
}
|
||
|
||
.jp-NumberingIcon {
|
||
background-image: var(--jp-icon-numbering);
|
||
}
|
||
|
||
.jp-OfflineBoltIcon {
|
||
background-image: var(--jp-icon-offline-bolt);
|
||
}
|
||
|
||
.jp-PaletteIcon {
|
||
background-image: var(--jp-icon-palette);
|
||
}
|
||
|
||
.jp-PasteIcon {
|
||
background-image: var(--jp-icon-paste);
|
||
}
|
||
|
||
.jp-PdfIcon {
|
||
background-image: var(--jp-icon-pdf);
|
||
}
|
||
|
||
.jp-PythonIcon {
|
||
background-image: var(--jp-icon-python);
|
||
}
|
||
|
||
.jp-RKernelIcon {
|
||
background-image: var(--jp-icon-r-kernel);
|
||
}
|
||
|
||
.jp-ReactIcon {
|
||
background-image: var(--jp-icon-react);
|
||
}
|
||
|
||
.jp-RedoIcon {
|
||
background-image: var(--jp-icon-redo);
|
||
}
|
||
|
||
.jp-RefreshIcon {
|
||
background-image: var(--jp-icon-refresh);
|
||
}
|
||
|
||
.jp-RegexIcon {
|
||
background-image: var(--jp-icon-regex);
|
||
}
|
||
|
||
.jp-RunIcon {
|
||
background-image: var(--jp-icon-run);
|
||
}
|
||
|
||
.jp-RunningIcon {
|
||
background-image: var(--jp-icon-running);
|
||
}
|
||
|
||
.jp-SaveIcon {
|
||
background-image: var(--jp-icon-save);
|
||
}
|
||
|
||
.jp-SearchIcon {
|
||
background-image: var(--jp-icon-search);
|
||
}
|
||
|
||
.jp-SettingsIcon {
|
||
background-image: var(--jp-icon-settings);
|
||
}
|
||
|
||
.jp-ShareIcon {
|
||
background-image: var(--jp-icon-share);
|
||
}
|
||
|
||
.jp-SpreadsheetIcon {
|
||
background-image: var(--jp-icon-spreadsheet);
|
||
}
|
||
|
||
.jp-StopIcon {
|
||
background-image: var(--jp-icon-stop);
|
||
}
|
||
|
||
.jp-TabIcon {
|
||
background-image: var(--jp-icon-tab);
|
||
}
|
||
|
||
.jp-TableRowsIcon {
|
||
background-image: var(--jp-icon-table-rows);
|
||
}
|
||
|
||
.jp-TagIcon {
|
||
background-image: var(--jp-icon-tag);
|
||
}
|
||
|
||
.jp-TerminalIcon {
|
||
background-image: var(--jp-icon-terminal);
|
||
}
|
||
|
||
.jp-TextEditorIcon {
|
||
background-image: var(--jp-icon-text-editor);
|
||
}
|
||
|
||
.jp-TocIcon {
|
||
background-image: var(--jp-icon-toc);
|
||
}
|
||
|
||
.jp-TreeViewIcon {
|
||
background-image: var(--jp-icon-tree-view);
|
||
}
|
||
|
||
.jp-TrustedIcon {
|
||
background-image: var(--jp-icon-trusted);
|
||
}
|
||
|
||
.jp-UndoIcon {
|
||
background-image: var(--jp-icon-undo);
|
||
}
|
||
|
||
.jp-UserIcon {
|
||
background-image: var(--jp-icon-user);
|
||
}
|
||
|
||
.jp-UsersIcon {
|
||
background-image: var(--jp-icon-users);
|
||
}
|
||
|
||
.jp-VegaIcon {
|
||
background-image: var(--jp-icon-vega);
|
||
}
|
||
|
||
.jp-WordIcon {
|
||
background-image: var(--jp-icon-word);
|
||
}
|
||
|
||
.jp-YamlIcon {
|
||
background-image: var(--jp-icon-yaml);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* (DEPRECATED) Support for consuming icons as CSS background images
|
||
*/
|
||
|
||
.jp-Icon,
|
||
.jp-MaterialIcon {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-cover {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: cover;
|
||
}
|
||
|
||
/**
|
||
* (DEPRECATED) Support for specific CSS icon sizes
|
||
*/
|
||
|
||
.jp-Icon-16 {
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-18 {
|
||
background-size: 18px;
|
||
min-width: 18px;
|
||
min-height: 18px;
|
||
}
|
||
|
||
.jp-Icon-20 {
|
||
background-size: 20px;
|
||
min-width: 20px;
|
||
min-height: 20px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabBar .lm-TabBar-addButton {
|
||
align-items: center;
|
||
display: flex;
|
||
padding: 4px;
|
||
padding-bottom: 5px;
|
||
margin-right: 1px;
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-TabBar .lm-TabBar-addButton:hover {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-tab {
|
||
width: var(--jp-private-horizontal-tab-width);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-content {
|
||
flex: unset;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar[data-orientation='horizontal'] {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-accent0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-none[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-none[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/* brand icon colors. Same for light and dark */
|
||
.jp-icon-brand0[fill] {
|
||
fill: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[fill] {
|
||
fill: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[fill] {
|
||
fill: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[fill] {
|
||
fill: var(--jp-brand-color4);
|
||
}
|
||
|
||
.jp-icon-brand0[stroke] {
|
||
stroke: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[stroke] {
|
||
stroke: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[stroke] {
|
||
stroke: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[stroke] {
|
||
stroke: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[stroke] {
|
||
stroke: var(--jp-brand-color4);
|
||
}
|
||
|
||
/* warn icon colors. Same for light and dark */
|
||
.jp-icon-warn0[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[fill] {
|
||
fill: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[fill] {
|
||
fill: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[fill] {
|
||
fill: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-icon-warn0[stroke] {
|
||
stroke: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[stroke] {
|
||
stroke: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[stroke] {
|
||
stroke: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[stroke] {
|
||
stroke: var(--jp-warn-color3);
|
||
}
|
||
|
||
/* icon colors that contrast well with each other and most backgrounds */
|
||
.jp-icon-contrast0[fill] {
|
||
fill: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[fill] {
|
||
fill: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[fill] {
|
||
fill: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[fill] {
|
||
fill: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-contrast0[stroke] {
|
||
stroke: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[stroke] {
|
||
stroke: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[stroke] {
|
||
stroke: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[stroke] {
|
||
stroke: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-dot[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-jupyter-icon-color[fill] {
|
||
fill: var(--jp-jupyter-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-notebook-icon-color[fill] {
|
||
fill: var(--jp-notebook-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-json-icon-color[fill] {
|
||
fill: var(--jp-json-icon-color, var(--jp-warn-color1));
|
||
}
|
||
|
||
.jp-console-icon-color[fill] {
|
||
fill: var(--jp-console-icon-color, white);
|
||
}
|
||
|
||
.jp-console-icon-background-color[fill] {
|
||
fill: var(--jp-console-icon-background-color, var(--jp-brand-color1));
|
||
}
|
||
|
||
.jp-terminal-icon-color[fill] {
|
||
fill: var(--jp-terminal-icon-color, var(--jp-layout-color2));
|
||
}
|
||
|
||
.jp-terminal-icon-background-color[fill] {
|
||
fill: var(
|
||
--jp-terminal-icon-background-color,
|
||
var(--jp-inverse-layout-color2)
|
||
);
|
||
}
|
||
|
||
.jp-text-editor-icon-color[fill] {
|
||
fill: var(--jp-text-editor-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
.jp-inspector-icon-color[fill] {
|
||
fill: var(--jp-inspector-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
/* CSS for icons in selected filebrowser listing items */
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* stylelint-disable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/**
|
||
* TODO: come up with non css-hack solution for showing the busy icon on top
|
||
* of the close icon
|
||
* CSS for complex behavior of close icon of tabs in the main area tabbar
|
||
*/
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon3[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon-busy[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/* CSS for icons in status bar */
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* special handling for splash icon CSS. While the theme CSS reloads during
|
||
splash, the splash icon can loose theming. To prevent that, we set a
|
||
default for its color variable */
|
||
:root {
|
||
--jp-warn-color0: var(--md-orange-700);
|
||
}
|
||
|
||
/* not sure what to do with this one, used in filebrowser listing */
|
||
.jp-DragIcon {
|
||
margin-right: 4px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for alt colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* alt recolor the primary elements of an icon */
|
||
.jp-icon-alt .jp-icon0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* alt recolor the accent elements of an icon */
|
||
.jp-icon-alt .jp-icon-accent0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-icon-hoverShow:not(:hover) .jp-icon-hoverShow-content {
|
||
display: none !important;
|
||
}
|
||
|
||
/**
|
||
* Support for hover colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/**
|
||
* regular colors
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-hover :hover .jp-icon-none-hover[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-none-hover[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/**
|
||
* inverse colors
|
||
*/
|
||
|
||
/* inverse recolor the primary elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* inverse recolor the accent elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-IFrame {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-IFrame > iframe {
|
||
border: none;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-IFrame {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-IFrame::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-HoverBox {
|
||
position: fixed;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FormGroup-content fieldset {
|
||
border: none;
|
||
padding: 0;
|
||
min-width: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* stylelint-disable selector-max-type */
|
||
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper input,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper select,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper textarea {
|
||
font-size: var(--jp-content-font-size2);
|
||
border-color: var(--jp-input-border-color);
|
||
border-style: solid;
|
||
border-radius: var(--jp-border-radius);
|
||
border-width: 1px;
|
||
padding: 6px 8px;
|
||
background: none;
|
||
color: var(--jp-ui-font-color0);
|
||
height: inherit;
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input[type='checkbox'] {
|
||
position: relative;
|
||
top: 2px;
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content button.jp-mod-styled {
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-FormGroup-content .checkbox label {
|
||
cursor: pointer;
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > legend {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > p {
|
||
display: none;
|
||
}
|
||
|
||
/** copy of `input.jp-mod-styled:focus` style */
|
||
.jp-FormGroup-content fieldset input:focus,
|
||
.jp-FormGroup-content fieldset select:focus {
|
||
-moz-outline-radius: unset;
|
||
outline: var(--jp-border-width) solid var(--md-blue-500);
|
||
outline-offset: -1px;
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input:hover:not(:focus),
|
||
.jp-FormGroup-content fieldset select:hover:not(:focus) {
|
||
background-color: var(--jp-border-color2);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type */
|
||
|
||
.jp-FormGroup-content .checkbox .field-description {
|
||
/* Disable default description field for checkbox:
|
||
because other widgets do not have description fields,
|
||
we add descriptions to each widget on the field level.
|
||
*/
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content #root__description {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator {
|
||
width: 5px;
|
||
background-color: var(--jp-brand-color2);
|
||
margin-top: 0;
|
||
margin-left: calc(var(--jp-private-settingeditor-modifier-indent) * -1);
|
||
flex-shrink: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator.jp-errorIndicator {
|
||
background-color: var(--jp-error-color0);
|
||
margin-right: 0.5em;
|
||
}
|
||
|
||
/* RJSF ARRAY style */
|
||
|
||
.jp-arrayFieldWrapper legend {
|
||
font-size: var(--jp-content-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
flex-basis: 100%;
|
||
padding: 4px 0;
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
border-bottom: 1px solid var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .field-description {
|
||
padding: 4px 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .array-item {
|
||
width: 100%;
|
||
border: 1px solid var(--jp-border-color2);
|
||
border-radius: 4px;
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-ArrayOperations {
|
||
display: flex;
|
||
margin-left: 8px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton {
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton .jp-icon3[fill] {
|
||
fill: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
button.jp-ArrayOperationsButton.jp-mod-styled:disabled {
|
||
cursor: not-allowed;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
/* RJSF form validation error */
|
||
|
||
.jp-FormGroup-content .validationErrors {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
/* Hide panel level error as duplicated the field level error */
|
||
.jp-FormGroup-content .panel.errors {
|
||
display: none;
|
||
}
|
||
|
||
/* RJSF normal content (settings-editor) */
|
||
|
||
.jp-FormGroup-contentNormal {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-contentItem {
|
||
margin-left: 7px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-description {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-default {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-fieldLabel {
|
||
font-size: var(--jp-content-font-size1);
|
||
font-weight: normal;
|
||
min-width: 120px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal fieldset:not(:first-child) {
|
||
margin-left: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .field-array-of-string .array-item {
|
||
/* Display `jp-ArrayOperations` buttons side-by-side with content except
|
||
for small screens where flex-wrap will place them one below the other.
