8223 lines
1.3 MiB
8223 lines
1.3 MiB
<!DOCTYPE html>
|
||
|
||
<html lang="en">
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||
<head><meta charset="utf-8"/>
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<meta content="width=device-width, initial-scale=1.0" name="viewport"/>
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<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; }
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||
.highlight .hll { background-color: var(--jp-cell-editor-active-background) }
|
||
.highlight { background: var(--jp-cell-editor-background); color: var(--jp-mirror-editor-variable-color) }
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||
.highlight .c { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment */
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||
.highlight .err { color: var(--jp-mirror-editor-error-color) } /* Error */
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||
.highlight .k { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword */
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||
.highlight .o { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator */
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||
.highlight .p { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation */
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||
.highlight .ch { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Hashbang */
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||
.highlight .cm { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Multiline */
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||
.highlight .cp { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Preproc */
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||
.highlight .cpf { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.PreprocFile */
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||
.highlight .c1 { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Single */
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||
.highlight .cs { color: var(--jp-mirror-editor-comment-color); font-style: italic } /* Comment.Special */
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||
.highlight .kc { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Constant */
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||
.highlight .kd { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Declaration */
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||
.highlight .kn { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Namespace */
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||
.highlight .kp { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Pseudo */
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||
.highlight .kr { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Reserved */
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||
.highlight .kt { color: var(--jp-mirror-editor-keyword-color); font-weight: bold } /* Keyword.Type */
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||
.highlight .m { color: var(--jp-mirror-editor-number-color) } /* Literal.Number */
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||
.highlight .s { color: var(--jp-mirror-editor-string-color) } /* Literal.String */
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||
.highlight .ow { color: var(--jp-mirror-editor-operator-color); font-weight: bold } /* Operator.Word */
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||
.highlight .pm { color: var(--jp-mirror-editor-punctuation-color) } /* Punctuation.Marker */
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||
.highlight .w { color: var(--jp-mirror-editor-variable-color) } /* Text.Whitespace */
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||
.highlight .mb { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Bin */
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||
.highlight .mf { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Float */
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||
.highlight .mh { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Hex */
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||
.highlight .mi { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer */
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||
.highlight .mo { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Oct */
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||
.highlight .sa { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Affix */
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||
.highlight .sb { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Backtick */
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||
.highlight .sc { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Char */
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||
.highlight .dl { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Delimiter */
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||
.highlight .sd { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Doc */
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||
.highlight .s2 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Double */
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||
.highlight .se { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Escape */
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||
.highlight .sh { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Heredoc */
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||
.highlight .si { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Interpol */
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||
.highlight .sx { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Other */
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||
.highlight .sr { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Regex */
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||
.highlight .s1 { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Single */
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||
.highlight .ss { color: var(--jp-mirror-editor-string-color) } /* Literal.String.Symbol */
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||
.highlight .il { color: var(--jp-mirror-editor-number-color) } /* Literal.Number.Integer.Long */
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||
</style>
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||
<style type="text/css">
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/*-----------------------------------------------------------------------------
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| Copyright (c) Jupyter Development Team.
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| Distributed under the terms of the Modified BSD License.
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|----------------------------------------------------------------------------*/
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/*
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||
* Mozilla scrollbar styling
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*/
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||
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/* use standard opaque scrollbars for most nodes */
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||
[data-jp-theme-scrollbars='true'] {
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||
scrollbar-color: rgb(var(--jp-scrollbar-thumb-color))
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var(--jp-scrollbar-background-color);
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||
}
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||
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||
/* for code nodes, use a transparent style of scrollbar. These selectors
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* will match lower in the tree, and so will override the above */
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||
[data-jp-theme-scrollbars='true'] .CodeMirror-hscrollbar,
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[data-jp-theme-scrollbars='true'] .CodeMirror-vscrollbar {
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||
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
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||
}
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||
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||
/* tiny scrollbar */
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||
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||
.jp-scrollbar-tiny {
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||
scrollbar-color: rgba(var(--jp-scrollbar-thumb-color), 0.5) transparent;
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||
scrollbar-width: thin;
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||
}
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||
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||
/* tiny scrollbar */
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar,
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||
.jp-scrollbar-tiny::-webkit-scrollbar-corner {
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||
background-color: transparent;
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||
height: 4px;
|
||
width: 4px;
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-thumb {
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||
background: rgba(var(--jp-scrollbar-thumb-color), 0.5);
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-track:horizontal {
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||
border-left: 0 solid transparent;
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||
border-right: 0 solid transparent;
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||
}
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||
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||
.jp-scrollbar-tiny::-webkit-scrollbar-track:vertical {
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||
border-top: 0 solid transparent;
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||
border-bottom: 0 solid transparent;
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||
}
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||
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||
/*
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||
* Lumino
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*/
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||
.lm-ScrollBar[data-orientation='horizontal'] {
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||
min-height: 16px;
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||
max-height: 16px;
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||
min-width: 45px;
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||
border-top: 1px solid #a0a0a0;
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||
}
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||
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||
.lm-ScrollBar[data-orientation='vertical'] {
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||
min-width: 16px;
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||
max-width: 16px;
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||
min-height: 45px;
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||
border-left: 1px solid #a0a0a0;
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||
}
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||
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||
.lm-ScrollBar-button {
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||
background-color: #f0f0f0;
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||
background-position: center center;
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||
min-height: 15px;
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||
max-height: 15px;
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||
min-width: 15px;
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||
max-width: 15px;
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||
}
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||
|
||
.lm-ScrollBar-button:hover {
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||
background-color: #dadada;
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||
}
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||
|
||
.lm-ScrollBar-button.lm-mod-active {
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||
background-color: #cdcdcd;
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||
}
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||
|
||
.lm-ScrollBar-track {
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||
background: #f0f0f0;
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||
}
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||
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||
.lm-ScrollBar-thumb {
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||
background: #cdcdcd;
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||
}
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||
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||
.lm-ScrollBar-thumb:hover {
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||
background: #bababa;
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||
}
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||
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||
.lm-ScrollBar-thumb.lm-mod-active {
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||
background: #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='horizontal'] .lm-ScrollBar-thumb {
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||
height: 100%;
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||
min-width: 15px;
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||
border-left: 1px solid #a0a0a0;
|
||
border-right: 1px solid #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='vertical'] .lm-ScrollBar-thumb {
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||
width: 100%;
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||
min-height: 15px;
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||
border-top: 1px solid #a0a0a0;
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||
border-bottom: 1px solid #a0a0a0;
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||
}
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||
|
||
.lm-ScrollBar[data-orientation='horizontal']
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||
.lm-ScrollBar-button[data-action='decrement'] {
|
||
background-image: var(--jp-icon-caret-left);
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||
background-size: 17px;
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||
}
|
||
|
||
.lm-ScrollBar[data-orientation='horizontal']
|
||
.lm-ScrollBar-button[data-action='increment'] {
|
||
background-image: var(--jp-icon-caret-right);
|
||
background-size: 17px;
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||
}
|
||
|
||
.lm-ScrollBar[data-orientation='vertical']
|
||
.lm-ScrollBar-button[data-action='decrement'] {
|
||
background-image: var(--jp-icon-caret-up);
|
||
background-size: 17px;
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||
}
|
||
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||
.lm-ScrollBar[data-orientation='vertical']
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||
.lm-ScrollBar-button[data-action='increment'] {
|
||
background-image: var(--jp-icon-caret-down);
|
||
background-size: 17px;
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||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
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||
| Copyright (c) 2014-2017, PhosphorJS Contributors
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||
|
|
||
| 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 {
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||
display: none !important;
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||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .lm-AccordionPanel-title {
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||
/* Title is rotated for horizontal accordion panel using CSS */
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||
display: block;
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||
transform-origin: top left;
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||
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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);
|
||
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|
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--jp-icon-python: url(data:image/svg+xml;base64,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);
|
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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,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);
|
||
--jp-icon-settings: url(data:image/svg+xml;base64,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);
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|
||
--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,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxNiIgdmlld0JveD0iMCAwIDIwIDIwIj4KIDxnIGNsYXNzPSJqcC1pY29uMiIgZmlsbD0iIzQxNDE0MSI+CiAgPHJlY3QgeD0iMiIgeT0iMiIgd2lkdGg9IjE2IiBoZWlnaHQ9IjE2Ii8+CiA8L2c+CiA8ZyBjbGFzcz0ianAtaWNvbi1hY2NlbnQyIiB0cmFuc2Zvcm09InRyYW5zbGF0ZSguNDMgLjA0MDEpIiBmaWxsPSIjZmZmIj4KICA8cGF0aCBkPSJtNC4xNCA4Ljc2cTAuMDY4Mi0xLjg5IDIuNDItMS44OSAxLjE2IDAgMS42OCAwLjQyIDAuNTY3IDAuNDEgMC41NjcgMS4xNnYzLjQ3cTAgMC40NjIgMC41MTQgMC40NjIgMC4xMDMgMCAwLjItMC4wMjMxdjAuNzE0cS0wLjM5OSAwLjEwMy0wLjY1MSAwLjEwMy0wLjQ1MiAwLTAuNjkzLTAuMjItMC4yMzEtMC4yLTAuMjg0LTAuNjYyLTAuOTU2IDAuODcyLTIgMC44NzItMC45MDMgMC0xLjQ3LTAuNDcyLTAuNTI1LTAuNDcyLTAuNTI1LTEuMjYgMC0wLjI2MiAwLjA0NTItMC40NzIgMC4wNTY3LTAuMjIgMC4xMTYtMC4zNzggMC4wNjgyLTAuMTY4IDAuMjMxLTAuMzA0IDAuMTU4LTAuMTQ3IDAuMjYyLTAuMjQyIDAuMTE2LTAuMDkxNCAwLjM2OC0wLjE2OCAwLjI2Mi0wLjA5MTQgMC4zOTktMC4xMjYgMC4xMzYtMC4wNDUyIDAuNDcyLTAuMTAzIDAuMzM2LTAuMDU3OCAwLjUwNC0wLjA3OTggMC4xNTgtMC4wMjMxIDAuNTY3LTAuMDc5OCAwLjU1Ni0wLjA2ODIgMC43NzctMC4yMjEgMC4yMi0wLjE1MiAwLjIyLTAuNDQxdi0wLjI1MnEwLTAuNDMtMC4zNTctMC42NjItMC4zMzYtMC4yMzEtMC45NzYtMC4yMzEtMC42NjIgMC0wLjk5OCAwLjI2Mi0wLjMzNiAwLjI1Mi0wLjM5OSAwLjc5OHptMS44OSAzLjY4cTAuNzg4IDAgMS4yNi0wLjQxIDAuNTA0LTAuNDIgMC41MDQtMC45MDN2LTEuMDVxLTAuMjg0IDAuMTM2LTAuODYxIDAuMjMxLTAuNTY3IDAuMDkxNC0wLjk4NyAwLjE1OC0wLjQyIDAuMDY4Mi0wLjc2NiAwLjMyNi0wLjMzNiAwLjI1Mi0wLjMzNiAwLjcwNHQwLjMwNCAwLjcwNCAwLjg2MSAwLjI1MnoiIHN0cm9rZS13aWR0aD0iMS4wNSIvPgogIDxwYXRoIGQ9Im0xMCA0LjU2aDAuOTQ1djMuMTVxMC42NTEtMC45NzYgMS44OS0wLjk3NiAxLjE2IDAgMS44OSAwLjg0IDAuNjgyIDAuODQgMC42ODIgMi4zMSAwIDEuNDctMC43MDQgMi40Mi0wLjcwNCAwLjg4Mi0xLjg5IDAuODgyLTEuMjYgMC0xLjg5LTEuMDJ2MC43NjZoLTAuODV6bTIuNjIgMy4wNHEtMC43NDYgMC0xLjE2IDAuNjQtMC40NTIgMC42My0wLjQ1MiAxLjY4IDAgMS4wNSAwLjQ1MiAxLjY4dDEuMTYgMC42M3EwLjc3NyAwIDEuMjYtMC42MyAwLjQ5NC0wLjY0IDAuNDk0LTEuNjggMC0xLjA1LTAuNDcyLTEuNjgtMC40NjItMC42NC0xLjI2LTAuNjR6IiBzdHJva2Utd2lkdGg9IjEuMDUiLz4KICA8cGF0aCBkPSJtMi43MyAxNS44IDEzLjYgMC4wMDgxYzAuMDA2OSAwIDAtMi42IDAtMi42IDAtMC4wMDc4LTEuMTUgMC0xLjE1IDAtMC4wMDY5IDAtMC4wMDgzIDEuNS0wLjAwODMgMS41LTJlLTMgLTAuMDAxNC0xMS4zLTAuMDAxNC0xMS4zLTAuMDAxNGwtMC4wMDU5Mi0xLjVjMC0wLjAwNzgtMS4xNyAwLjAwMTMtMS4xNyAwLjAwMTN6IiBzdHJva2Utd2lkdGg9Ii45NzUiLz4KIDwvZz4KPC9zdmc+Cg==);
|
||
--jp-icon-yaml: url(data:image/svg+xml;base64,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);
|
||
}
|
||
|
||
/* Icon CSS class declarations */
|
||
|
||
.jp-AddAboveIcon {
|
||
background-image: var(--jp-icon-add-above);
|
||
}
|
||
|
||
.jp-AddBelowIcon {
|
||
background-image: var(--jp-icon-add-below);
|
||
}
|
||
|
||
.jp-AddIcon {