|
||
*/
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-objectFieldWrapper .form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
/* RJSF compact content (metadata-form) */
|
||
|
||
.jp-FormGroup-content.jp-FormGroup-contentCompact {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .form-group {
|
||
display: flex;
|
||
padding: 0.5em 0.2em 0.5em 0;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-FormGroup-compactTitle
|
||
.jp-FormGroup-description {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-FormGroup-fieldLabel {
|
||
padding-bottom: 0.3em;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-inputFieldWrapper .form-control {
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-arrayFieldWrapper .jp-FormGroup-compactTitle {
|
||
padding-bottom: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-objectFieldWrapper
|
||
.jp-objectFieldWrapper
|
||
.form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact ul.error-detail {
|
||
margin-block-start: 0.5em;
|
||
margin-block-end: 0.5em;
|
||
padding-inline-start: 1em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-SidePanel {
|
||
display: flex;
|
||
flex-direction: column;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
overflow-y: auto;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-SidePanel-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color2);
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin: 0;
|
||
padding: 2px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-SidePanel-content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar,
|
||
.jp-AccordionPanel-toolbar {
|
||
height: var(--jp-private-toolbar-height);
|
||
}
|
||
|
||
.jp-SidePanel-toolbar.jp-Toolbar-micro {
|
||
display: none;
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-title {
|
||
box-sizing: border-box;
|
||
line-height: 25px;
|
||
margin: 0;
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
font-size: var(--jp-ui-font-size0);
|
||
}
|
||
|
||
.jp-AccordionPanel-title {
|
||
cursor: pointer;
|
||
user-select: none;
|
||
-moz-user-select: none;
|
||
-webkit-user-select: none;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .jp-AccordionPanel-title {
|
||
/* Title is rotated for horizontal accordion panel using CSS */
|
||
display: block;
|
||
transform-origin: top left;
|
||
transform: rotate(-90deg) translate(-100%);
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleLabel {
|
||
user-select: none;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(-90deg);
|
||
margin: auto 0;
|
||
height: 16px;
|
||
}
|
||
|
||
.jp-AccordionPanel-title.lm-mod-expanded .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-toolbar {
|
||
background: none;
|
||
box-shadow: none;
|
||
border: none;
|
||
margin-left: auto;
|
||
}
|
||
|
||
.lm-AccordionPanel .lm-SplitPanel-handle:hover {
|
||
background: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-text-truncated {
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Spinner {
|
||
position: absolute;
|
||
display: flex;
|
||
justify-content: center;
|
||
align-items: center;
|
||
z-index: 10;
|
||
left: 0;
|
||
top: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-layout-color0);
|
||
outline: none;
|
||
}
|
||
|
||
.jp-SpinnerContent {
|
||
font-size: 10px;
|
||
margin: 50px auto;
|
||
text-indent: -9999em;
|
||
width: 3em;
|
||
height: 3em;
|
||
border-radius: 50%;
|
||
background: var(--jp-brand-color3);
|
||
background: linear-gradient(
|
||
to right,
|
||
#f37626 10%,
|
||
rgba(255, 255, 255, 0) 42%
|
||
);
|
||
position: relative;
|
||
animation: load3 1s infinite linear, fadeIn 1s;
|
||
}
|
||
|
||
.jp-SpinnerContent::before {
|
||
width: 50%;
|
||
height: 50%;
|
||
background: #f37626;
|
||
border-radius: 100% 0 0;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
content: '';
|
||
}
|
||
|
||
.jp-SpinnerContent::after {
|
||
background: var(--jp-layout-color0);
|
||
width: 75%;
|
||
height: 75%;
|
||
border-radius: 50%;
|
||
content: '';
|
||
margin: auto;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
bottom: 0;
|
||
right: 0;
|
||
}
|
||
|
||
@keyframes fadeIn {
|
||
0% {
|
||
opacity: 0;
|
||
}
|
||
|
||
100% {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
@keyframes load3 {
|
||
0% {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
100% {
|
||
transform: rotate(360deg);
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
button.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
text-align: center;
|
||
line-height: 32px;
|
||
height: 32px;
|
||
padding: 0 12px;
|
||
letter-spacing: 0.8px;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input.jp-mod-styled {
|
||
background: var(--jp-input-background);
|
||
height: 28px;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
font-size: var(--jp-ui-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input[type='checkbox'].jp-mod-styled {
|
||
appearance: checkbox;
|
||
-webkit-appearance: checkbox;
|
||
-moz-appearance: checkbox;
|
||
height: auto;
|
||
}
|
||
|
||
input.jp-mod-styled:focus {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-select-wrapper {
|
||
display: flex;
|
||
position: relative;
|
||
flex-direction: column;
|
||
padding: 1px;
|
||
background-color: var(--jp-layout-color1);
|
||
box-sizing: border-box;
|
||
margin-bottom: 12px;
|
||
}
|
||
|
||
.jp-select-wrapper:not(.multiple) {
|
||
height: 28px;
|
||
}
|
||
|
||
.jp-select-wrapper.jp-mod-focused select.jp-mod-styled {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-input-active-background);
|
||
}
|
||
|
||
select.jp-mod-styled:hover {
|
||
cursor: pointer;
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: var(--jp-input-hover-background);
|
||
box-shadow: inset 0 0 1px rgba(0, 0, 0, 0.5);
|
||
}
|
||
|
||
select.jp-mod-styled {
|
||
flex: 1 1 auto;
|
||
width: 100%;
|
||
font-size: var(--jp-ui-font-size2);
|
||
background: var(--jp-input-background);
|
||
color: var(--jp-ui-font-color0);
|
||
padding: 0 25px 0 8px;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
select.jp-mod-styled:not([multiple]) {
|
||
height: 32px;
|
||
}
|
||
|
||
select.jp-mod-styled[multiple] {
|
||
max-height: 200px;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-switch {
|
||
display: flex;
|
||
align-items: center;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color1);
|
||
border: none;
|
||
height: 20px;
|
||
}
|
||
|
||
.jp-switch:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-switch-label {
|
||
margin-right: 5px;
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
.jp-switch-track {
|
||
cursor: pointer;
|
||
background-color: var(--jp-switch-color, var(--jp-border-color1));
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 34px;
|
||
height: 16px;
|
||
width: 35px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-switch-track::before {
|
||
content: '';
|
||
position: absolute;
|
||
height: 10px;
|
||
width: 10px;
|
||
margin: 3px;
|
||
left: 0;
|
||
background-color: var(--jp-ui-inverse-font-color1);
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 50%;
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track {
|
||
background-color: var(--jp-switch-true-position-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track::before {
|
||
/* track width (35) - margins (3 + 3) - thumb width (10) */
|
||
left: 19px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toolbar-height: calc(
|
||
28px + var(--jp-border-width)
|
||
); /* leave 28px for content */
|
||
}
|
||
|
||
.jp-Toolbar {
|
||
color: var(--jp-ui-font-color1);
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: 2px;
|
||
z-index: 8;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
/* Toolbar items */
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item.jp-Toolbar-spacer {
|
||
flex-grow: 1;
|
||
flex-shrink: 1;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Toolbar-kernelStatus {
|
||
display: inline-block;
|
||
width: 32px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
background-size: 16px;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
padding-left: 1px;
|
||
padding-right: 1px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: var(--jp-private-toolbar-height);
|
||
height: 100%;
|
||
}
|
||
|
||
/* Toolbar buttons */
|
||
|
||
/* This is the div we use to wrap the react component into a Widget */
|
||
div.jp-ToolbarButton {
|
||
color: transparent;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent {
|
||
background: var(--jp-layout-color1);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0 6px;
|
||
margin: 0;
|
||
height: 24px;
|
||
border-radius: var(--jp-border-radius);
|
||
display: flex;
|
||
align-items: center;
|
||
text-align: center;
|
||
font-size: 14px;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent:disabled {
|
||
opacity: 0.4;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent > span {
|
||
padding: 0;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent .jp-ToolbarButtonComponent-label {
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 100%;
|
||
padding-left: 2px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar.jp-Toolbar-micro {
|
||
padding: 0;
|
||
min-height: 0;
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-WindowedPanel-outer {
|
||
position: relative;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-WindowedPanel-inner {
|
||
position: relative;
|
||
}
|
||
|
||
.jp-WindowedPanel-window {
|
||
position: absolute;
|
||
left: 0;
|
||
right: 0;
|
||
overflow: visible;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Sibling imports */
|
||
|
||
body {
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/* Disable native link decoration styles everywhere outside of dialog boxes */
|
||
a {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
a:hover {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
/* Accessibility for links inside dialog box text */
|
||
.jp-Dialog-content a {
|
||
text-decoration: revert;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-Dialog-content a:hover {
|
||
text-decoration: revert;
|
||
}
|
||
|
||
/* Styles for ui-components */
|
||
.jp-Button {
|
||
color: var(--jp-ui-font-color2);
|
||
border-radius: var(--jp-border-radius);
|
||
padding: 0 12px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
/* Copy from blueprint 3 */
|
||
display: inline-flex;
|
||
flex-direction: row;
|
||
border: none;
|
||
cursor: pointer;
|
||
align-items: center;
|
||
justify-content: center;
|
||
text-align: left;
|
||
vertical-align: middle;
|
||
min-height: 30px;
|
||
min-width: 30px;
|
||
}
|
||
|
||
.jp-Button:disabled {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
.jp-Button:empty {
|
||
padding: 0 !important;
|
||
}
|
||
|
||
.jp-Button.jp-mod-small {
|
||
min-height: 24px;
|
||
min-width: 24px;
|
||
font-size: 12px;
|
||
padding: 0 7px;
|
||
}
|
||
|
||
/* Use our own theme for hover styles */
|
||
.jp-Button.jp-mod-minimal:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-Button.jp-mod-minimal {
|
||
background: none;
|
||
}
|
||
|
||
.jp-InputGroup {
|
||
display: block;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-InputGroup input {
|
||
box-sizing: border-box;
|
||
border: none;
|
||
border-radius: 0;
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color0);
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
padding-bottom: 0;
|
||
padding-top: 0;
|
||
padding-left: 10px;
|
||
padding-right: 28px;
|
||
position: relative;
|
||
width: 100%;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
appearance: none;
|
||
font-size: 14px;
|
||
font-weight: 400;
|
||
height: 30px;
|
||
line-height: 30px;
|
||
outline: none;
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.jp-InputGroup input:focus {
|
||
box-shadow: inset 0 0 0 var(--jp-border-width)
|
||
var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled {
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled ~ span {
|
||
cursor: not-allowed;
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input::placeholder,
|
||
input::placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroupAction {
|
||
position: absolute;
|
||
bottom: 1px;
|
||
right: 0;
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select {
|
||
background-color: initial;
|
||
border: none;
|
||
border-radius: 0;
|
||
box-shadow: none;
|
||
color: var(--jp-ui-font-color0);
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
height: 24px;
|
||
line-height: 14px;
|
||
padding: 0 25px 0 10px;
|
||
text-align: left;
|
||
-moz-appearance: none;
|
||
-webkit-appearance: none;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled ~ span {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
/* Use our own theme for hover and option styles */
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-HTMLSelect.jp-DefaultStyle select:hover,
|
||
.jp-HTMLSelect.jp-DefaultStyle select > option {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
select {
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-StatusBar-Widget {
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color2);
|
||
min-height: var(--jp-statusbar-height);
|
||
justify-content: space-between;
|
||
padding: 0 10px;
|
||
}
|
||
|
||
.jp-StatusBar-Left {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-StatusBar-Middle {
|
||
display: flex;
|
||
align-items: center;
|
||
}
|
||
|
||
.jp-StatusBar-Right {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row-reverse;
|
||
}
|
||
|
||
.jp-StatusBar-Item {
|
||
max-height: var(--jp-statusbar-height);
|
||
margin: 0 2px;
|
||
height: var(--jp-statusbar-height);
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
color: var(--jp-ui-font-color1);
|
||
padding: 0 6px;
|
||
}
|
||
|
||
.jp-mod-highlighted:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-mod-clicked {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-mod-clicked:hover {
|
||
background-color: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-mod-clicked .jp-StatusBar-TextItem {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-HoverItem {
|
||
box-shadow: '0px 4px 4px rgba(0, 0, 0, 0.25)';
|
||
}
|
||
|
||
.jp-StatusBar-TextItem {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
line-height: 24px;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-GroupItem {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle svg {
|
||
display: block;
|
||
margin: 0 auto;
|
||
width: 16px;
|
||
height: 24px;
|
||
align-self: normal;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle path {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar {
|
||
height: 10px;
|
||
width: 100px;
|
||
border: solid 0.25px var(--jp-brand-color2);
|
||
border-radius: 3px;
|
||
overflow: hidden;
|
||
align-self: center;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar > div {
|
||
background-color: var(--jp-brand-color2);
|
||
background-image: linear-gradient(
|
||
-45deg,
|
||
rgba(255, 255, 255, 0.2) 25%,
|
||
transparent 25%,
|
||
transparent 50%,
|
||
rgba(255, 255, 255, 0.2) 50%,
|
||
rgba(255, 255, 255, 0.2) 75%,
|
||
transparent 75%,
|
||
transparent
|
||
);
|
||
background-size: 40px 40px;
|
||
float: left;
|
||
width: 0%;
|
||
height: 100%;
|
||
font-size: 12px;
|
||
line-height: 14px;
|
||
color: #fff;
|
||
text-align: center;
|
||
animation: jp-Statusbar-ExecutionTime-progress-bar 2s linear infinite;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar p {
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
@keyframes jp-Statusbar-ExecutionTime-progress-bar {
|
||
0% {
|
||
background-position: 0 0;
|
||
}
|
||
|
||
100% {
|
||
background-position: 40px 40px;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-commandpalette-search-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Overall styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette {
|
||
padding-bottom: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Modal variant
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-ModalCommandPalette {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
top: 38px;
|
||
left: 30%;
|
||
margin: 0;
|
||
padding: 4px;
|
||
width: 40%;
|
||
box-shadow: var(--jp-elevation-z4);
|
||
border-radius: 4px;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette {
|
||
max-height: 40vh;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-close-icon::after {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-header {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-item {
|
||
margin-left: 4px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-ModalCommandPalette
|
||
.lm-CommandPalette
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Search
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-search {
|
||
padding: 4px;
|
||
background-color: var(--jp-layout-color1);
|
||
z-index: 2;
|
||
}
|
||
|
||
.lm-CommandPalette-wrapper {
|
||
overflow: overlay;
|
||
padding: 0 9px;
|
||
background-color: var(--jp-input-active-background);
|
||
height: 30px;
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
}
|
||
|
||
.lm-CommandPalette.lm-mod-focused .lm-CommandPalette-wrapper {
|
||
box-shadow: inset 0 0 0 1px var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-SearchIconGroup {
|
||
color: white;
|
||
background-color: var(--jp-brand-color1);
|
||
position: absolute;
|
||
top: 4px;
|
||
right: 4px;
|
||
padding: 5px 5px 1px;
|
||
}
|
||
|
||
.jp-SearchIconGroup svg {
|
||
height: 20px;
|
||
width: 20px;
|
||
}
|
||
|
||
.jp-SearchIconGroup .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-input {
|
||
background: transparent;
|
||
width: calc(100% - 18px);
|
||
float: left;
|
||
border: none;
|
||
outline: none;
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: var(--jp-private-commandpalette-search-height);
|
||
}
|
||
|
||
.lm-CommandPalette-input::-webkit-input-placeholder,
|
||
.lm-CommandPalette-input::-moz-placeholder,
|
||
.lm-CommandPalette-input:-ms-input-placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Results
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-header:first-child {
|
||
margin-top: 0;
|
||
}
|
||
|
||
.lm-CommandPalette-header {
|
||
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
cursor: pointer;
|
||
display: flex;
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin-top: 8px;
|
||
padding: 8px 0 8px 12px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-CommandPalette-header.lm-mod-active {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-header > mark {
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item {
|
||
padding: 4px 12px 4px 4px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-weight: 400;
|
||
display: flex;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .jp-icon-selectable[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item:hover:not(.lm-mod-active):not(.lm-mod-disabled) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-itemContent {
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled mark {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemIcon {
|
||
margin: 0 4px 0 0;
|
||
position: relative;
|
||
width: 16px;
|
||
top: 2px;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled .lm-CommandPalette-itemIcon {
|
||
opacity: 0.6;
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemShortcut {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemCaption {
|
||
display: none;
|
||
}
|
||
|
||
.lm-CommandPalette-content {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-content:empty::after {
|
||
content: 'No results';
|
||
margin: auto;
|
||
margin-top: 20px;
|
||
width: 100px;
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size2);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: lighter;
|
||
}
|
||
|
||
.lm-CommandPalette-emptyMessage {
|
||
text-align: center;
|
||
margin-top: 24px;
|
||
line-height: 1.32;
|
||
padding: 0 8px;
|
||
color: var(--jp-content-font-color3);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Dialog {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: center;
|
||
justify-content: center;
|
||
top: 0;
|
||
left: 0;
|
||
margin: 0;
|
||
padding: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-dialog-background);
|
||
}
|
||
|
||
.jp-Dialog-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
background: var(--jp-layout-color1);
|
||
padding: 24px 24px 12px;
|
||
min-width: 300px;
|
||
min-height: 150px;
|
||
max-width: 1000px;
|
||
max-height: 500px;
|
||
box-sizing: border-box;
|
||
box-shadow: var(--jp-elevation-z20);
|
||
word-wrap: break-word;
|
||
border-radius: var(--jp-border-radius);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color1);
|
||
resize: both;
|
||
}
|
||
|
||
.jp-Dialog-content.jp-Dialog-content-small {
|
||
max-width: 500px;
|
||
}
|
||
|
||
.jp-Dialog-button {
|
||
overflow: visible;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus {
|
||
outline: 1px solid var(--jp-brand-color1);
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus::-moz-focus-inner {
|
||
border: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus {
|
||
outline: 1px solid var(--jp-accept-color-normal, var(--jp-brand-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus {
|
||
outline: 1px solid var(--jp-warn-color-normal, var(--jp-error-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline: 1px solid var(--jp-reject-color-normal, var(--md-grey-600));
|
||
}
|
||
|
||
button.jp-Dialog-close-button {
|
||
padding: 0;
|
||
height: 100%;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
.jp-Dialog-header {
|
||
display: flex;
|
||
justify-content: space-between;
|
||
flex: 0 0 auto;
|
||
padding-bottom: 12px;
|
||
font-size: var(--jp-ui-font-size3);
|
||
font-weight: 400;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-Dialog-body {
|
||
display: flex;
|
||
flex-direction: column;
|
||
flex: 1 1 auto;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-Dialog-footer {
|
||
display: flex;
|
||
flex-direction: row;
|
||
justify-content: flex-end;
|
||
align-items: center;
|
||
flex: 0 0 auto;
|
||
margin-left: -12px;
|
||
margin-right: -12px;
|
||
padding: 12px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox {
|
||
padding-right: 5px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox > input:focus-visible {
|
||
outline: 1px solid var(--jp-input-active-border-color);
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-Dialog-spacer {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-Dialog-title {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.jp-Dialog-body > .jp-select-wrapper {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Dialog-body > button {
|
||
padding: 0 16px;
|
||
}
|
||
|
||
.jp-Dialog-body > label {
|
||
line-height: 1.4;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-Dialog-button.jp-mod-styled:not(:last-child) {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Input-Boolean-Dialog {
|
||
flex-direction: row-reverse;
|
||
align-items: end;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Input-Boolean-Dialog > label {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MainAreaWidget > :focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error {
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error > pre {
|
||
width: auto;
|
||
padding: 10px;
|
||
background: var(--jp-error-color3);
|
||
border: var(--jp-border-width) solid var(--jp-error-color1);
|
||
border-radius: var(--jp-border-radius);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: pre-wrap;
|
||
word-wrap: break-word;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/**
|
||
* google-material-color v1.2.6
|
||
* https://github.com/danlevan/google-material-color
|
||
*/
|
||
:root {
|
||
--md-red-50: #ffebee;
|
||
--md-red-100: #ffcdd2;
|
||
--md-red-200: #ef9a9a;
|
||
--md-red-300: #e57373;
|
||
--md-red-400: #ef5350;
|
||
--md-red-500: #f44336;
|
||
--md-red-600: #e53935;
|
||
--md-red-700: #d32f2f;
|
||
--md-red-800: #c62828;
|
||
--md-red-900: #b71c1c;
|
||
--md-red-A100: #ff8a80;
|
||
--md-red-A200: #ff5252;
|
||
--md-red-A400: #ff1744;
|
||
--md-red-A700: #d50000;
|
||
--md-pink-50: #fce4ec;
|
||
--md-pink-100: #f8bbd0;
|
||
--md-pink-200: #f48fb1;
|
||
--md-pink-300: #f06292;
|
||
--md-pink-400: #ec407a;
|
||
--md-pink-500: #e91e63;
|
||
--md-pink-600: #d81b60;
|
||
--md-pink-700: #c2185b;
|
||
--md-pink-800: #ad1457;
|
||
--md-pink-900: #880e4f;
|
||
--md-pink-A100: #ff80ab;
|
||
--md-pink-A200: #ff4081;
|
||
--md-pink-A400: #f50057;
|
||
--md-pink-A700: #c51162;
|
||
--md-purple-50: #f3e5f5;
|
||
--md-purple-100: #e1bee7;
|
||
--md-purple-200: #ce93d8;
|
||
--md-purple-300: #ba68c8;
|
||
--md-purple-400: #ab47bc;
|
||
--md-purple-500: #9c27b0;
|
||
--md-purple-600: #8e24aa;
|
||
--md-purple-700: #7b1fa2;
|
||
--md-purple-800: #6a1b9a;
|
||
--md-purple-900: #4a148c;
|
||
--md-purple-A100: #ea80fc;
|
||
--md-purple-A200: #e040fb;
|
||
--md-purple-A400: #d500f9;
|
||
--md-purple-A700: #a0f;
|
||
--md-deep-purple-50: #ede7f6;
|
||
--md-deep-purple-100: #d1c4e9;
|
||
--md-deep-purple-200: #b39ddb;
|
||
--md-deep-purple-300: #9575cd;
|
||
--md-deep-purple-400: #7e57c2;
|
||
--md-deep-purple-500: #673ab7;
|
||
--md-deep-purple-600: #5e35b1;
|
||
--md-deep-purple-700: #512da8;
|
||
--md-deep-purple-800: #4527a0;
|
||
--md-deep-purple-900: #311b92;
|
||
--md-deep-purple-A100: #b388ff;
|
||
--md-deep-purple-A200: #7c4dff;
|
||
--md-deep-purple-A400: #651fff;
|
||
--md-deep-purple-A700: #6200ea;
|
||
--md-indigo-50: #e8eaf6;
|
||
--md-indigo-100: #c5cae9;
|
||
--md-indigo-200: #9fa8da;
|
||
--md-indigo-300: #7986cb;
|
||
--md-indigo-400: #5c6bc0;
|
||
--md-indigo-500: #3f51b5;
|
||
--md-indigo-600: #3949ab;
|
||
--md-indigo-700: #303f9f;
|
||
--md-indigo-800: #283593;
|
||
--md-indigo-900: #1a237e;
|
||
--md-indigo-A100: #8c9eff;
|
||
--md-indigo-A200: #536dfe;
|
||
--md-indigo-A400: #3d5afe;
|
||
--md-indigo-A700: #304ffe;
|
||
--md-blue-50: #e3f2fd;
|
||
--md-blue-100: #bbdefb;
|
||
--md-blue-200: #90caf9;
|
||
--md-blue-300: #64b5f6;
|
||
--md-blue-400: #42a5f5;
|
||
--md-blue-500: #2196f3;
|
||
--md-blue-600: #1e88e5;
|
||
--md-blue-700: #1976d2;
|
||
--md-blue-800: #1565c0;
|
||
--md-blue-900: #0d47a1;
|
||
--md-blue-A100: #82b1ff;
|
||
--md-blue-A200: #448aff;
|
||
--md-blue-A400: #2979ff;
|
||
--md-blue-A700: #2962ff;
|
||
--md-light-blue-50: #e1f5fe;
|
||
--md-light-blue-100: #b3e5fc;
|
||
--md-light-blue-200: #81d4fa;
|
||
--md-light-blue-300: #4fc3f7;
|
||
--md-light-blue-400: #29b6f6;
|
||
--md-light-blue-500: #03a9f4;
|
||
--md-light-blue-600: #039be5;
|
||
--md-light-blue-700: #0288d1;
|
||
--md-light-blue-800: #0277bd;
|
||
--md-light-blue-900: #01579b;
|
||
--md-light-blue-A100: #80d8ff;
|
||
--md-light-blue-A200: #40c4ff;
|
||
--md-light-blue-A400: #00b0ff;
|
||
--md-light-blue-A700: #0091ea;
|
||
--md-cyan-50: #e0f7fa;
|
||
--md-cyan-100: #b2ebf2;
|
||
--md-cyan-200: #80deea;
|
||
--md-cyan-300: #4dd0e1;
|
||
--md-cyan-400: #26c6da;
|
||
--md-cyan-500: #00bcd4;
|
||
--md-cyan-600: #00acc1;
|
||
--md-cyan-700: #0097a7;
|
||
--md-cyan-800: #00838f;
|
||
--md-cyan-900: #006064;
|
||
--md-cyan-A100: #84ffff;
|
||
--md-cyan-A200: #18ffff;
|
||
--md-cyan-A400: #00e5ff;
|
||
--md-cyan-A700: #00b8d4;
|
||
--md-teal-50: #e0f2f1;
|
||
--md-teal-100: #b2dfdb;
|
||
--md-teal-200: #80cbc4;
|
||
--md-teal-300: #4db6ac;
|
||
--md-teal-400: #26a69a;
|
||
--md-teal-500: #009688;
|
||
--md-teal-600: #00897b;
|
||
--md-teal-700: #00796b;
|
||
--md-teal-800: #00695c;
|
||
--md-teal-900: #004d40;
|
||
--md-teal-A100: #a7ffeb;
|
||
--md-teal-A200: #64ffda;
|
||
--md-teal-A400: #1de9b6;
|
||
--md-teal-A700: #00bfa5;
|
||
--md-green-50: #e8f5e9;
|
||
--md-green-100: #c8e6c9;
|
||
--md-green-200: #a5d6a7;
|
||
--md-green-300: #81c784;
|
||
--md-green-400: #66bb6a;
|
||
--md-green-500: #4caf50;
|
||
--md-green-600: #43a047;
|
||
--md-green-700: #388e3c;
|
||
--md-green-800: #2e7d32;
|
||
--md-green-900: #1b5e20;
|
||
--md-green-A100: #b9f6ca;
|
||
--md-green-A200: #69f0ae;
|
||
--md-green-A400: #00e676;
|
||
--md-green-A700: #00c853;
|
||
--md-light-green-50: #f1f8e9;
|
||
--md-light-green-100: #dcedc8;
|
||
--md-light-green-200: #c5e1a5;
|
||
--md-light-green-300: #aed581;
|
||
--md-light-green-400: #9ccc65;
|
||
--md-light-green-500: #8bc34a;
|
||
--md-light-green-600: #7cb342;
|
||
--md-light-green-700: #689f38;
|
||
--md-light-green-800: #558b2f;
|
||
--md-light-green-900: #33691e;
|
||
--md-light-green-A100: #ccff90;
|
||
--md-light-green-A200: #b2ff59;
|
||
--md-light-green-A400: #76ff03;
|
||
--md-light-green-A700: #64dd17;
|
||
--md-lime-50: #f9fbe7;
|
||
--md-lime-100: #f0f4c3;
|
||
--md-lime-200: #e6ee9c;
|
||
--md-lime-300: #dce775;
|
||
--md-lime-400: #d4e157;
|
||
--md-lime-500: #cddc39;
|
||
--md-lime-600: #c0ca33;
|
||
--md-lime-700: #afb42b;
|
||
--md-lime-800: #9e9d24;
|
||
--md-lime-900: #827717;
|
||
--md-lime-A100: #f4ff81;
|
||
--md-lime-A200: #eeff41;
|
||
--md-lime-A400: #c6ff00;
|
||
--md-lime-A700: #aeea00;
|
||
--md-yellow-50: #fffde7;
|
||
--md-yellow-100: #fff9c4;
|
||
--md-yellow-200: #fff59d;
|
||
--md-yellow-300: #fff176;
|
||
--md-yellow-400: #ffee58;
|
||
--md-yellow-500: #ffeb3b;
|
||
--md-yellow-600: #fdd835;
|
||
--md-yellow-700: #fbc02d;
|
||
--md-yellow-800: #f9a825;
|
||
--md-yellow-900: #f57f17;
|
||
--md-yellow-A100: #ffff8d;
|
||
--md-yellow-A200: #ff0;
|
||
--md-yellow-A400: #ffea00;
|
||
--md-yellow-A700: #ffd600;
|
||
--md-amber-50: #fff8e1;
|
||
--md-amber-100: #ffecb3;
|
||
--md-amber-200: #ffe082;
|
||
--md-amber-300: #ffd54f;
|
||
--md-amber-400: #ffca28;
|
||
--md-amber-500: #ffc107;
|
||
--md-amber-600: #ffb300;
|
||
--md-amber-700: #ffa000;
|
||
--md-amber-800: #ff8f00;
|
||
--md-amber-900: #ff6f00;
|
||
--md-amber-A100: #ffe57f;
|
||
--md-amber-A200: #ffd740;
|
||
--md-amber-A400: #ffc400;
|
||
--md-amber-A700: #ffab00;
|
||
--md-orange-50: #fff3e0;
|
||
--md-orange-100: #ffe0b2;
|
||
--md-orange-200: #ffcc80;
|
||
--md-orange-300: #ffb74d;
|
||
--md-orange-400: #ffa726;
|
||
--md-orange-500: #ff9800;
|
||
--md-orange-600: #fb8c00;
|
||
--md-orange-700: #f57c00;
|
||
--md-orange-800: #ef6c00;
|
||
--md-orange-900: #e65100;
|
||
--md-orange-A100: #ffd180;
|
||
--md-orange-A200: #ffab40;
|
||
--md-orange-A400: #ff9100;
|
||
--md-orange-A700: #ff6d00;
|
||
--md-deep-orange-50: #fbe9e7;
|
||
--md-deep-orange-100: #ffccbc;
|
||
--md-deep-orange-200: #ffab91;
|
||
--md-deep-orange-300: #ff8a65;
|
||
--md-deep-orange-400: #ff7043;
|
||
--md-deep-orange-500: #ff5722;
|
||
--md-deep-orange-600: #f4511e;
|
||
--md-deep-orange-700: #e64a19;
|
||
--md-deep-orange-800: #d84315;
|
||
--md-deep-orange-900: #bf360c;
|
||
--md-deep-orange-A100: #ff9e80;
|
||
--md-deep-orange-A200: #ff6e40;
|
||
--md-deep-orange-A400: #ff3d00;
|
||
--md-deep-orange-A700: #dd2c00;
|
||
--md-brown-50: #efebe9;
|
||
--md-brown-100: #d7ccc8;
|
||
--md-brown-200: #bcaaa4;
|
||
--md-brown-300: #a1887f;
|
||
--md-brown-400: #8d6e63;
|
||
--md-brown-500: #795548;
|
||
--md-brown-600: #6d4c41;
|
||
--md-brown-700: #5d4037;
|
||
--md-brown-800: #4e342e;
|
||
--md-brown-900: #3e2723;
|
||
--md-grey-50: #fafafa;
|
||
--md-grey-100: #f5f5f5;
|
||
--md-grey-200: #eee;
|
||
--md-grey-300: #e0e0e0;
|
||
--md-grey-400: #bdbdbd;
|
||
--md-grey-500: #9e9e9e;
|
||
--md-grey-600: #757575;
|
||
--md-grey-700: #616161;
|
||
--md-grey-800: #424242;
|
||
--md-grey-900: #212121;
|
||
--md-blue-grey-50: #eceff1;
|
||
--md-blue-grey-100: #cfd8dc;
|
||
--md-blue-grey-200: #b0bec5;
|
||
--md-blue-grey-300: #90a4ae;
|
||
--md-blue-grey-400: #78909c;
|
||
--md-blue-grey-500: #607d8b;
|
||
--md-blue-grey-600: #546e7a;
|
||
--md-blue-grey-700: #455a64;
|
||
--md-blue-grey-800: #37474f;
|
||
--md-blue-grey-900: #263238;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedText
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
/* This is the padding value to fill the gaps between lines containing spans with background color. */
|
||
--jp-private-code-span-padding: calc(
|
||
(var(--jp-code-line-height) - 1) * var(--jp-code-font-size) / 2
|
||
);
|
||
}
|
||
|
||
.jp-RenderedText {
|
||
text-align: left;
|
||
padding-left: var(--jp-code-padding);
|
||
line-height: var(--jp-code-line-height);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-RenderedText pre,
|
||
.jp-RenderedJavaScript pre,
|
||
.jp-RenderedHTMLCommon pre {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-code-font-size);
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
}
|
||
|
||
.jp-RenderedText pre a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* console foregrounds and backgrounds */
|
||
.jp-RenderedText pre .ansi-black-fg {
|
||
color: #3e424d;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-fg {
|
||
color: #e75c58;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-fg {
|
||
color: #00a250;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-fg {
|
||
color: #ddb62b;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-fg {
|
||
color: #208ffb;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-fg {
|
||
color: #d160c4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-fg {
|
||
color: #60c6c8;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-fg {
|
||
color: #c5c1b4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-bg {
|
||
background-color: #3e424d;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-bg {
|
||
background-color: #e75c58;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-bg {
|
||
background-color: #00a250;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-bg {
|
||
background-color: #ddb62b;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-bg {
|
||
background-color: #208ffb;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-bg {
|
||
background-color: #d160c4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-bg {
|
||
background-color: #60c6c8;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-bg {
|
||
background-color: #c5c1b4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-fg {
|
||
color: #282c36;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-fg {
|
||
color: #b22b31;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-fg {
|
||
color: #007427;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-fg {
|
||
color: #b27d12;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-fg {
|
||
color: #0065ca;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-fg {
|
||
color: #a03196;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-fg {
|
||
color: #258f8f;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-fg {
|
||
color: #a1a6b2;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-bg {
|
||
background-color: #282c36;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-bg {
|
||
background-color: #b22b31;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-bg {
|
||
background-color: #007427;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-bg {
|
||
background-color: #b27d12;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-bg {
|
||
background-color: #0065ca;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-bg {
|
||
background-color: #a03196;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-bg {
|
||
background-color: #258f8f;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-bg {
|
||
background-color: #a1a6b2;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-fg {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-bg {
|
||
background-color: var(--jp-inverse-layout-color0);
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-bold {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-underline {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedText[data-mime-type='application/vnd.jupyter.stderr'] {
|
||
background: var(--jp-rendermime-error-background);
|
||
padding-top: var(--jp-code-padding);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedLatex
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedLatex {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
}
|
||
|
||
/* Left-justify outputs.*/
|
||
.jp-OutputArea-output.jp-RenderedLatex {
|
||
padding: var(--jp-code-padding);
|
||
text-align: left;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedHTML
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedHTMLCommon {
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-content-font-family);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
|
||
/* Give a bit more R padding on Markdown text to keep line lengths reasonable */
|
||
padding-right: 20px;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon em {
|
||
font-style: italic;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon strong {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon u {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* Headings */
|
||
|
||
.jp-RenderedHTMLCommon h1,
|
||
.jp-RenderedHTMLCommon h2,
|
||
.jp-RenderedHTMLCommon h3,
|
||
.jp-RenderedHTMLCommon h4,
|
||
.jp-RenderedHTMLCommon h5,
|
||
.jp-RenderedHTMLCommon h6 {
|
||
line-height: var(--jp-content-heading-line-height);
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
font-style: normal;
|
||
margin: var(--jp-content-heading-margin-top) 0
|
||
var(--jp-content-heading-margin-bottom) 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:first-child,
|
||
.jp-RenderedHTMLCommon h2:first-child,
|
||
.jp-RenderedHTMLCommon h3:first-child,
|
||
.jp-RenderedHTMLCommon h4:first-child,
|
||
.jp-RenderedHTMLCommon h5:first-child,
|
||
.jp-RenderedHTMLCommon h6:first-child {
|
||
margin-top: calc(0.5 * var(--jp-content-heading-margin-top));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:last-child,
|
||
.jp-RenderedHTMLCommon h2:last-child,
|
||
.jp-RenderedHTMLCommon h3:last-child,
|
||
.jp-RenderedHTMLCommon h4:last-child,
|
||
.jp-RenderedHTMLCommon h5:last-child,
|
||
.jp-RenderedHTMLCommon h6:last-child {
|
||
margin-bottom: calc(0.5 * var(--jp-content-heading-margin-bottom));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1 {
|
||
font-size: var(--jp-content-font-size5);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h2 {
|
||
font-size: var(--jp-content-font-size4);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h3 {
|
||
font-size: var(--jp-content-font-size3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h4 {
|
||
font-size: var(--jp-content-font-size2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h5 {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h6 {
|
||
font-size: var(--jp-content-font-size0);
|
||
}
|
||
|
||
/* Lists */
|
||
|
||
/* stylelint-disable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon ul:not(.list-inline),
|
||
.jp-RenderedHTMLCommon ol:not(.list-inline) {
|
||
padding-left: 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul {
|
||
list-style: disc;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul {
|
||
list-style: square;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul ul {
|
||
list-style: circle;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
list-style: upper-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol {
|
||
list-style: lower-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol {
|
||
list-style: lower-roman;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol,
|
||
.jp-RenderedHTMLCommon ul {
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul,
|
||
.jp-RenderedHTMLCommon ul ol,
|
||
.jp-RenderedHTMLCommon ol ul,
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon hr {
|
||
color: var(--jp-border-color2);
|
||
background-color: var(--jp-border-color1);
|
||
margin-top: 1em;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon > pre {
|
||
margin: 1.5em 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon pre,
|
||
.jp-RenderedHTMLCommon code {
|
||
border: 0;
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
line-height: var(--jp-code-line-height);
|
||
padding: 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon :not(pre) > code {
|
||
background-color: var(--jp-layout-color2);
|
||
padding: 1px 5px;
|
||
}
|
||
|
||
/* Tables */
|
||
|
||
.jp-RenderedHTMLCommon table {
|
||