|
||
background-image: var(--jp-icon-add);
|
||
}
|
||
|
||
.jp-BellIcon {
|
||
background-image: var(--jp-icon-bell);
|
||
}
|
||
|
||
.jp-BugDotIcon {
|
||
background-image: var(--jp-icon-bug-dot);
|
||
}
|
||
|
||
.jp-BugIcon {
|
||
background-image: var(--jp-icon-bug);
|
||
}
|
||
|
||
.jp-BuildIcon {
|
||
background-image: var(--jp-icon-build);
|
||
}
|
||
|
||
.jp-CaretDownEmptyIcon {
|
||
background-image: var(--jp-icon-caret-down-empty);
|
||
}
|
||
|
||
.jp-CaretDownEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-down-empty-thin);
|
||
}
|
||
|
||
.jp-CaretDownIcon {
|
||
background-image: var(--jp-icon-caret-down);
|
||
}
|
||
|
||
.jp-CaretLeftIcon {
|
||
background-image: var(--jp-icon-caret-left);
|
||
}
|
||
|
||
.jp-CaretRightIcon {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
.jp-CaretUpEmptyThinIcon {
|
||
background-image: var(--jp-icon-caret-up-empty-thin);
|
||
}
|
||
|
||
.jp-CaretUpIcon {
|
||
background-image: var(--jp-icon-caret-up);
|
||
}
|
||
|
||
.jp-CaseSensitiveIcon {
|
||
background-image: var(--jp-icon-case-sensitive);
|
||
}
|
||
|
||
.jp-CheckIcon {
|
||
background-image: var(--jp-icon-check);
|
||
}
|
||
|
||
.jp-CircleEmptyIcon {
|
||
background-image: var(--jp-icon-circle-empty);
|
||
}
|
||
|
||
.jp-CircleIcon {
|
||
background-image: var(--jp-icon-circle);
|
||
}
|
||
|
||
.jp-ClearIcon {
|
||
background-image: var(--jp-icon-clear);
|
||
}
|
||
|
||
.jp-CloseIcon {
|
||
background-image: var(--jp-icon-close);
|
||
}
|
||
|
||
.jp-CodeCheckIcon {
|
||
background-image: var(--jp-icon-code-check);
|
||
}
|
||
|
||
.jp-CodeIcon {
|
||
background-image: var(--jp-icon-code);
|
||
}
|
||
|
||
.jp-CollapseAllIcon {
|
||
background-image: var(--jp-icon-collapse-all);
|
||
}
|
||
|
||
.jp-ConsoleIcon {
|
||
background-image: var(--jp-icon-console);
|
||
}
|
||
|
||
.jp-CopyIcon {
|
||
background-image: var(--jp-icon-copy);
|
||
}
|
||
|
||
.jp-CopyrightIcon {
|
||
background-image: var(--jp-icon-copyright);
|
||
}
|
||
|
||
.jp-CutIcon {
|
||
background-image: var(--jp-icon-cut);
|
||
}
|
||
|
||
.jp-DeleteIcon {
|
||
background-image: var(--jp-icon-delete);
|
||
}
|
||
|
||
.jp-DownloadIcon {
|
||
background-image: var(--jp-icon-download);
|
||
}
|
||
|
||
.jp-DuplicateIcon {
|
||
background-image: var(--jp-icon-duplicate);
|
||
}
|
||
|
||
.jp-EditIcon {
|
||
background-image: var(--jp-icon-edit);
|
||
}
|
||
|
||
.jp-EllipsesIcon {
|
||
background-image: var(--jp-icon-ellipses);
|
||
}
|
||
|
||
.jp-ErrorIcon {
|
||
background-image: var(--jp-icon-error);
|
||
}
|
||
|
||
.jp-ExpandAllIcon {
|
||
background-image: var(--jp-icon-expand-all);
|
||
}
|
||
|
||
.jp-ExtensionIcon {
|
||
background-image: var(--jp-icon-extension);
|
||
}
|
||
|
||
.jp-FastForwardIcon {
|
||
background-image: var(--jp-icon-fast-forward);
|
||
}
|
||
|
||
.jp-FileIcon {
|
||
background-image: var(--jp-icon-file);
|
||
}
|
||
|
||
.jp-FileUploadIcon {
|
||
background-image: var(--jp-icon-file-upload);
|
||
}
|
||
|
||
.jp-FilterDotIcon {
|
||
background-image: var(--jp-icon-filter-dot);
|
||
}
|
||
|
||
.jp-FilterIcon {
|
||
background-image: var(--jp-icon-filter);
|
||
}
|
||
|
||
.jp-FilterListIcon {
|
||
background-image: var(--jp-icon-filter-list);
|
||
}
|
||
|
||
.jp-FolderFavoriteIcon {
|
||
background-image: var(--jp-icon-folder-favorite);
|
||
}
|
||
|
||
.jp-FolderIcon {
|
||
background-image: var(--jp-icon-folder);
|
||
}
|
||
|
||
.jp-HomeIcon {
|
||
background-image: var(--jp-icon-home);
|
||
}
|
||
|
||
.jp-Html5Icon {
|
||
background-image: var(--jp-icon-html5);
|
||
}
|
||
|
||
.jp-ImageIcon {
|
||
background-image: var(--jp-icon-image);
|
||
}
|
||
|
||
.jp-InfoIcon {
|
||
background-image: var(--jp-icon-info);
|
||
}
|
||
|
||
.jp-InspectorIcon {
|
||
background-image: var(--jp-icon-inspector);
|
||
}
|
||
|
||
.jp-JsonIcon {
|
||
background-image: var(--jp-icon-json);
|
||
}
|
||
|
||
.jp-JuliaIcon {
|
||
background-image: var(--jp-icon-julia);
|
||
}
|
||
|
||
.jp-JupyterFaviconIcon {
|
||
background-image: var(--jp-icon-jupyter-favicon);
|
||
}
|
||
|
||
.jp-JupyterIcon {
|
||
background-image: var(--jp-icon-jupyter);
|
||
}
|
||
|
||
.jp-JupyterlabWordmarkIcon {
|
||
background-image: var(--jp-icon-jupyterlab-wordmark);
|
||
}
|
||
|
||
.jp-KernelIcon {
|
||
background-image: var(--jp-icon-kernel);
|
||
}
|
||
|
||
.jp-KeyboardIcon {
|
||
background-image: var(--jp-icon-keyboard);
|
||
}
|
||
|
||
.jp-LaunchIcon {
|
||
background-image: var(--jp-icon-launch);
|
||
}
|
||
|
||
.jp-LauncherIcon {
|
||
background-image: var(--jp-icon-launcher);
|
||
}
|
||
|
||
.jp-LineFormIcon {
|
||
background-image: var(--jp-icon-line-form);
|
||
}
|
||
|
||
.jp-LinkIcon {
|
||
background-image: var(--jp-icon-link);
|
||
}
|
||
|
||
.jp-ListIcon {
|
||
background-image: var(--jp-icon-list);
|
||
}
|
||
|
||
.jp-MarkdownIcon {
|
||
background-image: var(--jp-icon-markdown);
|
||
}
|
||
|
||
.jp-MoveDownIcon {
|
||
background-image: var(--jp-icon-move-down);
|
||
}
|
||
|
||
.jp-MoveUpIcon {
|
||
background-image: var(--jp-icon-move-up);
|
||
}
|
||
|
||
.jp-NewFolderIcon {
|
||
background-image: var(--jp-icon-new-folder);
|
||
}
|
||
|
||
.jp-NotTrustedIcon {
|
||
background-image: var(--jp-icon-not-trusted);
|
||
}
|
||
|
||
.jp-NotebookIcon {
|
||
background-image: var(--jp-icon-notebook);
|
||
}
|
||
|
||
.jp-NumberingIcon {
|
||
background-image: var(--jp-icon-numbering);
|
||
}
|
||
|
||
.jp-OfflineBoltIcon {
|
||
background-image: var(--jp-icon-offline-bolt);
|
||
}
|
||
|
||
.jp-PaletteIcon {
|
||
background-image: var(--jp-icon-palette);
|
||
}
|
||
|
||
.jp-PasteIcon {
|
||
background-image: var(--jp-icon-paste);
|
||
}
|
||
|
||
.jp-PdfIcon {
|
||
background-image: var(--jp-icon-pdf);
|
||
}
|
||
|
||
.jp-PythonIcon {
|
||
background-image: var(--jp-icon-python);
|
||
}
|
||
|
||
.jp-RKernelIcon {
|
||
background-image: var(--jp-icon-r-kernel);
|
||
}
|
||
|
||
.jp-ReactIcon {
|
||
background-image: var(--jp-icon-react);
|
||
}
|
||
|
||
.jp-RedoIcon {
|
||
background-image: var(--jp-icon-redo);
|
||
}
|
||
|
||
.jp-RefreshIcon {
|
||
background-image: var(--jp-icon-refresh);
|
||
}
|
||
|
||
.jp-RegexIcon {
|
||
background-image: var(--jp-icon-regex);
|
||
}
|
||
|
||
.jp-RunIcon {
|
||
background-image: var(--jp-icon-run);
|
||
}
|
||
|
||
.jp-RunningIcon {
|
||
background-image: var(--jp-icon-running);
|
||
}
|
||
|
||
.jp-SaveIcon {
|
||
background-image: var(--jp-icon-save);
|
||
}
|
||
|
||
.jp-SearchIcon {
|
||
background-image: var(--jp-icon-search);
|
||
}
|
||
|
||
.jp-SettingsIcon {
|
||
background-image: var(--jp-icon-settings);
|
||
}
|
||
|
||
.jp-ShareIcon {
|
||
background-image: var(--jp-icon-share);
|
||
}
|
||
|
||
.jp-SpreadsheetIcon {
|
||
background-image: var(--jp-icon-spreadsheet);
|
||
}
|
||
|
||
.jp-StopIcon {
|
||
background-image: var(--jp-icon-stop);
|
||
}
|
||
|
||
.jp-TabIcon {
|
||
background-image: var(--jp-icon-tab);
|
||
}
|
||
|
||
.jp-TableRowsIcon {
|
||
background-image: var(--jp-icon-table-rows);
|
||
}
|
||
|
||
.jp-TagIcon {
|
||
background-image: var(--jp-icon-tag);
|
||
}
|
||
|
||
.jp-TerminalIcon {
|
||
background-image: var(--jp-icon-terminal);
|
||
}
|
||
|
||
.jp-TextEditorIcon {
|
||
background-image: var(--jp-icon-text-editor);
|
||
}
|
||
|
||
.jp-TocIcon {
|
||
background-image: var(--jp-icon-toc);
|
||
}
|
||
|
||
.jp-TreeViewIcon {
|
||
background-image: var(--jp-icon-tree-view);
|
||
}
|
||
|
||
.jp-TrustedIcon {
|
||
background-image: var(--jp-icon-trusted);
|
||
}
|
||
|
||
.jp-UndoIcon {
|
||
background-image: var(--jp-icon-undo);
|
||
}
|
||
|
||
.jp-UserIcon {
|
||
background-image: var(--jp-icon-user);
|
||
}
|
||
|
||
.jp-UsersIcon {
|
||
background-image: var(--jp-icon-users);
|
||
}
|
||
|
||
.jp-VegaIcon {
|
||
background-image: var(--jp-icon-vega);
|
||
}
|
||
|
||
.jp-WordIcon {
|
||
background-image: var(--jp-icon-word);
|
||
}
|
||
|
||
.jp-YamlIcon {
|
||
background-image: var(--jp-icon-yaml);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* (DEPRECATED) Support for consuming icons as CSS background images
|
||
*/
|
||
|
||
.jp-Icon,
|
||
.jp-MaterialIcon {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-cover {
|
||
background-position: center;
|
||
background-repeat: no-repeat;
|
||
background-size: cover;
|
||
}
|
||
|
||
/**
|
||
* (DEPRECATED) Support for specific CSS icon sizes
|
||
*/
|
||
|
||
.jp-Icon-16 {
|
||
background-size: 16px;
|
||
min-width: 16px;
|
||
min-height: 16px;
|
||
}
|
||
|
||
.jp-Icon-18 {
|
||
background-size: 18px;
|
||
min-width: 18px;
|
||
min-height: 18px;
|
||
}
|
||
|
||
.jp-Icon-20 {
|
||
background-size: 20px;
|
||
min-width: 20px;
|
||
min-height: 20px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-TabBar .lm-TabBar-addButton {
|
||
align-items: center;
|
||
display: flex;
|
||
padding: 4px;
|
||
padding-bottom: 5px;
|
||
margin-right: 1px;
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-TabBar .lm-TabBar-addButton:hover {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-tab {
|
||
width: var(--jp-private-horizontal-tab-width);
|
||
}
|
||
|
||
.lm-DockPanel-tabBar .lm-TabBar-content {
|
||
flex: unset;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar[data-orientation='horizontal'] {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-accent0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-none[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-none[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/* brand icon colors. Same for light and dark */
|
||
.jp-icon-brand0[fill] {
|
||
fill: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[fill] {
|
||
fill: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[fill] {
|
||
fill: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[fill] {
|
||
fill: var(--jp-brand-color4);
|
||
}
|
||
|
||
.jp-icon-brand0[stroke] {