border-collapse: collapse;
|
||
border-spacing: 0;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
table-layout: fixed;
|
||
margin-left: auto;
|
||
margin-bottom: 1em;
|
||
margin-right: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon thead {
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
vertical-align: bottom;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedHTMLCommon th,
|
||
.jp-RenderedHTMLCommon tr {
|
||
vertical-align: middle;
|
||
padding: 0.5em;
|
||
line-height: normal;
|
||
white-space: normal;
|
||
max-width: none;
|
||
border: none;
|
||
}
|
||
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon th {
|
||
max-width: none;
|
||
}
|
||
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon td,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon th,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon tr {
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon th {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(odd) {
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(even) {
|
||
background: var(--jp-rendermime-table-row-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:hover {
|
||
background: var(--jp-rendermime-table-row-hover-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon p {
|
||
text-align: left;
|
||
margin: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img {
|
||
-moz-force-broken-image-icon: 1;
|
||
}
|
||
|
||
/* Restrict to direct children as other images could be nested in other content. */
|
||
.jp-RenderedHTMLCommon > img {
|
||
display: block;
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
/* Change color behind transparent images if they need it... */
|
||
[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-light-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-dark-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img,
|
||
.jp-RenderedImage img,
|
||
.jp-RenderedHTMLCommon svg,
|
||
.jp-RenderedSVG svg {
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img.jp-mod-unconfined,
|
||
.jp-RenderedImage img.jp-mod-unconfined,
|
||
.jp-RenderedHTMLCommon svg.jp-mod-unconfined,
|
||
.jp-RenderedSVG svg.jp-mod-unconfined {
|
||
max-width: none;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert {
|
||
padding: var(--jp-notebook-padding);
|
||
border: var(--jp-border-width) solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info {
|
||
color: var(--jp-info-color0);
|
||
background-color: var(--jp-info-color3);
|
||
border-color: var(--jp-info-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info hr {
|
||
border-color: var(--jp-info-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-info > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning {
|
||
color: var(--jp-warn-color0);
|
||
background-color: var(--jp-warn-color3);
|
||
border-color: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning hr {
|
||
border-color: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-warning > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success {
|
||
color: var(--jp-success-color0);
|
||
background-color: var(--jp-success-color3);
|
||
border-color: var(--jp-success-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success hr {
|
||
border-color: var(--jp-success-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-success > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger {
|
||
color: var(--jp-error-color0);
|
||
background-color: var(--jp-error-color3);
|
||
border-color: var(--jp-error-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger hr {
|
||
border-color: var(--jp-error-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-danger > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon blockquote {
|
||
margin: 1em 2em;
|
||
padding: 0 1em;
|
||
border-left: 5px solid var(--jp-border-color2);
|
||
}
|
||
|
||
a.jp-InternalAnchorLink {
|
||
visibility: hidden;
|
||
margin-left: 8px;
|
||
color: var(--md-blue-800);
|
||
}
|
||
|
||
h1:hover .jp-InternalAnchorLink,
|
||
h2:hover .jp-InternalAnchorLink,
|
||
h3:hover .jp-InternalAnchorLink,
|
||
h4:hover .jp-InternalAnchorLink,
|
||
h5:hover .jp-InternalAnchorLink,
|
||
h6:hover .jp-InternalAnchorLink {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon kbd {
|
||
background-color: var(--jp-rendermime-table-row-background);
|
||
border: 1px solid var(--jp-border-color0);
|
||
border-bottom-color: var(--jp-border-color2);
|
||
border-radius: 3px;
|
||
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);
|
||
display: inline-block;
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: 1em;
|
||
padding: 0.2em 0.5em;
|
||
}
|
||
|
||
/* Most direct children of .jp-RenderedHTMLCommon have a margin-bottom of 1.0.
|
||
* At the bottom of cells this is a bit too much as there is also spacing
|
||
* between cells. Going all the way to 0 gets too tight between markdown and
|
||
* code cells.
|
||
*/
|
||
.jp-RenderedHTMLCommon > *:last-child {
|
||
margin-bottom: 0.5em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-cursor-backdrop {
|
||
position: fixed;
|
||
width: 200px;
|
||
height: 200px;
|
||
margin-top: -100px;
|
||
margin-left: -100px;
|
||
will-change: transform;
|
||
z-index: 100;
|
||
}
|
||
|
||
.lm-mod-drag-image {
|
||
will-change: transform;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-lineFormSearch {
|
||
padding: 4px 12px;
|
||
background-color: var(--jp-layout-color2);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-lineFormCaption {
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: var(--jp-ui-font-size1);
|
||
margin-top: 4px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-baseLineForm {
|
||
border: none;
|
||
border-radius: 0;
|
||
position: absolute;
|
||
background-size: 16px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
outline: none;
|
||
}
|
||
|
||
.jp-lineFormButtonContainer {
|
||
top: 4px;
|
||
right: 8px;
|
||
height: 24px;
|
||
padding: 0 12px;
|
||
width: 12px;
|
||
}
|
||
|
||
.jp-lineFormButtonIcon {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: var(--jp-brand-color1);
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
padding: 4px 6px;
|
||
}
|
||
|
||
.jp-lineFormButton {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: transparent;
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-lineFormWrapper {
|
||
overflow: hidden;
|
||
padding: 0 8px;
|
||
border: 1px solid var(--jp-border-color0);
|
||
background-color: var(--jp-input-active-background);
|
||
height: 22px;
|
||
}
|
||
|
||
.jp-lineFormWrapperFocusWithin {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-lineFormInput {
|
||
background: transparent;
|
||
width: 200px;
|
||
height: 100%;
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-JSONEditor {
|
||
display: flex;
|
||
flex-direction: column;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-JSONEditor-host {
|
||
flex: 1 1 auto;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-layout-color0);
|
||
min-height: 50px;
|
||
padding: 1px;
|
||
}
|
||
|
||
.jp-JSONEditor.jp-mod-error .jp-JSONEditor-host {
|
||
border-color: red;
|
||
outline-color: red;
|
||
}
|
||
|
||
.jp-JSONEditor-header {
|
||
display: flex;
|
||
flex: 1 0 auto;
|
||
padding: 0 0 0 12px;
|
||
}
|
||
|
||
.jp-JSONEditor-header label {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-JSONEditor-commitButton {
|
||
height: 16px;
|
||
width: 16px;
|
||
background-size: 18px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
}
|
||
|
||
.jp-JSONEditor-host.jp-mod-focused {
|
||
background-color: var(--jp-input-active-background);
|
||
border: 1px solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
.jp-Editor.jp-mod-dropTarget {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-DocumentSearch-input {
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: var(--jp-layout-color0);
|
||
font-family: var(--jp-ui-font-family);
|
||
padding: 2px 1px;
|
||
resize: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay {
|
||
position: absolute;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
border-left: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
top: 0;
|
||
right: 0;
|
||
z-index: 7;
|
||
min-width: 405px;
|
||
padding: 2px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
--jp-private-document-search-button-height: 20px;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button {
|
||
background-color: var(--jp-toolbar-background);
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay-row {
|
||
display: flex;
|
||
align-items: center;
|
||
margin-bottom: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content {
|
||
display: inline-block;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content svg {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper {
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
display: flex;
|
||
background-color: var(--jp-layout-color0);
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper:focus-within {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper {
|
||
all: initial;
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper {
|
||
width: 14px;
|
||
height: 14px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-wrapper {
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper:focus,
|
||
.jp-DocumentSearch-button-wrapper:focus {
|
||
outline: var(--jp-border-width) solid
|
||
var(--jp-cell-editor-active-border-color);
|
||
outline-offset: -1px;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper,
|
||
.jp-DocumentSearch-button-content:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-placeholder {
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button::before {
|
||
display: block;
|
||
padding-top: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off {
|
||
opacity: var(--jp-search-toggle-off-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off:hover {
|
||
opacity: var(--jp-search-toggle-hover-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-on {
|
||
opacity: var(--jp-search-toggle-on-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-index-counter {
|
||
padding-left: 10px;
|
||
padding-right: 10px;
|
||
user-select: none;
|
||
min-width: 35px;
|
||
display: inline-block;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper {
|
||
display: inline-block;
|
||
padding-right: 2px;
|
||
margin-left: auto;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-DocumentSearch-spacer {
|
||
margin-left: auto;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper button {
|
||
outline: 0;
|
||
border: none;
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
vertical-align: middle;
|
||
margin: 1px 5px 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button {
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-options {
|
||
padding: 0 8px;
|
||
margin-left: 3px;
|
||
width: 100%;
|
||
display: grid;
|
||
justify-content: start;
|
||
grid-template-columns: 1fr 1fr;
|
||
align-items: center;
|
||
justify-items: stretch;
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter {
|
||
display: flex;
|
||
align-items: center;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-regex-error {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper {
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
margin: auto 2px;
|
||
padding: 1px 4px;
|
||
height: calc(var(--jp-private-document-search-button-height) + 2px);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper:focus {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button {
|
||
display: inline-block;
|
||
text-align: center;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
color: var(--jp-ui-font-color1);
|
||
|
||
/* height - 2 * (padding of wrapper) */
|
||
line-height: calc(var(--jp-private-document-search-button-height) - 2px);
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-wrapper-class {
|
||
margin-left: 14px;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle {
|
||
border: none;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.cm-editor {
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
border: 0;
|
||
border-radius: 0;
|
||
height: auto;
|
||
|
||
/* Changed to auto to autogrow */
|
||
}
|
||
|
||
.cm-editor pre {
|
||
padding: 0 var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-dialog {
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor {
|
||
cursor: text;
|
||
}
|
||
|
||
/* When zoomed out 67% and 33% on a screen of 1440 width x 900 height */
|
||
@media screen and (min-width: 2138px) and (max-width: 4319px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width1) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
/* When zoomed out less than 33% */
|
||
@media screen and (min-width: 4320px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width2) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
.cm-editor.jp-mod-readOnly .cm-cursor {
|
||
display: none;
|
||
}
|
||
|
||
.jp-CollaboratorCursor {
|
||
border-left: 5px solid transparent;
|
||
border-right: 5px solid transparent;
|
||
border-top: none;
|
||
border-bottom: 3px solid;
|
||
background-clip: content-box;
|
||
margin-left: -5px;
|
||
margin-right: -5px;
|
||
}
|
||
|
||
.cm-searching,
|
||
.cm-searching span {
|
||
/* `.cm-searching span`: we need to override syntax highlighting */
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.cm-searching::selection,
|
||
.cm-searching span::selection {
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching,
|
||
.jp-current-match > .cm-searching span,
|
||
.cm-searching > .jp-current-match,
|
||
.cm-searching > .jp-current-match span {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching::selection,
|
||
.cm-searching > .jp-current-match::selection,
|
||
.jp-current-match > .cm-searching span::selection {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.cm-trailingspace {
|
||
background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAgAAAAFCAYAAAB4ka1VAAAAsElEQVQIHQGlAFr/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7+r3zKmT0/+pk9P/7+r3zAAAAAAAAAAABAAAAAAAAAAA6OPzM+/q9wAAAAAA6OPzMwAAAAAAAAAAAgAAAAAAAAAAGR8NiRQaCgAZIA0AGR8NiQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQyoYJ/SY80UAAAAASUVORK5CYII=);
|
||
background-position: center left;
|
||
background-repeat: repeat-x;
|
||
}
|
||
|
||
.jp-CollaboratorCursor-hover {
|
||
position: absolute;
|
||
z-index: 1;
|
||
transform: translateX(-50%);
|
||
color: white;
|
||
border-radius: 3px;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
text-align: center;
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-CodeMirror-ruler {
|
||
border-left: 1px dashed var(--jp-border-color2);
|
||
}
|
||
|
||
/* Styles for shared cursors (remote cursor locations and selected ranges) */
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret {
|
||
position: relative;
|
||
border-left: 1px solid black;
|
||
margin-left: -1px;
|
||
margin-right: -1px;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret > .cm-ySelectionInfo {
|
||
white-space: nowrap;
|
||
position: absolute;
|
||
top: -1.15em;
|
||
padding-bottom: 0.05em;
|
||
left: -1px;
|
||
font-size: 0.95em;
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: bold;
|
||
line-height: normal;
|
||
user-select: none;
|
||
color: white;
|
||
padding-left: 2px;
|
||
padding-right: 2px;
|
||
z-index: 101;
|
||
transition: opacity 0.3s ease-in-out;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionInfo {
|
||
transition-delay: 0.7s;
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret:hover > .cm-ySelectionInfo {
|
||
opacity: 1;
|
||
transition-delay: 0s;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MimeDocument {
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-filebrowser-button-height: 28px;
|
||
--jp-private-filebrowser-button-width: 48px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser .jp-SidePanel-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar.jp-Toolbar {
|
||
flex-wrap: wrap;
|
||
row-gap: 12px;
|
||
border-bottom: none;
|
||
height: auto;
|
||
margin: 8px 12px 0;
|
||
box-shadow: none;
|
||
padding: 0;
|
||
justify-content: flex-start;
|
||
}
|
||
|
||
.jp-FileBrowser-Panel {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-BreadCrumbs {
|
||
flex: 0 0 auto;
|
||
margin: 8px 12px;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item {
|
||
margin: 0 2px;
|
||
padding: 0 2px;
|
||
border-radius: var(--jp-border-radius);
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:first-child {
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item.jp-mod-dropTarget {
|
||
background-color: var(--jp-brand-color2);
|
||
opacity: 0.7;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Buttons
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
padding-left: 0;
|
||
padding-right: 2px;
|
||
align-items: center;
|
||
height: unset;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item .jp-ToolbarButtonComponent {
|
||
width: 40px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Other styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileDialog.jp-mod-conflict input {
|
||
color: var(--jp-error-color1);
|
||
}
|
||
|
||
.jp-FileDialog .jp-new-name-title {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-LastModified-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileSize-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileBrowser .lm-AccordionPanel > h3:first-child {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| DirListing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-DirListing {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DirListing-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
overflow: hidden;
|
||
border-top: var(--jp-border-width) solid var(--jp-border-color2);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
}
|
||
|
||
.jp-DirListing-headerItem {
|
||
padding: 4px 12px 2px;
|
||
font-weight: 500;
|
||
}
|
||
|
||
.jp-DirListing-headerItem:hover {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-name {
|
||
flex: 1 0 84px;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-modified {
|
||
flex: 0 0 112px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-filesize {
|
||
flex: 0 0 75px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-id-narrow {
|
||
display: none;
|
||
flex: 0 0 5px;
|
||
padding: 4px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
color: var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-narrow {
|
||
display: block;
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-modified,
|
||
.jp-DirListing-narrow .jp-DirListing-itemModified {
|
||
display: none;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-mod-selected {
|
||
font-weight: 600;
|
||
}
|
||
|
||
/* increase specificity to override bundled default */
|
||
.jp-DirListing-content {
|
||
flex: 1 1 auto;
|
||
margin: 0;
|
||
padding: 0;
|
||
list-style-type: none;
|
||
overflow: auto;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-content mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-item.jp-mod-selected mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
/* Style the directory listing content when a user drops a file to upload */
|
||
.jp-DirListing.jp-mod-native-drop .jp-DirListing-content {
|
||
outline: 5px dashed rgba(128, 128, 128, 0.5);
|
||
outline-offset: -10px;
|
||
cursor: copy;
|
||
}
|
||
|
||
.jp-DirListing-item {
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
padding: 4px 12px;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper {
|
||
/* Increases hit area of checkbox. */
|
||
padding: 4px;
|
||
}
|
||
|
||
.jp-DirListing-header
|
||
.jp-DirListing-checkboxWrapper
|
||
+ .jp-DirListing-headerItem {
|
||
padding-left: 4px;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-checkboxWrapper {
|
||
position: relative;
|
||
left: -4px;
|
||
margin: -4px 0 -4px -8px;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper.jp-mod-visible {
|
||
visibility: visible;
|
||
}
|
||
|
||
/* For devices that support hovering, hide checkboxes until hovered, selected...