|
||
stroke: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-icon-brand1[stroke] {
|
||
stroke: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-icon-brand2[stroke] {
|
||
stroke: var(--jp-brand-color2);
|
||
}
|
||
|
||
.jp-icon-brand3[stroke] {
|
||
stroke: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-icon-brand4[stroke] {
|
||
stroke: var(--jp-brand-color4);
|
||
}
|
||
|
||
/* warn icon colors. Same for light and dark */
|
||
.jp-icon-warn0[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[fill] {
|
||
fill: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[fill] {
|
||
fill: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[fill] {
|
||
fill: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-icon-warn0[stroke] {
|
||
stroke: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-icon-warn1[stroke] {
|
||
stroke: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-icon-warn2[stroke] {
|
||
stroke: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-icon-warn3[stroke] {
|
||
stroke: var(--jp-warn-color3);
|
||
}
|
||
|
||
/* icon colors that contrast well with each other and most backgrounds */
|
||
.jp-icon-contrast0[fill] {
|
||
fill: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[fill] {
|
||
fill: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[fill] {
|
||
fill: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[fill] {
|
||
fill: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-contrast0[stroke] {
|
||
stroke: var(--jp-icon-contrast-color0);
|
||
}
|
||
|
||
.jp-icon-contrast1[stroke] {
|
||
stroke: var(--jp-icon-contrast-color1);
|
||
}
|
||
|
||
.jp-icon-contrast2[stroke] {
|
||
stroke: var(--jp-icon-contrast-color2);
|
||
}
|
||
|
||
.jp-icon-contrast3[stroke] {
|
||
stroke: var(--jp-icon-contrast-color3);
|
||
}
|
||
|
||
.jp-icon-dot[fill] {
|
||
fill: var(--jp-warn-color0);
|
||
}
|
||
|
||
.jp-jupyter-icon-color[fill] {
|
||
fill: var(--jp-jupyter-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-notebook-icon-color[fill] {
|
||
fill: var(--jp-notebook-icon-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-json-icon-color[fill] {
|
||
fill: var(--jp-json-icon-color, var(--jp-warn-color1));
|
||
}
|
||
|
||
.jp-console-icon-color[fill] {
|
||
fill: var(--jp-console-icon-color, white);
|
||
}
|
||
|
||
.jp-console-icon-background-color[fill] {
|
||
fill: var(--jp-console-icon-background-color, var(--jp-brand-color1));
|
||
}
|
||
|
||
.jp-terminal-icon-color[fill] {
|
||
fill: var(--jp-terminal-icon-color, var(--jp-layout-color2));
|
||
}
|
||
|
||
.jp-terminal-icon-background-color[fill] {
|
||
fill: var(
|
||
--jp-terminal-icon-background-color,
|
||
var(--jp-inverse-layout-color2)
|
||
);
|
||
}
|
||
|
||
.jp-text-editor-icon-color[fill] {
|
||
fill: var(--jp-text-editor-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
.jp-inspector-icon-color[fill] {
|
||
fill: var(--jp-inspector-icon-color, var(--jp-inverse-layout-color3));
|
||
}
|
||
|
||
/* CSS for icons in selected filebrowser listing items */
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* stylelint-disable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/**
|
||
* TODO: come up with non css-hack solution for showing the busy icon on top
|
||
* of the close icon
|
||
* CSS for complex behavior of close icon of tabs in the main area tabbar
|
||
*/
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon3[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.lm-DockPanel-tabBar
|
||
.lm-TabBar-tab.lm-mod-closable.jp-mod-dirty
|
||
> .lm-TabBar-tabCloseIcon
|
||
> :not(:hover)
|
||
> .jp-icon-busy[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-class, selector-max-compound-selectors */
|
||
|
||
/* CSS for icons in status bar */
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable[fill] {
|
||
fill: #fff;
|
||
}
|
||
|
||
#jp-main-statusbar .jp-mod-selected .jp-icon-selectable-inverse[fill] {
|
||
fill: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* special handling for splash icon CSS. While the theme CSS reloads during
|
||
splash, the splash icon can loose theming. To prevent that, we set a
|
||
default for its color variable */
|
||
:root {
|
||
--jp-warn-color0: var(--md-orange-700);
|
||
}
|
||
|
||
/* not sure what to do with this one, used in filebrowser listing */
|
||
.jp-DragIcon {
|
||
margin-right: 4px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/**
|
||
* Support for alt colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/* alt recolor the primary elements of an icon */
|
||
.jp-icon-alt .jp-icon0[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon0[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon1[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon2[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon3[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon4[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* alt recolor the accent elements of an icon */
|
||
.jp-icon-alt .jp-icon-accent0[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent0[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent1[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent2[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent3[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-alt .jp-icon-accent4[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-icon-hoverShow:not(:hover) .jp-icon-hoverShow-content {
|
||
display: none !important;
|
||
}
|
||
|
||
/**
|
||
* Support for hover colors for icons as inline SVG HTMLElements
|
||
*/
|
||
|
||
/**
|
||
* regular colors
|
||
*/
|
||
|
||
/* recolor the primary elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/* recolor the accent elements of an icon */
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* set the color of an icon to transparent */
|
||
.jp-icon-hover :hover .jp-icon-none-hover[fill] {
|
||
fill: none;
|
||
}
|
||
|
||
.jp-icon-hover :hover .jp-icon-none-hover[stroke] {
|
||
stroke: none;
|
||
}
|
||
|
||
/**
|
||
* inverse colors
|
||
*/
|
||
|
||
/* inverse recolor the primary elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[fill] {
|
||
fill: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[fill] {
|
||
fill: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[fill] {
|
||
fill: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[fill] {
|
||
fill: var(--jp-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon0-hover[stroke] {
|
||
stroke: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon1-hover[stroke] {
|
||
stroke: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon2-hover[stroke] {
|
||
stroke: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon3-hover[stroke] {
|
||
stroke: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon4-hover[stroke] {
|
||
stroke: var(--jp-layout-color4);
|
||
}
|
||
|
||
/* inverse recolor the accent elements of an icon */
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[fill] {
|
||
fill: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent0-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color0);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent1-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent2-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color2);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent3-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-icon-hover.jp-icon-alt :hover .jp-icon-accent4-hover[stroke] {
|
||
stroke: var(--jp-inverse-layout-color4);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-IFrame {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-IFrame > iframe {
|
||
border: none;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-IFrame {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-IFrame::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-HoverBox {
|
||
position: fixed;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FormGroup-content fieldset {
|
||
border: none;
|
||
padding: 0;
|
||
min-width: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* stylelint-disable selector-max-type */
|
||
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper input,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper select,
|
||
.jp-FormGroup-content fieldset .jp-inputFieldWrapper textarea {
|
||
font-size: var(--jp-content-font-size2);
|
||
border-color: var(--jp-input-border-color);
|
||
border-style: solid;
|
||
border-radius: var(--jp-border-radius);
|
||
border-width: 1px;
|
||
padding: 6px 8px;
|
||
background: none;
|
||
color: var(--jp-ui-font-color0);
|
||
height: inherit;
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input[type='checkbox'] {
|
||
position: relative;
|
||
top: 2px;
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content button.jp-mod-styled {
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-FormGroup-content .checkbox label {
|
||
cursor: pointer;
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > legend {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-root > fieldset > p {
|
||
display: none;
|
||
}
|
||
|
||
/** copy of `input.jp-mod-styled:focus` style */
|
||
.jp-FormGroup-content fieldset input:focus,
|
||
.jp-FormGroup-content fieldset select:focus {
|
||
-moz-outline-radius: unset;
|
||
outline: var(--jp-border-width) solid var(--md-blue-500);
|
||
outline-offset: -1px;
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-FormGroup-content fieldset input:hover:not(:focus),
|
||
.jp-FormGroup-content fieldset select:hover:not(:focus) {
|
||
background-color: var(--jp-border-color2);
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type */
|
||
|
||
.jp-FormGroup-content .checkbox .field-description {
|
||
/* Disable default description field for checkbox:
|
||
because other widgets do not have description fields,
|
||
we add descriptions to each widget on the field level.
|
||
*/
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content #root__description {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator {
|
||
width: 5px;
|
||
background-color: var(--jp-brand-color2);
|
||
margin-top: 0;
|
||
margin-left: calc(var(--jp-private-settingeditor-modifier-indent) * -1);
|
||
flex-shrink: 0;
|
||
}
|
||
|
||
.jp-FormGroup-content .jp-modifiedIndicator.jp-errorIndicator {
|
||
background-color: var(--jp-error-color0);
|
||
margin-right: 0.5em;
|
||
}
|
||
|
||
/* RJSF ARRAY style */
|
||
|
||
.jp-arrayFieldWrapper legend {
|
||
font-size: var(--jp-content-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
flex-basis: 100%;
|
||
padding: 4px 0;
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
border-bottom: 1px solid var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .field-description {
|
||
padding: 4px 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-arrayFieldWrapper .array-item {
|
||
width: 100%;
|
||
border: 1px solid var(--jp-border-color2);
|
||
border-radius: 4px;
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-ArrayOperations {
|
||
display: flex;
|
||
margin-left: 8px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton {
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-ArrayOperationsButton .jp-icon3[fill] {
|
||
fill: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
button.jp-ArrayOperationsButton.jp-mod-styled:disabled {
|
||
cursor: not-allowed;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
/* RJSF form validation error */
|
||
|
||
.jp-FormGroup-content .validationErrors {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
/* Hide panel level error as duplicated the field level error */
|
||
.jp-FormGroup-content .panel.errors {
|
||
display: none;
|
||
}
|
||
|
||
/* RJSF normal content (settings-editor) */
|
||
|
||
.jp-FormGroup-contentNormal {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-contentItem {
|
||
margin-left: 7px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-description {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-default {
|
||
flex-basis: 100%;
|
||
padding: 4px 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-FormGroup-fieldLabel {
|
||
font-size: var(--jp-content-font-size1);
|
||
font-weight: normal;
|
||
min-width: 120px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal fieldset:not(:first-child) {
|
||
margin-left: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .field-array-of-string .array-item {
|
||
/* Display `jp-ArrayOperations` buttons side-by-side with content except
|
||
for small screens where flex-wrap will place them one below the other.
|
||
*/
|
||
display: flex;
|
||
align-items: center;
|
||
flex-wrap: wrap;
|
||
}
|
||
|
||
.jp-FormGroup-contentNormal .jp-objectFieldWrapper .form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
/* RJSF compact content (metadata-form) */
|
||
|
||
.jp-FormGroup-content.jp-FormGroup-contentCompact {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .form-group {
|
||
display: flex;
|
||
padding: 0.5em 0.2em 0.5em 0;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-FormGroup-compactTitle
|
||
.jp-FormGroup-description {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-FormGroup-fieldLabel {
|
||
padding-bottom: 0.3em;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-inputFieldWrapper .form-control {
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact .jp-arrayFieldWrapper .jp-FormGroup-compactTitle {
|
||
padding-bottom: 7px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact
|
||
.jp-objectFieldWrapper
|
||
.jp-objectFieldWrapper
|
||
.form-group {
|
||
padding: 2px 8px 2px var(--jp-private-settingeditor-modifier-indent);
|
||
margin-top: 2px;
|
||
}
|
||
|
||
.jp-FormGroup-contentCompact ul.error-detail {
|
||
margin-block-start: 0.5em;
|
||
margin-block-end: 0.5em;
|
||
padding-inline-start: 1em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-SidePanel {
|
||
display: flex;
|
||
flex-direction: column;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
overflow-y: auto;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-SidePanel-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color2);
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin: 0;
|
||
padding: 2px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-SidePanel-content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-SidePanel-toolbar,
|
||
.jp-AccordionPanel-toolbar {
|
||
height: var(--jp-private-toolbar-height);
|
||
}
|
||
|
||
.jp-SidePanel-toolbar.jp-Toolbar-micro {
|
||
display: none;
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-title {
|
||
box-sizing: border-box;
|
||
line-height: 25px;
|
||
margin: 0;
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
font-size: var(--jp-ui-font-size0);
|
||
}
|
||
|
||
.jp-AccordionPanel-title {
|
||
cursor: pointer;
|
||
user-select: none;
|
||
-moz-user-select: none;
|
||
-webkit-user-select: none;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-AccordionPanel[data-orientation='horizontal'] > .jp-AccordionPanel-title {
|
||
/* Title is rotated for horizontal accordion panel using CSS */
|
||
display: block;
|
||
transform-origin: top left;
|
||
transform: rotate(-90deg) translate(-100%);
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleLabel {
|
||
user-select: none;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-AccordionPanel-title .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(-90deg);
|
||
margin: auto 0;
|
||
height: 16px;
|
||
}
|
||
|
||
.jp-AccordionPanel-title.lm-mod-expanded .lm-AccordionPanel-titleCollapser {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
.lm-AccordionPanel .jp-AccordionPanel-toolbar {
|
||
background: none;
|
||
box-shadow: none;
|
||
border: none;
|
||
margin-left: auto;
|
||
}
|
||
|
||
.lm-AccordionPanel .lm-SplitPanel-handle:hover {
|
||
background: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-text-truncated {
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Spinner {
|
||
position: absolute;
|
||
display: flex;
|
||
justify-content: center;
|
||
align-items: center;
|
||
z-index: 10;
|
||
left: 0;
|
||
top: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-layout-color0);
|
||
outline: none;
|
||
}
|
||
|
||
.jp-SpinnerContent {
|
||
font-size: 10px;
|
||
margin: 50px auto;
|
||
text-indent: -9999em;
|
||
width: 3em;
|
||
height: 3em;
|
||
border-radius: 50%;
|
||
background: var(--jp-brand-color3);
|
||
background: linear-gradient(
|
||
to right,
|
||
#f37626 10%,
|
||
rgba(255, 255, 255, 0) 42%
|
||
);
|
||
position: relative;
|
||
animation: load3 1s infinite linear, fadeIn 1s;
|
||
}
|
||
|
||
.jp-SpinnerContent::before {
|
||
width: 50%;
|
||
height: 50%;
|
||
background: #f37626;
|
||
border-radius: 100% 0 0;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
content: '';
|
||
}
|
||
|
||
.jp-SpinnerContent::after {
|
||
background: var(--jp-layout-color0);
|
||
width: 75%;
|
||
height: 75%;
|
||
border-radius: 50%;
|
||
content: '';
|
||
margin: auto;
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
bottom: 0;
|
||
right: 0;
|
||
}
|
||
|
||
@keyframes fadeIn {
|
||
0% {
|
||
opacity: 0;
|
||
}
|
||
|
||
100% {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
@keyframes load3 {
|
||
0% {
|
||
transform: rotate(0deg);
|
||
}
|
||
|
||
100% {
|
||
transform: rotate(360deg);
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
button.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
text-align: center;
|
||
line-height: 32px;
|
||
height: 32px;
|
||
padding: 0 12px;
|
||
letter-spacing: 0.8px;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input.jp-mod-styled {
|
||
background: var(--jp-input-background);
|
||