|
||
*/
|
||
@media (hover: hover) {
|
||
.jp-DirListing-checkboxWrapper {
|
||
visibility: hidden;
|
||
}
|
||
|
||
.jp-DirListing-item:hover .jp-DirListing-checkboxWrapper,
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-checkboxWrapper {
|
||
visibility: visible;
|
||
}
|
||
}
|
||
|
||
.jp-DirListing-item[data-is-dot] {
|
||
opacity: 75%;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-dropTarget {
|
||
background: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-DirListing-item:hover:not(.jp-mod-selected) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-itemIcon {
|
||
flex: 0 0 20px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-DirListing-itemText {
|
||
flex: 1 0 64px;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-itemText:focus {
|
||
outline-width: 2px;
|
||
outline-color: var(--jp-inverse-layout-color1);
|
||
outline-style: solid;
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-itemText:focus {
|
||
outline-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-itemModified {
|
||
flex: 0 0 125px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-itemFileSize {
|
||
flex: 0 0 90px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-editor {
|
||
flex: 1 0 64px;
|
||
outline: none;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon::before {
|
||
color: var(--jp-success-color1);
|
||
content: '\25CF';
|
||
font-size: 8px;
|
||
position: absolute;
|
||
left: -8px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running.jp-mod-selected
|
||
.jp-DirListing-itemIcon::before {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.lm-mod-drag-image,
|
||
.jp-DirListing-item.jp-mod-selected.lm-mod-drag-image {
|
||
font-size: var(--jp-ui-font-size1);
|
||
padding-left: 4px;
|
||
margin-left: 4px;
|
||
width: 160px;
|
||
background-color: var(--jp-ui-inverse-font-color2);
|
||
box-shadow: var(--jp-elevation-z2);
|
||
border-radius: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
transform: translateX(-40%) translateY(-58%);
|
||
}
|
||
|
||
.jp-Document {
|
||
min-width: 120px;
|
||
min-height: 120px;
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Main OutputArea
|
||
| OutputArea has a list of Outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-OutputArea-child {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-OutputPrompt {
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-outprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-OutputArea-prompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
}
|
||
|
||
.jp-OutputArea-output {
|
||
display: table-cell;
|
||
width: 100%;
|
||
height: auto;
|
||
overflow: auto;
|
||
user-select: text;
|
||
-moz-user-select: text;
|
||
-webkit-user-select: text;
|
||
-ms-user-select: text;
|
||
}
|
||
|
||
.jp-OutputArea .jp-RenderedText {
|
||
padding-left: 1ch;
|
||
}
|
||
|
||
/**
|
||
* Prompt overlay.
|
||
*/
|
||
|
||
.jp-OutputArea-promptOverlay {
|
||
position: absolute;
|
||
top: 0;
|
||
width: var(--jp-cell-prompt-width);
|
||
height: 100%;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-OutputArea-promptOverlay:hover {
|
||
background: var(--jp-layout-color2);
|
||
box-shadow: inset 0 0 1px var(--jp-inverse-layout-color0);
|
||
cursor: zoom-out;
|
||
}
|
||
|
||
.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay:hover {
|
||
cursor: zoom-in;
|
||
}
|
||
|
||
/**
|
||
* Isolated output.
|
||
*/
|
||
.jp-OutputArea-output.jp-mod-isolated {
|
||
width: 100%;
|
||
display: block;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/* pre */
|
||
|
||
.jp-OutputArea-output pre {
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
overflow-x: auto;
|
||
overflow-y: auto;
|
||
word-break: break-all;
|
||
word-wrap: break-word;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
/* tables */
|
||
|
||
.jp-OutputArea-output.jp-RenderedHTMLCommon table {
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
}
|
||
|
||
/* description lists */
|
||
|
||
.jp-OutputArea-output dl,
|
||
.jp-OutputArea-output dt,
|
||
.jp-OutputArea-output dd {
|
||
display: block;
|
||
}
|
||
|
||
.jp-OutputArea-output dl {
|
||
width: 100%;
|
||
overflow: hidden;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dt {
|
||
font-weight: bold;
|
||
float: left;
|
||
width: 20%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dd {
|
||
float: left;
|
||
width: 80%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-TrimmedOutputs pre {
|
||
background: var(--jp-layout-color3);
|
||
font-size: calc(var(--jp-code-font-size) * 1.4);
|
||
text-align: center;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
/* Hide the gutter in case of
|
||
* - nested output areas (e.g. in the case of output widgets)
|
||
* - mirrored output areas
|
||
*/
|
||
.jp-OutputArea .jp-OutputArea .jp-OutputArea-prompt {
|
||
display: none;
|
||
}
|
||
|
||
/* Hide empty lines in the output area, for instance due to cleared widgets */
|
||
.jp-OutputArea-prompt:empty {
|
||
padding: 0;
|
||
border: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| executeResult is added to any Output-result for the display of the object
|
||
| returned by a cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea-output.jp-OutputArea-executeResult {
|
||
margin-left: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* Text output with the Out[] prompt needs a top padding to match the
|
||
* alignment of the Out[] prompt itself.
|
||
*/
|
||
.jp-OutputArea-executeResult .jp-RenderedText.jp-OutputArea-output {
|
||
padding-top: var(--jp-code-padding);
|
||
border-top: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| The Stdin output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Stdin-prompt {
|
||
color: var(--jp-content-font-color0);
|
||
padding-right: var(--jp-code-padding);
|
||
vertical-align: baseline;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-Stdin-input {
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
color: inherit;
|
||
background-color: inherit;
|
||
width: 42%;
|
||
min-width: 200px;
|
||
|
||
/* make sure input baseline aligns with prompt */
|
||
vertical-align: baseline;
|
||
|
||
/* padding + margin = 0.5em between prompt and cursor */
|
||
padding: 0 0.25em;
|
||
margin: 0 0.25em;
|
||
flex: 0 0 70%;
|
||
}
|
||
|
||
.jp-Stdin-input::placeholder {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Stdin-input:focus {
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Stdin-input:focus::placeholder {
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output Area View
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea {
|
||
height: 100%;
|
||
display: block;
|
||
}
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea-output:only-child {
|
||
height: 100%;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
@media print {
|
||
.jp-OutputArea-child {
|
||
break-inside: avoid-page;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-OutputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
|
||
.jp-OutputArea-child .jp-OutputArea-output {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
}
|
||
|
||
/* Trimmed outputs warning */
|
||
.jp-TrimmedOutputs > a {
|
||
margin: 10px;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-TrimmedOutputs > a:hover {
|
||
text-decoration: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Table of Contents
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toc-active-width: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents {
|
||
display: flex;
|
||
flex-direction: column;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholder {
|
||
text-align: center;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent {
|
||
color: var(--jp-content-font-color2);
|
||
padding: 8px;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent > h3 {
|
||
margin-bottom: var(--jp-content-heading-margin-bottom);
|
||
}
|
||
|
||
.jp-TableOfContents .jp-SidePanel-content {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-TableOfContents-tree {
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents ol {
|
||
list-style-type: none;
|
||
}
|
||
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-TableOfContents li > ol {
|
||
/* Align left border with triangle icon center */
|
||
padding-left: 11px;
|
||
}
|
||
|
||
.jp-TableOfContents-content {
|
||
/* left margin for the active heading indicator */
|
||
margin: 0 0 0 var(--jp-private-toc-active-width);
|
||
padding: 0;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-tocItem {
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-tocItem-heading {
|
||
display: flex;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-heading:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-tocItem-content {
|
||
display: block;
|
||
padding: 4px 0;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
.jp-tocItem-collapser {
|
||
height: 20px;
|
||
margin: 2px 2px 0;
|
||
padding: 0;
|
||
background: none;
|
||
border: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-collapser:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
/* Active heading indicator */
|
||
|
||
.jp-tocItem-heading::before {
|
||
content: ' ';
|
||
background: transparent;
|
||
width: var(--jp-private-toc-active-width);
|
||
height: 24px;
|
||
position: absolute;
|
||
left: 0;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-tocItem-heading.jp-tocItem-active::before {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-tocItem-heading:hover.jp-tocItem-active::before {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Collapser {
|
||
flex: 0 0 var(--jp-cell-collapser-width);
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
opacity: 1;
|
||
}
|
||
|
||
.jp-Collapser-child {
|
||
display: block;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
|
||
/* height: 100% doesn't work because the height of its parent is computed from content */
|
||
position: absolute;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Hiding collapsers in print mode.
|
||
|
||
Note: input and output wrappers have "display: block" propery in print mode.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Collapser {
|
||
display: none;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Header/Footer
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Hidden by zero height by default */
|
||
.jp-CellHeader,
|
||
.jp-CellFooter {
|
||
height: 0;
|
||
width: 100%;
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Input
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* All input areas */
|
||
.jp-InputArea {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-InputArea-editor {
|
||
display: table-cell;
|
||
overflow: hidden;
|
||
vertical-align: top;
|
||
|
||
/* This is the non-active, default styling */
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-InputArea-editor {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Placeholder {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Placeholder-prompt {
|
||
display: table-cell;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-Placeholder-content {
|
||
display: table-cell;
|
||
padding: 4px 6px;
|
||
border: 1px solid transparent;
|
||
border-radius: 0;
|
||
background: none;
|
||
box-sizing: border-box;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Placeholder-contentContainer {
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Placeholder-content:hover,
|
||
.jp-InputPlaceholder > .jp-Placeholder-content:hover {
|
||
border-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon {
|
||
width: 32px;
|
||
height: 16px;
|
||
border: 1px solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon:hover {
|
||
border: 1px solid var(--jp-border-color1);
|
||
box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.25);
|
||
background-color: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-PlaceholderText {
|
||
white-space: nowrap;
|
||
overflow-x: hidden;
|
||
color: var(--jp-inverse-layout-color3);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-InputPlaceholder > .jp-Placeholder-content {
|
||
border-color: var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Private CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-cell-scrolling-output-offset: 5px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell {
|
||
padding: var(--jp-cell-padding);
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Common input/output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: flex;
|
||
flex-direction: row;
|
||
padding: 0;
|
||
margin: 0;
|
||
|
||
/* Added to reveal the box-shadow on the input and output collapsers. */
|
||
overflow: visible;
|
||
}
|
||
|
||
/* Only input/output areas inside cells */
|
||
.jp-Cell-inputArea,
|
||
.jp-Cell-outputArea {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Collapser
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Make the output collapser disappear when there is not output, but do so
|
||
* in a manner that leaves it in the layout and preserves its width.