height: 28px;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
font-size: var(--jp-ui-font-size2);
|
||
color: var(--jp-ui-font-color0);
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
input[type='checkbox'].jp-mod-styled {
|
||
appearance: checkbox;
|
||
-webkit-appearance: checkbox;
|
||
-moz-appearance: checkbox;
|
||
height: auto;
|
||
}
|
||
|
||
input.jp-mod-styled:focus {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-select-wrapper {
|
||
display: flex;
|
||
position: relative;
|
||
flex-direction: column;
|
||
padding: 1px;
|
||
background-color: var(--jp-layout-color1);
|
||
box-sizing: border-box;
|
||
margin-bottom: 12px;
|
||
}
|
||
|
||
.jp-select-wrapper:not(.multiple) {
|
||
height: 28px;
|
||
}
|
||
|
||
.jp-select-wrapper.jp-mod-focused select.jp-mod-styled {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-input-active-background);
|
||
}
|
||
|
||
select.jp-mod-styled:hover {
|
||
cursor: pointer;
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: var(--jp-input-hover-background);
|
||
box-shadow: inset 0 0 1px rgba(0, 0, 0, 0.5);
|
||
}
|
||
|
||
select.jp-mod-styled {
|
||
flex: 1 1 auto;
|
||
width: 100%;
|
||
font-size: var(--jp-ui-font-size2);
|
||
background: var(--jp-input-background);
|
||
color: var(--jp-ui-font-color0);
|
||
padding: 0 25px 0 8px;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
}
|
||
|
||
select.jp-mod-styled:not([multiple]) {
|
||
height: 32px;
|
||
}
|
||
|
||
select.jp-mod-styled[multiple] {
|
||
max-height: 200px;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-switch {
|
||
display: flex;
|
||
align-items: center;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color1);
|
||
border: none;
|
||
height: 20px;
|
||
}
|
||
|
||
.jp-switch:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-switch-label {
|
||
margin-right: 5px;
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
.jp-switch-track {
|
||
cursor: pointer;
|
||
background-color: var(--jp-switch-color, var(--jp-border-color1));
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 34px;
|
||
height: 16px;
|
||
width: 35px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-switch-track::before {
|
||
content: '';
|
||
position: absolute;
|
||
height: 10px;
|
||
width: 10px;
|
||
margin: 3px;
|
||
left: 0;
|
||
background-color: var(--jp-ui-inverse-font-color1);
|
||
-webkit-transition: 0.4s;
|
||
transition: 0.4s;
|
||
border-radius: 50%;
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track {
|
||
background-color: var(--jp-switch-true-position-color, var(--jp-warn-color0));
|
||
}
|
||
|
||
.jp-switch[aria-checked='true'] .jp-switch-track::before {
|
||
/* track width (35) - margins (3 + 3) - thumb width (10) */
|
||
left: 19px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toolbar-height: calc(
|
||
28px + var(--jp-border-width)
|
||
); /* leave 28px for content */
|
||
}
|
||
|
||
.jp-Toolbar {
|
||
color: var(--jp-ui-font-color1);
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: 2px;
|
||
z-index: 8;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
/* Toolbar items */
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item.jp-Toolbar-spacer {
|
||
flex-grow: 1;
|
||
flex-shrink: 1;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Toolbar-kernelStatus {
|
||
display: inline-block;
|
||
width: 32px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
background-size: 16px;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
padding-left: 1px;
|
||
padding-right: 1px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: var(--jp-private-toolbar-height);
|
||
height: 100%;
|
||
}
|
||
|
||
/* Toolbar buttons */
|
||
|
||
/* This is the div we use to wrap the react component into a Widget */
|
||
div.jp-ToolbarButton {
|
||
color: transparent;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent {
|
||
background: var(--jp-layout-color1);
|
||
border: none;
|
||
box-sizing: border-box;
|
||
outline: none;
|
||
appearance: none;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
padding: 0 6px;
|
||
margin: 0;
|
||
height: 24px;
|
||
border-radius: var(--jp-border-radius);
|
||
display: flex;
|
||
align-items: center;
|
||
text-align: center;
|
||
font-size: 14px;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent:disabled {
|
||
opacity: 0.4;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent > span {
|
||
padding: 0;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
button.jp-ToolbarButtonComponent .jp-ToolbarButtonComponent-label {
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 100%;
|
||
padding-left: 2px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar.jp-Toolbar-micro {
|
||
padding: 0;
|
||
min-height: 0;
|
||
}
|
||
|
||
#jp-main-dock-panel[data-mode='single-document']
|
||
.jp-MainAreaWidget
|
||
> .jp-Toolbar {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-WindowedPanel-outer {
|
||
position: relative;
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-WindowedPanel-inner {
|
||
position: relative;
|
||
}
|
||
|
||
.jp-WindowedPanel-window {
|
||
position: absolute;
|
||
left: 0;
|
||
right: 0;
|
||
overflow: visible;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Sibling imports */
|
||
|
||
body {
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/* Disable native link decoration styles everywhere outside of dialog boxes */
|
||
a {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
a:hover {
|
||
text-decoration: unset;
|
||
color: unset;
|
||
}
|
||
|
||
/* Accessibility for links inside dialog box text */
|
||
.jp-Dialog-content a {
|
||
text-decoration: revert;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-Dialog-content a:hover {
|
||
text-decoration: revert;
|
||
}
|
||
|
||
/* Styles for ui-components */
|
||
.jp-Button {
|
||
color: var(--jp-ui-font-color2);
|
||
border-radius: var(--jp-border-radius);
|
||
padding: 0 12px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
/* Copy from blueprint 3 */
|
||
display: inline-flex;
|
||
flex-direction: row;
|
||
border: none;
|
||
cursor: pointer;
|
||
align-items: center;
|
||
justify-content: center;
|
||
text-align: left;
|
||
vertical-align: middle;
|
||
min-height: 30px;
|
||
min-width: 30px;
|
||
}
|
||
|
||
.jp-Button:disabled {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
.jp-Button:empty {
|
||
padding: 0 !important;
|
||
}
|
||
|
||
.jp-Button.jp-mod-small {
|
||
min-height: 24px;
|
||
min-width: 24px;
|
||
font-size: 12px;
|
||
padding: 0 7px;
|
||
}
|
||
|
||
/* Use our own theme for hover styles */
|
||
.jp-Button.jp-mod-minimal:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-Button.jp-mod-minimal {
|
||
background: none;
|
||
}
|
||
|
||
.jp-InputGroup {
|
||
display: block;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-InputGroup input {
|
||
box-sizing: border-box;
|
||
border: none;
|
||
border-radius: 0;
|
||
background-color: transparent;
|
||
color: var(--jp-ui-font-color0);
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
padding-bottom: 0;
|
||
padding-top: 0;
|
||
padding-left: 10px;
|
||
padding-right: 28px;
|
||
position: relative;
|
||
width: 100%;
|
||
-webkit-appearance: none;
|
||
-moz-appearance: none;
|
||
appearance: none;
|
||
font-size: 14px;
|
||
font-weight: 400;
|
||
height: 30px;
|
||
line-height: 30px;
|
||
outline: none;
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.jp-InputGroup input:focus {
|
||
box-shadow: inset 0 0 0 var(--jp-border-width)
|
||
var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled {
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input:disabled ~ span {
|
||
cursor: not-allowed;
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroup input::placeholder,
|
||
input::placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-InputGroupAction {
|
||
position: absolute;
|
||
bottom: 1px;
|
||
right: 0;
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select {
|
||
background-color: initial;
|
||
border: none;
|
||
border-radius: 0;
|
||
box-shadow: none;
|
||
color: var(--jp-ui-font-color0);
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
height: 24px;
|
||
line-height: 14px;
|
||
padding: 0 25px 0 10px;
|
||
text-align: left;
|
||
-moz-appearance: none;
|
||
-webkit-appearance: none;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color2);
|
||
cursor: not-allowed;
|
||
resize: block;
|
||
}
|
||
|
||
.jp-HTMLSelect.jp-DefaultStyle select:disabled ~ span {
|
||
cursor: not-allowed;
|
||
}
|
||
|
||
/* Use our own theme for hover and option styles */
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-HTMLSelect.jp-DefaultStyle select:hover,
|
||
.jp-HTMLSelect.jp-DefaultStyle select > option {
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
select {
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-StatusBar-Widget {
|
||
display: flex;
|
||
align-items: center;
|
||
background: var(--jp-layout-color2);
|
||
min-height: var(--jp-statusbar-height);
|
||
justify-content: space-between;
|
||
padding: 0 10px;
|
||
}
|
||
|
||
.jp-StatusBar-Left {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-StatusBar-Middle {
|
||
display: flex;
|
||
align-items: center;
|
||
}
|
||
|
||
.jp-StatusBar-Right {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row-reverse;
|
||
}
|
||
|
||
.jp-StatusBar-Item {
|
||
max-height: var(--jp-statusbar-height);
|
||
margin: 0 2px;
|
||
height: var(--jp-statusbar-height);
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
color: var(--jp-ui-font-color1);
|
||
padding: 0 6px;
|
||
}
|
||
|
||
.jp-mod-highlighted:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-mod-clicked {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-mod-clicked:hover {
|
||
background-color: var(--jp-brand-color0);
|
||
}
|
||
|
||
.jp-mod-clicked .jp-StatusBar-TextItem {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-HoverItem {
|
||
box-shadow: '0px 4px 4px rgba(0, 0, 0, 0.25)';
|
||
}
|
||
|
||
.jp-StatusBar-TextItem {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
line-height: 24px;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-StatusBar-GroupItem {
|
||
display: flex;
|
||
align-items: center;
|
||
flex-direction: row;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle svg {
|
||
display: block;
|
||
margin: 0 auto;
|
||
width: 16px;
|
||
height: 24px;
|
||
align-self: normal;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressCircle path {
|
||
fill: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar {
|
||
height: 10px;
|
||
width: 100px;
|
||
border: solid 0.25px var(--jp-brand-color2);
|
||
border-radius: 3px;
|
||
overflow: hidden;
|
||
align-self: center;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar > div {
|
||
background-color: var(--jp-brand-color2);
|
||
background-image: linear-gradient(
|
||
-45deg,
|
||
rgba(255, 255, 255, 0.2) 25%,
|
||
transparent 25%,
|
||
transparent 50%,
|
||
rgba(255, 255, 255, 0.2) 50%,
|
||
rgba(255, 255, 255, 0.2) 75%,
|
||
transparent 75%,
|
||
transparent
|
||
);
|
||
background-size: 40px 40px;
|
||
float: left;
|
||
width: 0%;
|
||
height: 100%;
|
||
font-size: 12px;
|
||
line-height: 14px;
|
||
color: #fff;
|
||
text-align: center;
|
||
animation: jp-Statusbar-ExecutionTime-progress-bar 2s linear infinite;
|
||
}
|
||
|
||
.jp-Statusbar-ProgressBar-progress-bar p {
|
||
color: var(--jp-ui-font-color1);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
@keyframes jp-Statusbar-ExecutionTime-progress-bar {
|
||
0% {
|
||
background-position: 0 0;
|
||
}
|
||
|
||
100% {
|
||
background-position: 40px 40px;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-commandpalette-search-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Overall styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette {
|
||
padding-bottom: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Modal variant
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-ModalCommandPalette {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
top: 38px;
|
||
left: 30%;
|
||
margin: 0;
|
||
padding: 4px;
|
||
width: 40%;
|
||
box-shadow: var(--jp-elevation-z4);
|
||
border-radius: 4px;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette {
|
||
max-height: 40vh;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-close-icon::after {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-header {
|
||
display: none;
|
||
}
|
||
|
||
.jp-ModalCommandPalette .lm-CommandPalette .lm-CommandPalette-item {
|
||
margin-left: 4px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-ModalCommandPalette
|
||
.lm-CommandPalette
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Search
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-search {
|
||
padding: 4px;
|
||
background-color: var(--jp-layout-color1);
|
||
z-index: 2;
|
||
}
|
||
|
||
.lm-CommandPalette-wrapper {
|
||
overflow: overlay;
|
||
padding: 0 9px;
|
||
background-color: var(--jp-input-active-background);
|
||
height: 30px;
|
||
box-shadow: inset 0 0 0 var(--jp-border-width) var(--jp-input-border-color);
|
||
}
|
||
|
||
.lm-CommandPalette.lm-mod-focused .lm-CommandPalette-wrapper {
|
||
box-shadow: inset 0 0 0 1px var(--jp-input-active-box-shadow-color),
|
||
inset 0 0 0 3px var(--jp-input-active-box-shadow-color);
|
||
}
|
||
|
||
.jp-SearchIconGroup {
|
||
color: white;
|
||
background-color: var(--jp-brand-color1);
|
||
position: absolute;
|
||
top: 4px;
|
||
right: 4px;
|
||
padding: 5px 5px 1px;
|
||
}
|
||
|
||
.jp-SearchIconGroup svg {
|
||
height: 20px;
|
||
width: 20px;
|
||
}
|
||
|
||
.jp-SearchIconGroup .jp-icon3[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-input {
|
||
background: transparent;
|
||
width: calc(100% - 18px);
|
||
float: left;
|
||
border: none;
|
||
outline: none;
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: var(--jp-private-commandpalette-search-height);
|
||
}
|
||
|
||
.lm-CommandPalette-input::-webkit-input-placeholder,
|
||
.lm-CommandPalette-input::-moz-placeholder,
|
||
.lm-CommandPalette-input:-ms-input-placeholder {
|
||
color: var(--jp-ui-font-color2);
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Results
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-CommandPalette-header:first-child {
|
||
margin-top: 0;
|
||
}
|
||
|
||
.lm-CommandPalette-header {
|
||
border-bottom: solid var(--jp-border-width) var(--jp-border-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
cursor: pointer;
|
||
display: flex;
|
||
font-size: var(--jp-ui-font-size0);
|
||
font-weight: 600;
|
||
letter-spacing: 1px;
|
||
margin-top: 8px;
|
||
padding: 8px 0 8px 12px;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
.lm-CommandPalette-header.lm-mod-active {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-header > mark {
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item {
|
||
padding: 4px 12px 4px 4px;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-weight: 400;
|
||
display: flex;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active .jp-icon-selectable[fill] {
|
||
fill: var(--jp-layout-color0);
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-active:hover:not(.lm-mod-disabled) {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-item:hover:not(.lm-mod-active):not(.lm-mod-disabled) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-itemContent {
|
||
overflow: hidden;
|
||
}
|
||
|
||
.lm-CommandPalette-itemLabel > mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled mark {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemIcon {
|
||
margin: 0 4px 0 0;
|
||
position: relative;