|
||
*/
|
||
.jp-Cell.jp-mod-noOutputs .jp-Cell-outputCollapser {
|
||
border: none !important;
|
||
background: transparent !important;
|
||
}
|
||
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputCollapser {
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Put a space between input and output when there IS output */
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputWrapper {
|
||
margin-top: 5px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {
|
||
overflow-y: auto;
|
||
max-height: 24em;
|
||
margin-left: var(--jp-private-cell-scrolling-output-offset);
|
||
resize: vertical;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea[style*='height'] {
|
||
max-height: unset;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea::after {
|
||
content: ' ';
|
||
box-shadow: inset 0 0 6px 2px rgb(0 0 0 / 30%);
|
||
width: 100%;
|
||
height: 100%;
|
||
position: sticky;
|
||
bottom: 0;
|
||
top: 0;
|
||
margin-top: -50%;
|
||
float: left;
|
||
display: block;
|
||
pointer-events: none;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-child {
|
||
padding-top: 6px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {
|
||
width: calc(
|
||
var(--jp-cell-prompt-width) - var(--jp-private-cell-scrolling-output-offset)
|
||
);
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay {
|
||
left: calc(-1 * var(--jp-private-cell-scrolling-output-offset));
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CodeCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| MarkdownCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MarkdownOutput {
|
||
display: table-cell;
|
||
width: 100%;
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
padding-left: var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-MarkdownOutput.jp-RenderedHTMLCommon {
|
||
overflow: auto;
|
||
}
|
||
|
||
/* collapseHeadingButton (show always if hiddenCellsButton is _not_ shown) */
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
font-size: var(--jp-code-font-size);
|
||
position: absolute;
|
||
background-color: transparent;
|
||
background-size: 25px;
|
||
background-repeat: no-repeat;
|
||
background-position-x: center;
|
||
background-position-y: top;
|
||
background-image: var(--jp-icon-caret-down);
|
||
right: 0;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
.jp-collapseHeadingButton.jp-mod-collapsed {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
/*
|
||
set the container font size to match that of content
|
||
so that the nested collapse buttons have the right size
|
||
*/
|
||
.jp-MarkdownCell .jp-InputPrompt {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
/*
|
||
Align collapseHeadingButton with cell top header
|
||
The font sizes are identical to the ones in packages/rendermime/style/base.css
|
||
*/
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='1'] {
|
||
font-size: var(--jp-content-font-size5);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size5));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='2'] {
|
||
font-size: var(--jp-content-font-size4);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size4));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='3'] {
|
||
font-size: var(--jp-content-font-size3);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size3));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='4'] {
|
||
font-size: var(--jp-content-font-size2);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size2));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='5'] {
|
||
font-size: var(--jp-content-font-size1);
|
||
background-position-y: top;
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='6'] {
|
||
font-size: var(--jp-content-font-size0);
|
||
background-position-y: top;
|
||
}
|
||
|
||
/* collapseHeadingButton (show only on (hover,active) if hiddenCellsButton is shown) */
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-collapseHeadingButton {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton
|
||
:is(.jp-MarkdownCell:hover, .jp-mod-active)
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
}
|
||
|
||
/* showHiddenCellsButton (only show if jp-mod-showHiddenCellsButton is set, which
|
||
is a consequence of the showHiddenCellsButton option in Notebook Settings)*/
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton {
|
||
margin-left: calc(var(--jp-cell-prompt-width) + 2 * var(--jp-code-padding));
|
||
margin-top: var(--jp-code-padding);
|
||
border: 1px solid var(--jp-border-color2);
|
||
background-color: var(--jp-border-color3) !important;
|
||
color: var(--jp-content-font-color0) !important;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton:hover {
|
||
background-color: var(--jp-border-color2) !important;
|
||
}
|
||
|
||
.jp-showHiddenCellsButton {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Using block instead of flex to allow the use of the break-inside CSS property for
|
||
cell outputs.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: block;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-notebook-toolbar-padding: 2px 5px 2px 2px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookPanel-toolbar {
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
|
||
/* disable paint containment from lumino 2.0 default strict CSS containment */
|
||
contain: style size !important;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Notebook-toolbarCellType .jp-select-wrapper.jp-mod-focused {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown select {
|
||
height: 24px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 14px;
|
||
border-radius: 0;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown span {
|
||
top: 5px !important;
|
||
}
|
||
|
||
.jp-Toolbar-responsive-popup {
|
||
position: absolute;
|
||
height: fit-content;
|
||
display: flex;
|
||
flex-direction: row;
|
||
flex-wrap: wrap;
|
||
justify-content: flex-end;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
z-index: 1;
|
||
right: 0;
|
||
top: 0;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-responsive-opener {
|
||
margin-left: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-ExecutionIndicator {
|
||
position: relative;
|
||
display: inline-block;
|
||
height: 100%;
|
||
z-index: 9997;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: hidden;
|
||
height: auto;
|
||
width: max-content;
|
||
width: -moz-max-content;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
text-align: justify;
|
||
border-radius: 6px;
|
||
padding: 0 5px;
|
||
position: fixed;
|
||
display: table;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.up {
|
||
transform: translateX(-50%) translateY(-100%) translateY(-32px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.down {
|
||
transform: translateX(calc(-100% + 16px)) translateY(5px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator:hover .jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator span {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
color: var(--jp-ui-font-color1);
|
||
line-height: 24px;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-progress-bar {
|
||
display: flex;
|
||
justify-content: center;
|
||
height: 100%;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*
|
||
* Execution indicator
|
||
*/
|
||
.jp-tocItem-content::after {
|
||
content: '';
|
||
|
||
/* Must be identical to form a circle */
|
||
width: 12px;
|
||
height: 12px;
|
||
background: none;
|
||
border: none;
|
||
position: absolute;
|
||
right: 0;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background: none;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='1']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background-color: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0'],
|
||
.jp-tocItem-content[data-running='1'] {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Notebook-footer {
|
||
height: 27px;
|
||
margin-left: calc(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding)
|
||
);
|
||
width: calc(
|
||
100% -
|
||
(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding) + var(--jp-cell-padding)
|
||
)
|
||
);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
color: var(--jp-ui-font-color3);
|
||
margin-top: 6px;
|
||
background: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
/* For devices that support hovering, hide footer until hover */
|
||
@media (hover: hover) {
|
||
.jp-Notebook-footer {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus,
|
||
.jp-Notebook-footer:hover {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Imports
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-side-by-side-output-size: 1fr;
|
||
--jp-side-by-side-resized-cell: var(--jp-side-by-side-output-size);
|
||
--jp-private-notebook-dragImage-width: 304px;
|
||
--jp-private-notebook-dragImage-height: 36px;
|
||
--jp-private-notebook-selected-color: var(--md-blue-400);
|
||
--jp-private-notebook-active-color: var(--md-green-400);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* stylelint-disable selector-max-class */
|
||
|
||
.jp-NotebookPanel {
|
||
display: block;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-NotebookPanel.jp-Document {
|
||
min-width: 240px;
|
||
min-height: 120px;
|
||
}
|
||
|
||
.jp-Notebook {
|
||
padding: var(--jp-notebook-padding);
|
||
outline: none;
|
||
overflow: auto;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-scrollPastEnd::after {
|
||
display: block;
|
||
content: '';
|
||
min-height: var(--jp-notebook-scroll-padding);
|
||
}
|
||
|
||
.jp-MainAreaWidget-ContainStrict .jp-Notebook * {
|
||
contain: strict;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell {
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell .jp-InputPrompt {
|
||
cursor: move;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook state related styling
|
||
|
|
||
| The notebook and cells each have states, here are the possibilities:
|
||
|
|
||
| - Notebook
|
||
| - Command
|
||
| - Edit
|
||
| - Cell
|
||
| - None
|
||
| - Active (only one can be active)
|
||
| - Selected (the cells actions are applied to)
|
||
| - Multiselected (when multiple selected, the cursor)
|
||
| - No outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Command or edit modes */
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-InputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-OutputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
/* cell is active */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser {
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* cell is dirty */
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt {
|
||
color: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt::before {
|
||
color: var(--jp-warn-color1);
|
||
content: '•';
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-active.jp-mod-dirty .jp-Collapser {
|
||
background: var(--jp-warn-color1);
|
||
}
|
||
|
||
/* collapser is hovered */
|
||
.jp-Notebook .jp-Cell .jp-Collapser:hover {
|
||
box-shadow: var(--jp-elevation-z2);
|
||
background: var(--jp-brand-color1);
|
||
opacity: var(--jp-cell-collapser-not-active-hover-opacity);
|
||
}
|
||
|
||
/* cell is active and collapser is hovered */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser:hover {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/* Command mode */
|
||
|
||
.jp-Notebook.jp-mod-commandMode .jp-Cell.jp-mod-selected {
|
||
background: var(--jp-notebook-multiselected-color);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Cell.jp-mod-active.jp-mod-selected:not(.jp-mod-multiSelected) {
|
||
background: transparent;
|
||
}
|
||
|
||
/* Edit mode */
|
||
|
||
.jp-Notebook.jp-mod-editMode .jp-Cell.jp-mod-active .jp-InputArea-editor {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-cell-editor-active-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook drag and drop
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-cell.jp-mod-dropSource {
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-Notebook-cell.jp-mod-dropTarget,
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Notebook-cell.jp-mod-active.jp-mod-selected.jp-mod-dropTarget {
|
||
border-top-color: var(--jp-private-notebook-selected-color);
|
||
border-top-style: solid;
|
||
border-top-width: 2px;
|
||
}
|
||
|
||
.jp-dragImage {
|
||
display: block;
|
||
flex-direction: row;
|
||
width: var(--jp-private-notebook-dragImage-width);
|
||
height: var(--jp-private-notebook-dragImage-height);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-dragImage-singlePrompt {
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-content {
|
||
flex: 1 1 auto;
|
||
z-index: 2;
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
line-height: var(--jp-code-line-height);
|
||
padding: var(--jp-code-padding);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background-color);
|
||
color: var(--jp-content-font-color3);
|
||
text-align: left;
|
||
margin: 4px 4px 4px 0;
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-prompt {
|
||
flex: 0 0 auto;
|
||
min-width: 36px;
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
padding: var(--jp-code-padding);
|
||
padding-left: 12px;
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: 1.9;
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
.jp-dragImage-multipleBack {
|
||
z-index: -1;
|
||
position: absolute;
|
||
height: 32px;
|
||
width: 300px;
|
||
top: 8px;
|
||
left: 8px;
|
||
background: var(--jp-layout-color2);
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell toolbar
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookTools {
|
||
display: block;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool {
|
||
padding: 12px 0;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-ActiveCellTool-Content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-ActiveCellTool-CellContent {
|
||
background: var(--jp-cell-editor-background);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
min-height: 29px;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-InputPrompt {
|
||
min-width: calc(var(--jp-cell-prompt-width) * 0.75);
|
||
}
|
||
|
||
.jp-ActiveCellTool-CellContent > pre {
|
||
padding: 5px 4px;
|
||
margin: 0;
|
||
white-space: normal;
|
||
}
|
||
|
||
.jp-MetadataEditorTool {
|
||
flex-direction: column;
|
||
padding: 12px 0;
|
||
}
|
||
|
||
.jp-RankedPanel > :not(:first-child) {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-KeySelector select.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
}
|
||
|
||
.jp-KeySelector label,
|
||
.jp-MetadataEditorTool label,
|
||
.jp-NumberSetter label {
|
||
line-height: 1.4;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-select-wrapper {
|
||
margin-top: 4px;
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-NumberSetter input {
|
||
width: 100%;
|
||
margin-top: 4px;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-Collapse {
|
||
margin-top: 16px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Presentation Mode (.jp-mod-presentationMode)
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-mod-presentationMode .jp-Notebook {
|
||
--jp-content-font-size1: var(--jp-content-presentation-font-size1);
|
||
--jp-code-font-size: var(--jp-code-presentation-font-size);
|
||
}
|
||
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-InputPrompt,
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-OutputPrompt {
|
||
flex: 0 0 110px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Side-by-side Mode (.jp-mod-sideBySide)
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-mod-sideBySide.jp-Notebook .jp-Notebook-cell {
|
||
margin-top: 3em;
|
||
margin-bottom: 3em;
|
||
margin-left: 5%;
|
||
margin-right: 5%;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell {
|
||
display: grid;
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-output-size)
|
||
);
|
||
grid-template-rows: auto minmax(0, 1fr) auto;
|
||
grid-template-areas:
|
||
'header header header'
|
||
'input handle output'
|
||
'footer footer footer';
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell.jp-mod-resizedCell {
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-resized-cell)
|
||
);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellHeader {
|
||
grid-area: header;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-inputWrapper {
|
||
grid-area: input;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-outputWrapper {
|
||
/* overwrite the default margin (no vertical separation needed in side by side move */
|
||
margin-top: 0;
|
||
grid-area: output;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellFooter {
|
||
grid-area: footer;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle {
|
||
grid-area: handle;
|
||
user-select: none;
|
||
display: block;
|
||
height: 100%;
|
||
cursor: ew-resize;
|
||
padding: 0 var(--jp-cell-padding);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle::after {
|
||
content: '';
|
||
display: block;
|
||
background: var(--jp-border-color2);
|
||
height: 100%;
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook
|
||
.jp-CodeCell.jp-mod-resizedCell
|
||
.jp-CellResizeHandle::after {
|
||
background: var(--jp-border-color0);
|
||
}
|
||
|
||
.jp-CellResizeHandle {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-Placeholder {
|
||
padding-left: 55px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper {
|
||
background: #fff;
|
||
border: 1px solid;
|
||
border-color: #e5e6e9 #dfe0e4 #d0d1d5;
|
||
border-radius: 4px;
|
||
-webkit-border-radius: 4px;
|
||
margin: 10px 15px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-inner {
|
||
padding: 15px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body {
|
||
background-repeat: repeat;
|
||
background-size: 50% auto;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body div {
|
||
background: #f6f7f8;
|
||
background-image: -webkit-linear-gradient(
|
||
left,
|
||
#f6f7f8 0%,
|
||
#edeef1 20%,
|
||
#f6f7f8 40%,
|
||
#f6f7f8 100%
|
||
);
|
||
background-repeat: no-repeat;
|
||
background-size: 800px 104px;
|
||
height: 104px;
|
||
position: absolute;
|
||
right: 15px;
|
||
left: 15px;
|
||
top: 15px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h1 {
|
||
top: 20px;
|
||
height: 20px;
|
||
left: 15px;
|
||
width: 150px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h2 {
|
||
left: 15px;
|
||
top: 50px;
|
||
height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1,
|
||
div.jp-Cell-Placeholder-content-2,
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
left: 15px;
|
||
right: 15px;
|
||
height: 10px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1 {
|
||
top: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-2 {
|
||
top: 120px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
top: 140px;
|
||
}
|
||
|
||
</style>
|
||
<style type="text/css">
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
The following CSS variables define the main, public API for styling JupyterLab.
|
||
These variables should be used by all plugins wherever possible. In other
|
||
words, plugins should not define custom colors, sizes, etc unless absolutely
|
||
necessary. This enables users to change the visual theme of JupyterLab
|
||
by changing these variables.
|
||
|
||
Many variables appear in an ordered sequence (0,1,2,3). These sequences
|
||
are designed to work well together, so for example, `--jp-border-color1` should
|
||
be used with `--jp-layout-color1`. The numbers have the following meanings:
|
||
|
||
* 0: super-primary, reserved for special emphasis
|
||
* 1: primary, most important under normal situations
|
||
* 2: secondary, next most important under normal situations
|
||
* 3: tertiary, next most important under normal situations
|
||
|
||
Throughout JupyterLab, we are mostly following principles from Google's
|
||
Material Design when selecting colors. We are not, however, following
|
||
all of MD as it is not optimized for dense, information rich UIs.
|
||
*/
|
||
|
||
:root {
|
||
/* Elevation
|
||
*
|
||
* We style box-shadows using Material Design's idea of elevation. These particular numbers are taken from here:
|
||
*
|
||
* https://github.com/material-components/material-components-web
|
||
* https://material-components-web.appspot.com/elevation.html
|
||
*/
|
||
|
||
--jp-shadow-base-lightness: 0;
|
||
--jp-shadow-umbra-color: rgba(
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
0.2
|
||
);
|
||
--jp-shadow-penumbra-color: rgba(
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
0.14
|
||
);
|
||
--jp-shadow-ambient-color: rgba(
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
var(--jp-shadow-base-lightness),
|
||
0.12
|
||
);
|
||
--jp-elevation-z0: none;
|
||
--jp-elevation-z1: 0 2px 1px -1px var(--jp-shadow-umbra-color),
|
||
0 1px 1px 0 var(--jp-shadow-penumbra-color),
|
||
0 1px 3px 0 var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z2: 0 3px 1px -2px var(--jp-shadow-umbra-color),
|
||
0 2px 2px 0 var(--jp-shadow-penumbra-color),
|
||
0 1px 5px 0 var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z4: 0 2px 4px -1px var(--jp-shadow-umbra-color),
|
||
0 4px 5px 0 var(--jp-shadow-penumbra-color),
|
||
0 1px 10px 0 var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z6: 0 3px 5px -1px var(--jp-shadow-umbra-color),
|
||
0 6px 10px 0 var(--jp-shadow-penumbra-color),
|
||
0 1px 18px 0 var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z8: 0 5px 5px -3px var(--jp-shadow-umbra-color),
|
||
0 8px 10px 1px var(--jp-shadow-penumbra-color),
|
||
0 3px 14px 2px var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z12: 0 7px 8px -4px var(--jp-shadow-umbra-color),
|
||
0 12px 17px 2px var(--jp-shadow-penumbra-color),
|
||
0 5px 22px 4px var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z16: 0 8px 10px -5px var(--jp-shadow-umbra-color),
|
||
0 16px 24px 2px var(--jp-shadow-penumbra-color),
|
||
0 6px 30px 5px var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z20: 0 10px 13px -6px var(--jp-shadow-umbra-color),
|
||
0 20px 31px 3px var(--jp-shadow-penumbra-color),
|
||
0 8px 38px 7px var(--jp-shadow-ambient-color);
|
||
--jp-elevation-z24: 0 11px 15px -7px var(--jp-shadow-umbra-color),
|
||
0 24px 38px 3px var(--jp-shadow-penumbra-color),
|
||
0 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-inverse-border-color: var(--md-grey-600);
|
||
--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: system-ui, -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-900);
|
||
--jp-content-font-family: system-ui, -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: #111;
|
||
--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-900);
|
||
--jp-brand-color1: var(--md-blue-700);
|
||
--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-900);
|
||
--jp-accent-color1: var(--md-green-700);
|
||
--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-900);
|
||
--jp-warn-color1: var(--md-orange-700);
|
||
--jp-warn-color2: var(--md-orange-300);
|
||
--jp-warn-color3: var(--md-orange-100);
|
||
--jp-error-color0: var(--md-red-900);
|
||
--jp-error-color1: var(--md-red-700);
|
||
--jp-error-color2: var(--md-red-300);
|
||
--jp-error-color3: var(--md-red-100);
|
||
--jp-success-color0: var(--md-green-900);
|
||
--jp-success-color1: var(--md-green-700);
|
||
--jp-success-color2: var(--md-green-300);
|
||
--jp-success-color3: var(--md-green-100);
|
||
--jp-info-color0: var(--md-cyan-900);
|
||
--jp-info-color1: var(--md-cyan-700);
|
||
--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: var(--jp-code-font-family-default);
|
||
--jp-cell-prompt-letter-spacing: 0;
|
||
--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: 0 0 2px 0 rgba(0, 0, 0, 0.24);
|
||
--jp-toolbar-header-margin: 4px 4px 0 4px;
|
||
--jp-toolbar-active-background: var(--md-grey-300);
|
||
|
||
/* Statusbar specific styles */
|
||
|
||
--jp-statusbar-height: 24px;
|
||
|
||
/* 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-inverse-border-color);
|
||
--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: rgb(0, 54, 109);
|
||
--jp-mirror-editor-variable-3-color: #085;
|
||
--jp-mirror-editor-punctuation-color: #05a;
|
||
--jp-mirror-editor-property-color: #05a;
|
||
--jp-mirror-editor-operator-color: #a2f;
|
||
--jp-mirror-editor-comment-color: #408080;
|
||
--jp-mirror-editor-string-color: #ba2121;
|
||
--jp-mirror-editor-string-2-color: #708;
|
||
--jp-mirror-editor-meta-color: #a2f;
|
||
--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;
|
||
|
||
/*
|
||
RTC user specific colors.
|
||
These colors are used for the cursor, username in the editor,
|
||
and the icon of the user.
|
||
*/
|
||
|
||
--jp-collaborator-color1: #ffad8e;
|
||
--jp-collaborator-color2: #dac83d;
|
||
--jp-collaborator-color3: #72dd76;
|
||
--jp-collaborator-color4: #00e4d0;
|
||
--jp-collaborator-color5: #45d4ff;
|
||
--jp-collaborator-color6: #e2b1ff;
|
||
--jp-collaborator-color7: #ff9de6;
|
||
|
||
/* Vega extension styles */
|
||
|
||
--jp-vega-background: white;
|
||
|
||
/* Sidebar-related styles */
|
||
|
||
--jp-sidebar-min-width: 250px;
|
||
|
||
/* 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);
|
||
|
||
/* Button colors */
|
||
--jp-accept-color-normal: var(--md-blue-700);
|
||
--jp-accept-color-hover: var(--md-blue-800);
|
||
--jp-accept-color-active: var(--md-blue-900);
|
||
--jp-warn-color-normal: var(--md-red-700);
|
||
--jp-warn-color-hover: var(--md-red-800);
|
||
--jp-warn-color-active: var(--md-red-900);
|
||
--jp-reject-color-normal: var(--md-grey-600);
|
||
--jp-reject-color-hover: var(--md-grey-700);
|
||
--jp-reject-color-active: var(--md-grey-800);
|
||
|
||
/* File or activity icons and switch semantic variables */
|
||
--jp-jupyter-icon-color: #f37626;
|
||
--jp-notebook-icon-color: #f37626;
|
||
--jp-json-icon-color: var(--md-orange-700);
|
||
--jp-console-icon-background-color: var(--md-blue-700);
|
||
--jp-console-icon-color: white;
|
||
--jp-terminal-icon-background-color: var(--md-grey-800);
|
||
--jp-terminal-icon-color: var(--md-grey-200);
|
||
--jp-text-editor-icon-color: var(--md-grey-700);
|
||
--jp-inspector-icon-color: var(--md-grey-700);
|
||
--jp-switch-color: var(--md-grey-400);
|
||
--jp-switch-true-position-color: var(--md-orange-900);
|
||
}
|
||
</style>
|
||
<style type="text/css">
|
||
/* Force rendering true colors when outputing to pdf */
|
||
* {
|
||
-webkit-print-color-adjust: exact;
|
||
}
|
||
|
||
/* Misc */
|
||
a.anchor-link {
|
||
display: none;
|
||
}
|
||
|
||
/* Input area styling */
|
||
.jp-InputArea {
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-InputArea-editor {
|
||
overflow: hidden;
|
||
}
|
||
|
||
.cm-editor.cm-s-jupyter .highlight pre {
|
||
/* weird, but --jp-code-padding defined to be 5px but 4px horizontal padding is hardcoded for pre.cm-line */
|
||
padding: var(--jp-code-padding) 4px;
|
||
margin: 0;
|
||
|
||
font-family: inherit;
|
||
font-size: inherit;
|
||
line-height: inherit;
|
||
color: inherit;
|
||
|
||
}
|
||
|
||
.jp-OutputArea-output pre {
|
||
line-height: inherit;
|
||
font-family: inherit;
|
||
}
|
||
|
||
.jp-RenderedText pre {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-code-font-size);
|
||
}
|
||
|
||
/* Hiding the collapser by default */
|
||
.jp-Collapser {
|
||
display: none;
|
||
}
|
||
|
||
@page {
|
||
margin: 0.5in; /* Margin for each printed piece of paper */
|
||
}
|
||
|
||
@media print {
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: block;
|
||
}
|
||
}
|
||
</style>
|
||
<!-- Load mathjax -->
|
||
<script src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.7/latest.js?config=TeX-AMS_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',
|
||
messageStyle: 'none',
|
||
CommonHTML: {
|
||
linebreaks: {
|
||
automatic: true
|
||
}
|
||
}
|
||
});
|
||
|
||
MathJax.Hub.Queue(["Typeset", MathJax.Hub]);
|
||
}
|
||
}
|
||
init_mathjax();
|
||
</script>
|
||
<!-- End of mathjax configuration --><script type="module">
|
||
document.addEventListener("DOMContentLoaded", async () => {
|
||
const diagrams = document.querySelectorAll(".jp-Mermaid > pre.mermaid");
|
||
// do not load mermaidjs if not needed
|
||
if (!diagrams.length) {
|
||
return;
|
||
}
|
||
const mermaid = (await import("https://cdnjs.cloudflare.com/ajax/libs/mermaid/10.7.0/mermaid.esm.min.mjs")).default;
|
||
const parser = new DOMParser();
|
||
|
||
mermaid.initialize({
|
||
maxTextSize: 100000,
|
||
maxEdges: 100000,
|
||
startOnLoad: false,
|
||
fontFamily: window
|
||
.getComputedStyle(document.body)
|
||
.getPropertyValue("--jp-ui-font-family"),
|
||
theme: document.querySelector("body[data-jp-theme-light='true']")
|
||
? "default"
|
||
: "dark",
|
||
});
|
||
|
||
let _nextMermaidId = 0;
|
||
|
||
function makeMermaidImage(svg) {
|
||
const img = document.createElement("img");
|
||
const doc = parser.parseFromString(svg, "image/svg+xml");
|
||
const svgEl = doc.querySelector("svg");
|
||
const { maxWidth } = svgEl?.style || {};
|
||
const firstTitle = doc.querySelector("title");
|
||
const firstDesc = doc.querySelector("desc");
|
||
|
||
img.setAttribute("src", `data:image/svg+xml,${encodeURIComponent(svg)}`);
|
||
if (maxWidth) {
|
||
img.width = parseInt(maxWidth);
|
||
}
|
||
if (firstTitle) {
|
||
img.setAttribute("alt", firstTitle.textContent);
|
||
}
|
||
if (firstDesc) {
|
||
const caption = document.createElement("figcaption");
|
||
caption.className = "sr-only";
|
||
caption.textContent = firstDesc.textContent;
|
||
return [img, caption];
|
||
}
|
||
return [img];
|
||
}
|
||
|
||
async function makeMermaidError(text) {
|
||
let errorMessage = "";
|
||
try {
|
||
await mermaid.parse(text);
|
||
} catch (err) {
|
||
errorMessage = `${err}`;
|
||
}
|
||
|
||
const result = document.createElement("details");
|
||
result.className = 'jp-RenderedMermaid-Details';
|
||
const summary = document.createElement("summary");
|
||
summary.className = 'jp-RenderedMermaid-Summary';
|
||
const pre = document.createElement("pre");
|
||
const code = document.createElement("code");
|
||
code.innerText = text;
|
||
pre.appendChild(code);
|
||
summary.appendChild(pre);
|
||
result.appendChild(summary);
|
||
|
||
const warning = document.createElement("pre");
|
||
warning.innerText = errorMessage;
|
||
result.appendChild(warning);
|
||
return [result];
|
||
}
|
||
|
||
async function renderOneMarmaid(src) {
|
||
const id = `jp-mermaid-${_nextMermaidId++}`;
|
||
const parent = src.parentNode;
|
||
let raw = src.textContent.trim();
|
||
const el = document.createElement("div");
|
||
el.style.visibility = "hidden";
|
||
document.body.appendChild(el);
|
||
let results = null;
|
||
let output = null;
|
||
try {
|
||
let { svg } = await mermaid.render(id, raw, el);
|
||
svg = cleanMermaidSvg(svg);
|
||
results = makeMermaidImage(svg);
|
||
output = document.createElement("figure");
|
||
results.map(output.appendChild, output);
|
||
} catch (err) {
|
||
parent.classList.add("jp-mod-warning");
|
||
results = await makeMermaidError(raw);
|
||
output = results[0];
|
||
} finally {
|
||
el.remove();
|
||
}
|
||
parent.classList.add("jp-RenderedMermaid");
|
||
parent.appendChild(output);
|
||
}
|
||
|
||
|
||
/**
|
||
* Post-process to ensure mermaid diagrams contain only valid SVG and XHTML.
|
||
*/
|
||
function cleanMermaidSvg(svg) {
|
||
return svg.replace(RE_VOID_ELEMENT, replaceVoidElement);
|
||
}
|
||
|
||
|
||
/**
|
||
* A regular expression for all void elements, which may include attributes and
|
||
* a slash.
|
||
*
|
||
* @see https://developer.mozilla.org/en-US/docs/Glossary/Void_element
|
||
*
|
||
* Of these, only `<br>` is generated by Mermaid in place of `\n`,
|
||
* but _any_ "malformed" tag will break the SVG rendering entirely.
|
||
*/
|
||
const RE_VOID_ELEMENT =
|
||
/<\s*(area|base|br|col|embed|hr|img|input|link|meta|param|source|track|wbr)\s*([^>]*?)\s*>/gi;
|
||
|
||
/**
|
||
* Ensure a void element is closed with a slash, preserving any attributes.
|
||
*/
|
||
function replaceVoidElement(match, tag, rest) {
|
||
rest = rest.trim();
|
||
if (!rest.endsWith('/')) {
|
||
rest = `${rest} /`;
|
||
}
|
||
return `<${tag} ${rest}>`;
|
||
}
|
||
|
||
void Promise.all([...diagrams].map(renderOneMarmaid));
|
||
});
|
||
</script>
|
||
<style>
|
||
.jp-Mermaid:not(.jp-RenderedMermaid) {
|
||
display: none;
|
||
}
|
||
|
||
.jp-RenderedMermaid {
|
||
overflow: auto;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-RenderedMermaid.jp-mod-warning {
|
||
width: auto;
|
||
padding: 0.5em;
|
||
margin-top: 0.5em;
|
||
border: var(--jp-border-width) solid var(--jp-warn-color2);
|
||
border-radius: var(--jp-border-radius);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: pre-wrap;
|
||
word-wrap: break-word;
|
||
}
|
||
|
||
.jp-RenderedMermaid figure {
|
||
margin: 0;
|
||
overflow: auto;
|
||
max-width: 100%;
|
||
}
|
||
|
||
.jp-RenderedMermaid img {
|
||
max-width: 100%;
|
||
}
|
||
|
||
.jp-RenderedMermaid-Details > pre {
|
||
margin-top: 1em;
|
||
}
|
||
|
||
.jp-RenderedMermaid-Summary {
|
||
color: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-RenderedMermaid:not(.jp-mod-warning) pre {
|
||
display: none;
|
||
}
|
||
|
||
.jp-RenderedMermaid-Summary > pre {
|
||
display: inline-block;
|
||
white-space: normal;
|
||
}
|
||
</style>
|
||
<!-- End of mermaid configuration --></head>
|
||
<body class="jp-Notebook" data-jp-theme-light="true" data-jp-theme-name="JupyterLab Light">
|
||
<main>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h1 id="Tutorial:-Building-geometries-with-PINA-DomainInterface-class">Tutorial: Building geometries with PINA <code>DomainInterface</code> class<a class="anchor-link" href="#Tutorial:-Building-geometries-with-PINA-DomainInterface-class">¶</a></h1><p><a href="https://colab.research.google.com/github/mathLab/PINA/blob/master/tutorials/tutorial6/tutorial.ipynb"><img alt="Open In Colab" src="https://colab.research.google.com/assets/colab-badge.svg"/></a></p>
|
||
<p>In this tutorial we will show how to use geometries in PINA. Specifically, the tutorial will include how to create geometries and how to visualize them. The topics covered are:</p>
|
||
<ul>
|
||
<li>Creating CartesianDomains and EllipsoidDomains</li>
|
||
<li>Getting the Union and Difference of Geometries</li>
|
||
<li>Sampling points in the domain (and visualize them)</li>
|
||
</ul>
|
||
<p>We import the relevant modules first.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="c1">## routine needed to run the notebook on Google Colab</span>
|
||
<span class="k">try</span><span class="p">:</span>
|
||
<span class="kn">import</span><span class="w"> </span><span class="nn">google.colab</span>
|
||
|
||
<span class="n">IN_COLAB</span> <span class="o">=</span> <span class="kc">True</span>
|
||
<span class="k">except</span><span class="p">:</span>
|
||
<span class="n">IN_COLAB</span> <span class="o">=</span> <span class="kc">False</span>
|
||
<span class="k">if</span> <span class="n">IN_COLAB</span><span class="p">:</span>
|
||
<span class="o">!</span>pip<span class="w"> </span>install<span class="w"> </span><span class="s2">"pina-mathlab[tutorial]"</span>
|
||
|
||
<span class="kn">import</span><span class="w"> </span><span class="nn">torch</span>
|
||
<span class="kn">import</span><span class="w"> </span><span class="nn">matplotlib.pyplot</span><span class="w"> </span><span class="k">as</span><span class="w"> </span><span class="nn">plt</span>
|
||
|
||
<span class="kn">from</span><span class="w"> </span><span class="nn">pina</span><span class="w"> </span><span class="kn">import</span> <span class="n">LabelTensor</span>
|
||
<span class="kn">from</span><span class="w"> </span><span class="nn">pina.domain</span><span class="w"> </span><span class="kn">import</span> <span class="p">(</span>
|
||
<span class="n">EllipsoidDomain</span><span class="p">,</span>
|
||
<span class="n">Difference</span><span class="p">,</span>
|
||
<span class="n">CartesianDomain</span><span class="p">,</span>
|
||
<span class="n">Union</span><span class="p">,</span>
|
||
<span class="n">SimplexDomain</span><span class="p">,</span>
|
||
<span class="n">DomainInterface</span><span class="p">,</span>
|
||
<span class="p">)</span>
|
||
|
||
|
||
<span class="c1"># a simple plotting function</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">):</span>
|
||
<span class="n">ax</span><span class="o">.</span><span class="n">title</span><span class="o">.</span><span class="n">set_text</span><span class="p">(</span><span class="n">title</span><span class="p">)</span>
|
||
<span class="n">ax</span><span class="o">.</span><span class="n">scatter</span><span class="p">(</span><span class="n">pts</span><span class="o">.</span><span class="n">extract</span><span class="p">(</span><span class="s2">"x"</span><span class="p">),</span> <span class="n">pts</span><span class="o">.</span><span class="n">extract</span><span class="p">(</span><span class="s2">"y"</span><span class="p">),</span> <span class="n">color</span><span class="o">=</span><span class="s2">"blue"</span><span class="p">,</span> <span class="n">alpha</span><span class="o">=</span><span class="mf">0.5</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Built-in-Geometries">Built-in Geometries<a class="anchor-link" href="#Built-in-Geometries">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We will create one cartesian and two ellipsoids. For the sake of simplicity, we show here the 2-dimensional case, but the extension to 3D (and higher) cases is trivial. The geometries allow also the generation of samples belonging to the boundary. So, we will create one ellipsoid with the border and one without.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cartesian</span> <span class="o">=</span> <span class="n">CartesianDomain</span><span class="p">({</span><span class="s2">"x"</span><span class="p">:</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="s2">"y"</span><span class="p">:</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="n">ellipsoid_no_border</span> <span class="o">=</span> <span class="n">EllipsoidDomain</span><span class="p">({</span><span class="s2">"x"</span><span class="p">:</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="s2">"y"</span><span class="p">:</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="n">ellipsoid_border</span> <span class="o">=</span> <span class="n">EllipsoidDomain</span><span class="p">(</span>
|
||
<span class="p">{</span><span class="s2">"x"</span><span class="p">:</span> <span class="p">[</span><span class="mi">2</span><span class="p">,</span> <span class="mi">4</span><span class="p">],</span> <span class="s2">"y"</span><span class="p">:</span> <span class="p">[</span><span class="mi">2</span><span class="p">,</span> <span class="mi">4</span><span class="p">]},</span> <span class="n">sample_surface</span><span class="o">=</span><span class="kc">True</span>
|
||
<span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>The <code>{'x': [0, 2], 'y': [0, 2]}</code> are the bounds of the <code>CartesianDomain</code> being created.</p>
|
||
<p>To visualize these shapes, we need to sample points on them. We will use the <code>sample</code> method of the <code>CartesianDomain</code> and <code>EllipsoidDomain</code> classes. This method takes a <code>n</code> argument which is the number of points to sample. It also takes different modes to sample, such as <code>'random'</code>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cartesian_samples</span> <span class="o">=</span> <span class="n">cartesian</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">ellipsoid_no_border_samples</span> <span class="o">=</span> <span class="n">ellipsoid_no_border</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">ellipsoid_border_samples</span> <span class="o">=</span> <span class="n">ellipsoid_border</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">1000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can see the samples of each geometry to see what we are working with.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Cartesian Samples: </span><span class="si">{</span><span class="n">cartesian_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Ellipsoid No Border Samples: </span><span class="si">{</span><span class="n">ellipsoid_no_border_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="sa">f</span><span class="s2">"Ellipsoid Border Samples: </span><span class="si">{</span><span class="n">ellipsoid_border_samples</span><span class="si">}</span><span class="s2">"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<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" tabindex="0">
|
||
<pre>Cartesian Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[1.2879, 1.7298],
|
||
[1.3033, 1.3673],
|
||
[1.8607, 0.6491],
|
||
...,
|
||
[0.4741, 0.5769],
|
||
[1.5120, 0.0424],
|
||
[1.6674, 0.8646]])
|
||
Ellipsoid No Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[1.9942, 1.8751],
|
||
[2.2327, 2.2291],
|
||
[1.7407, 1.8412],
|
||
...,
|
||
[2.4474, 1.2344],
|
||
[2.1537, 2.5820],
|
||
[1.7410, 1.6788]])
|
||
Ellipsoid Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[2.7296, 2.0373],
|
||
[3.3571, 2.0659],
|
||
[3.6483, 3.7614],
|
||
...,
|
||
[3.3707, 2.0712],
|
||
[2.0619, 3.3464],
|
||
[2.1090, 3.4540]])
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We are now ready to visualize the samples using matplotlib.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">fig</span><span class="p">,</span> <span class="n">axs</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">3</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">16</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
|
||
<span class="n">pts_list</span> <span class="o">=</span> <span class="p">[</span>
|
||
<span class="n">cartesian_samples</span><span class="p">,</span>
|
||
<span class="n">ellipsoid_no_border_samples</span><span class="p">,</span>
|
||
<span class="n">ellipsoid_border_samples</span><span class="p">,</span>
|
||
<span class="p">]</span>
|
||
<span class="n">title_list</span> <span class="o">=</span> <span class="p">[</span><span class="s2">"Cartesian Domain"</span><span class="p">,</span> <span class="s2">"Ellipsoid Domain"</span><span class="p">,</span> <span class="s2">"Ellipsoid Border Domain"</span><span class="p">]</span>
|
||
<span class="k">for</span> <span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">(</span><span class="n">axs</span><span class="p">,</span> <span class="n">pts_list</span><span class="p">,</span> <span class="n">title_list</span><span class="p">):</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" src="data:image/png;base64,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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We have now created, sampled, and visualized our first geometries! We can see that the <code>EllipsoidDomain</code> with the border has a border around it. We can also see that the <code>EllipsoidDomain</code> without the border is just the ellipse. We can also see that the <code>CartesianDomain</code> is just a square.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h3 id="Simplex-Domain">Simplex Domain<a class="anchor-link" href="#Simplex-Domain">¶</a></h3><p>Among the built-in shapes, we quickly show here the usage of <code>SimplexDomain</code>, which can be used for polygonal domains!</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="kn">import</span><span class="w"> </span><span class="nn">torch</span>
|
||
|
||
<span class="n">spatial_domain</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
|
||
<span class="p">[</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</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="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="p">]</span>
|
||
<span class="p">)</span>
|
||
|
||
<span class="n">spatial_domain2</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
|
||
<span class="p">[</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="mf">0.0</span><span class="p">,</span> <span class="o">-</span><span class="mf">2.0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="o">-</span><span class="mf">0.5</span><span class="p">,</span> <span class="o">-</span><span class="mf">0.5</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">([[</span><span class="o">-</span><span class="mf">2.0</span><span class="p">,</span> <span class="mf">0.0</span><span class="p">]]),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">]),</span>
|
||
<span class="p">]</span>
|
||
<span class="p">)</span>
|
||
|
||
<span class="n">pts</span> <span class="o">=</span> <span class="n">spatial_domain2</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">100</span><span class="p">)</span>
|
||
<span class="n">fig</span><span class="p">,</span> <span class="n">axs</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">16</span><span class="p">,</span> <span class="mi">6</span><span class="p">))</span>
|
||
<span class="k">for</span> <span class="n">domain</span><span class="p">,</span> <span class="n">ax</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">([</span><span class="n">spatial_domain</span><span class="p">,</span> <span class="n">spatial_domain2</span><span class="p">],</span> <span class="n">axs</span><span class="p">):</span>
|
||
<span class="n">pts</span> <span class="o">=</span> <span class="n">domain</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">1000</span><span class="p">)</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="s2">"Simplex Domain"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" src="data:image/png;base64,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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Boolean-Operations">Boolean Operations<a class="anchor-link" href="#Boolean-Operations">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>To create complex shapes we can use the boolean operations, for example to merge two default geometries. We need to simply use the <code>Union</code> class: it takes a list of geometries and returns the union of them.</p>
|
||
<p>Let's create three unions. Firstly, it will be a union of <code>cartesian</code> and <code>ellipsoid_no_border</code>. Next, it will be a union of <code>ellipse_no_border</code> and <code>ellipse_border</code>. Lastly, it will be a union of all three geometries.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cart_ellipse_nb_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">])</span>
|
||
<span class="n">cart_ellipse_b_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_border</span><span class="p">])</span>
|
||
<span class="n">three_domain_union</span> <span class="o">=</span> <span class="n">Union</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">,</span> <span class="n">ellipsoid_border</span><span class="p">])</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can of course sample points over the new geometries, by using the <code>sample</code> method as before. We highlight that the available sample strategy here is only <em>random</em>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [8]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">c_e_nb_u_points</span> <span class="o">=</span> <span class="n">cart_ellipse_nb_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">c_e_b_u_points</span> <span class="o">=</span> <span class="n">cart_ellipse_b_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
<span class="n">three_domain_union_points</span> <span class="o">=</span> <span class="n">three_domain_union</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">3000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We can plot the samples of each of the unions to see what we are working with.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea">
|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [9]:</div>
|
||
<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
|
||
<div class="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">fig</span><span class="p">,</span> <span class="n">axs</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">3</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">16</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
|
||
<span class="n">pts_list</span> <span class="o">=</span> <span class="p">[</span><span class="n">c_e_nb_u_points</span><span class="p">,</span> <span class="n">c_e_b_u_points</span><span class="p">,</span> <span class="n">three_domain_union_points</span><span class="p">]</span>
|
||
<span class="n">title_list</span> <span class="o">=</span> <span class="p">[</span>
|
||
<span class="s2">"Cartesian with Ellipsoid No Border Union"</span><span class="p">,</span>
|
||
<span class="s2">"Cartesian with Ellipsoid Border Union"</span><span class="p">,</span>
|
||
<span class="s2">"Three Domain Union"</span><span class="p">,</span>
|
||
<span class="p">]</span>
|
||
<span class="k">for</span> <span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span> <span class="ow">in</span> <span class="nb">zip</span><span class="p">(</span><span class="n">axs</span><span class="p">,</span> <span class="n">pts_list</span><span class="p">,</span> <span class="n">title_list</span><span class="p">):</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts</span><span class="p">,</span> <span class="n">title</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" src="data:image/png;base64,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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>Now, we will find the differences of the geometries. We will find the difference of <code>cartesian</code> and <code>ellipsoid_no_border</code>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">cart_ellipse_nb_difference</span> <span class="o">=</span> <span class="n">Difference</span><span class="p">([</span><span class="n">cartesian</span><span class="p">,</span> <span class="n">ellipsoid_no_border</span><span class="p">])</span>
|
||
<span class="n">c_e_nb_d_points</span> <span class="o">=</span> <span class="n">cart_ellipse_nb_difference</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="n">n</span><span class="o">=</span><span class="mi">2000</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"random"</span><span class="p">)</span>
|
||
|
||
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">8</span><span class="p">,</span> <span class="mi">6</span><span class="p">))</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">c_e_nb_d_points</span><span class="p">,</span> <span class="s2">"Difference"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" src="data:image/png;base64,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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="Create-Custom-DomainInterface">Create Custom DomainInterface<a class="anchor-link" href="#Create-Custom-DomainInterface">¶</a></h2>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>We will take a look on how to create our own geometry. The one we will try to make is a heart defined by the function $$(x^2+y^2-1)^3-x^2y^3 \le 0$$</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>Because the <code>DomainInterface</code> class we are inheriting from requires both a <code>sample</code> method and <code>is_inside</code> method, we will create them and just add in "pass" for the moment. We also observe that the methods <code>sample_modes</code> and <code>variables</code> of the <code>DomainInterface</code> class are initialized as <code>abstractmethod</code>, so we need to redefine them both in the subclass <code>Heart</code> .</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">is_inside</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample_modes</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">variables</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>Now we have the skeleton for our <code>Heart</code> class. Also the <code>sample</code> method is where most of the work is done so let's fill it out.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="k">class</span><span class="w"> </span><span class="nc">Heart</span><span class="p">(</span><span class="n">DomainInterface</span><span class="p">):</span>
|
||
<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="fm">__init__</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">sample_border</span><span class="o">=</span><span class="kc">False</span><span class="p">):</span>
|
||
<span class="nb">super</span><span class="p">()</span><span class="o">.</span><span class="fm">__init__</span><span class="p">()</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">is_inside</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample</span><span class="p">(</span><span class="bp">self</span><span class="p">,</span> <span class="n">n</span><span class="p">):</span>
|
||
<span class="n">sampled_points</span> <span class="o">=</span> <span class="p">[]</span>
|
||
|
||
<span class="k">while</span> <span class="nb">len</span><span class="p">(</span><span class="n">sampled_points</span><span class="p">)</span> <span class="o"><</span> <span class="n">n</span><span class="p">:</span>
|
||
<span class="n">x</span> <span class="o">=</span> <span class="n">torch</span><span class="o">.</span><span class="n">rand</span><span class="p">(</span><span class="mi">1</span><span class="p">)</span> <span class="o">*</span> <span class="mf">3.0</span> <span class="o">-</span> <span class="mf">1.5</span>
|
||
<span class="n">y</span> <span class="o">=</span> <span class="n">torch</span><span class="o">.</span><span class="n">rand</span><span class="p">(</span><span class="mi">1</span><span class="p">)</span> <span class="o">*</span> <span class="mf">3.0</span> <span class="o">-</span> <span class="mf">1.5</span>
|
||
<span class="k">if</span> <span class="p">((</span><span class="n">x</span><span class="o">**</span><span class="mi">2</span> <span class="o">+</span> <span class="n">y</span><span class="o">**</span><span class="mi">2</span> <span class="o">-</span> <span class="mi">1</span><span class="p">)</span> <span class="o">**</span> <span class="mi">3</span> <span class="o">-</span> <span class="p">(</span><span class="n">x</span><span class="o">**</span><span class="mi">2</span><span class="p">)</span> <span class="o">*</span> <span class="p">(</span><span class="n">y</span><span class="o">**</span><span class="mi">3</span><span class="p">))</span> <span class="o"><=</span> <span class="mi">0</span><span class="p">:</span>
|
||
<span class="n">sampled_points</span><span class="o">.</span><span class="n">append</span><span class="p">([</span><span class="n">x</span><span class="o">.</span><span class="n">item</span><span class="p">(),</span> <span class="n">y</span><span class="o">.</span><span class="n">item</span><span class="p">()])</span>
|
||
|
||
<span class="k">return</span> <span class="n">LabelTensor</span><span class="p">(</span><span class="n">torch</span><span class="o">.</span><span class="n">tensor</span><span class="p">(</span><span class="n">sampled_points</span><span class="p">),</span> <span class="n">labels</span><span class="o">=</span><span class="p">[</span><span class="s2">"x"</span><span class="p">,</span> <span class="s2">"y"</span><span class="p">])</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">sample_modes</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
|
||
<span class="nd">@property</span>
|
||
<span class="k">def</span><span class="w"> </span><span class="nf">variables</span><span class="p">(</span><span class="bp">self</span><span class="p">):</span>
|
||
<span class="k">pass</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>To create the Heart geometry we simply run:</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">heart</span> <span class="o">=</span> <span class="n">Heart</span><span class="p">()</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<p>To sample from the Heart geometry we simply run:</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<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="cm-editor cm-s-jupyter">
|
||
<div class="highlight hl-ipython3"><pre><span></span><span class="n">pts_heart</span> <span class="o">=</span> <span class="n">heart</span><span class="o">.</span><span class="n">sample</span><span class="p">(</span><span class="mi">1500</span><span class="p">)</span>
|
||
|
||
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">()</span>
|
||
<span class="n">plot_scatter</span><span class="p">(</span><span class="n">ax</span><span class="p">,</span> <span class="n">pts_heart</span><span class="p">,</span> <span class="s2">"Heart Domain"</span><span class="p">)</span>
|
||
</pre></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell-outputWrapper">
|
||
<div class="jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser">
|
||
</div>
|
||
<div class="jp-OutputArea jp-Cell-outputArea">
|
||
<div class="jp-OutputArea-child">
|
||
<div class="jp-OutputPrompt jp-OutputArea-prompt"></div>
|
||
<div class="jp-RenderedImage jp-OutputArea-output" tabindex="0">
|
||
<img alt="No description has been provided for this image" class="" src="data:image/png;base64,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"/>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
|
||
</div>
|
||
<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
|
||
</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
|
||
<h2 id="What's-Next?">What's Next?<a class="anchor-link" href="#What's-Next?">¶</a></h2><p>We have walked through a simple tutorial on how to build custom geometries and use domain operations to compose base geometries. Now you can experiment with different geometries and create your own!</p>
|
||
<ol>
|
||
<li><p><strong>Experiment with Complex Geometries</strong>: Combine multiple basic shapes to create more intricate structures using domain operations.</p>
|
||
</li>
|
||
<li><p><strong>Optimize Geometry for Specific Tasks</strong>: Customize your geometry models for specialized applications such as fluid dynamics, heat transfer, or structural analysis.</p>
|
||
</li>
|
||
<li><p><strong>...and many more!</strong>: Explore new geometries and build them with <code>DomainInterface</code>!</p>
|
||
</li>
|
||
</ol>
|
||
<p>For more resources and tutorials, check out the <a href="https://mathlab.github.io/PINA/">PINA Documentation</a>.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</main>
|
||
</body>
|
||
</html>
|