|
||
width: 16px;
|
||
top: 2px;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-item.lm-mod-disabled .lm-CommandPalette-itemIcon {
|
||
opacity: 0.6;
|
||
}
|
||
|
||
.lm-CommandPalette-item .lm-CommandPalette-itemShortcut {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.lm-CommandPalette-itemCaption {
|
||
display: none;
|
||
}
|
||
|
||
.lm-CommandPalette-content {
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.lm-CommandPalette-content:empty::after {
|
||
content: 'No results';
|
||
margin: auto;
|
||
margin-top: 20px;
|
||
width: 100px;
|
||
display: block;
|
||
font-size: var(--jp-ui-font-size2);
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: lighter;
|
||
}
|
||
|
||
.lm-CommandPalette-emptyMessage {
|
||
text-align: center;
|
||
margin-top: 24px;
|
||
line-height: 1.32;
|
||
padding: 0 8px;
|
||
color: var(--jp-content-font-color3);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Dialog {
|
||
position: absolute;
|
||
z-index: 10000;
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: center;
|
||
justify-content: center;
|
||
top: 0;
|
||
left: 0;
|
||
margin: 0;
|
||
padding: 0;
|
||
width: 100%;
|
||
height: 100%;
|
||
background: var(--jp-dialog-background);
|
||
}
|
||
|
||
.jp-Dialog-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
background: var(--jp-layout-color1);
|
||
padding: 24px 24px 12px;
|
||
min-width: 300px;
|
||
min-height: 150px;
|
||
max-width: 1000px;
|
||
max-height: 500px;
|
||
box-sizing: border-box;
|
||
box-shadow: var(--jp-elevation-z20);
|
||
word-wrap: break-word;
|
||
border-radius: var(--jp-border-radius);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color1);
|
||
resize: both;
|
||
}
|
||
|
||
.jp-Dialog-content.jp-Dialog-content-small {
|
||
max-width: 500px;
|
||
}
|
||
|
||
.jp-Dialog-button {
|
||
overflow: visible;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus {
|
||
outline: 1px solid var(--jp-brand-color1);
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button:focus::-moz-focus-inner {
|
||
border: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus,
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline-offset: 4px;
|
||
-moz-outline-radius: 0;
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-accept:focus {
|
||
outline: 1px solid var(--jp-accept-color-normal, var(--jp-brand-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-warn:focus {
|
||
outline: 1px solid var(--jp-warn-color-normal, var(--jp-error-color1));
|
||
}
|
||
|
||
button.jp-Dialog-button.jp-mod-styled.jp-mod-reject:focus {
|
||
outline: 1px solid var(--jp-reject-color-normal, var(--md-grey-600));
|
||
}
|
||
|
||
button.jp-Dialog-close-button {
|
||
padding: 0;
|
||
height: 100%;
|
||
min-width: unset;
|
||
min-height: unset;
|
||
}
|
||
|
||
.jp-Dialog-header {
|
||
display: flex;
|
||
justify-content: space-between;
|
||
flex: 0 0 auto;
|
||
padding-bottom: 12px;
|
||
font-size: var(--jp-ui-font-size3);
|
||
font-weight: 400;
|
||
color: var(--jp-ui-font-color1);
|
||
}
|
||
|
||
.jp-Dialog-body {
|
||
display: flex;
|
||
flex-direction: column;
|
||
flex: 1 1 auto;
|
||
font-size: var(--jp-ui-font-size1);
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-Dialog-footer {
|
||
display: flex;
|
||
flex-direction: row;
|
||
justify-content: flex-end;
|
||
align-items: center;
|
||
flex: 0 0 auto;
|
||
margin-left: -12px;
|
||
margin-right: -12px;
|
||
padding: 12px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox {
|
||
padding-right: 5px;
|
||
}
|
||
|
||
.jp-Dialog-checkbox > input:focus-visible {
|
||
outline: 1px solid var(--jp-input-active-border-color);
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-Dialog-spacer {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-Dialog-title {
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
}
|
||
|
||
.jp-Dialog-body > .jp-select-wrapper {
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Dialog-body > button {
|
||
padding: 0 16px;
|
||
}
|
||
|
||
.jp-Dialog-body > label {
|
||
line-height: 1.4;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-Dialog-button.jp-mod-styled:not(:last-child) {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Input-Boolean-Dialog {
|
||
flex-direction: row-reverse;
|
||
align-items: end;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Input-Boolean-Dialog > label {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MainAreaWidget > :focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error {
|
||
padding: 6px;
|
||
}
|
||
|
||
.jp-MainAreaWidget .jp-MainAreaWidget-error > pre {
|
||
width: auto;
|
||
padding: 10px;
|
||
background: var(--jp-error-color3);
|
||
border: var(--jp-border-width) solid var(--jp-error-color1);
|
||
border-radius: var(--jp-border-radius);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: pre-wrap;
|
||
word-wrap: break-word;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/**
|
||
* google-material-color v1.2.6
|
||
* https://github.com/danlevan/google-material-color
|
||
*/
|
||
:root {
|
||
--md-red-50: #ffebee;
|
||
--md-red-100: #ffcdd2;
|
||
--md-red-200: #ef9a9a;
|
||
--md-red-300: #e57373;
|
||
--md-red-400: #ef5350;
|
||
--md-red-500: #f44336;
|
||
--md-red-600: #e53935;
|
||
--md-red-700: #d32f2f;
|
||
--md-red-800: #c62828;
|
||
--md-red-900: #b71c1c;
|
||
--md-red-A100: #ff8a80;
|
||
--md-red-A200: #ff5252;
|
||
--md-red-A400: #ff1744;
|
||
--md-red-A700: #d50000;
|
||
--md-pink-50: #fce4ec;
|
||
--md-pink-100: #f8bbd0;
|
||
--md-pink-200: #f48fb1;
|
||
--md-pink-300: #f06292;
|
||
--md-pink-400: #ec407a;
|
||
--md-pink-500: #e91e63;
|
||
--md-pink-600: #d81b60;
|
||
--md-pink-700: #c2185b;
|
||
--md-pink-800: #ad1457;
|
||
--md-pink-900: #880e4f;
|
||
--md-pink-A100: #ff80ab;
|
||
--md-pink-A200: #ff4081;
|
||
--md-pink-A400: #f50057;
|
||
--md-pink-A700: #c51162;
|
||
--md-purple-50: #f3e5f5;
|
||
--md-purple-100: #e1bee7;
|
||
--md-purple-200: #ce93d8;
|
||
--md-purple-300: #ba68c8;
|
||
--md-purple-400: #ab47bc;
|
||
--md-purple-500: #9c27b0;
|
||
--md-purple-600: #8e24aa;
|
||
--md-purple-700: #7b1fa2;
|
||
--md-purple-800: #6a1b9a;
|
||
--md-purple-900: #4a148c;
|
||
--md-purple-A100: #ea80fc;
|
||
--md-purple-A200: #e040fb;
|
||
--md-purple-A400: #d500f9;
|
||
--md-purple-A700: #a0f;
|
||
--md-deep-purple-50: #ede7f6;
|
||
--md-deep-purple-100: #d1c4e9;
|
||
--md-deep-purple-200: #b39ddb;
|
||
--md-deep-purple-300: #9575cd;
|
||
--md-deep-purple-400: #7e57c2;
|
||
--md-deep-purple-500: #673ab7;
|
||
--md-deep-purple-600: #5e35b1;
|
||
--md-deep-purple-700: #512da8;
|
||
--md-deep-purple-800: #4527a0;
|
||
--md-deep-purple-900: #311b92;
|
||
--md-deep-purple-A100: #b388ff;
|
||
--md-deep-purple-A200: #7c4dff;
|
||
--md-deep-purple-A400: #651fff;
|
||
--md-deep-purple-A700: #6200ea;
|
||
--md-indigo-50: #e8eaf6;
|
||
--md-indigo-100: #c5cae9;
|
||
--md-indigo-200: #9fa8da;
|
||
--md-indigo-300: #7986cb;
|
||
--md-indigo-400: #5c6bc0;
|
||
--md-indigo-500: #3f51b5;
|
||
--md-indigo-600: #3949ab;
|
||
--md-indigo-700: #303f9f;
|
||
--md-indigo-800: #283593;
|
||
--md-indigo-900: #1a237e;
|
||
--md-indigo-A100: #8c9eff;
|
||
--md-indigo-A200: #536dfe;
|
||
--md-indigo-A400: #3d5afe;
|
||
--md-indigo-A700: #304ffe;
|
||
--md-blue-50: #e3f2fd;
|
||
--md-blue-100: #bbdefb;
|
||
--md-blue-200: #90caf9;
|
||
--md-blue-300: #64b5f6;
|
||
--md-blue-400: #42a5f5;
|
||
--md-blue-500: #2196f3;
|
||
--md-blue-600: #1e88e5;
|
||
--md-blue-700: #1976d2;
|
||
--md-blue-800: #1565c0;
|
||
--md-blue-900: #0d47a1;
|
||
--md-blue-A100: #82b1ff;
|
||
--md-blue-A200: #448aff;
|
||
--md-blue-A400: #2979ff;
|
||
--md-blue-A700: #2962ff;
|
||
--md-light-blue-50: #e1f5fe;
|
||
--md-light-blue-100: #b3e5fc;
|
||
--md-light-blue-200: #81d4fa;
|
||
--md-light-blue-300: #4fc3f7;
|
||
--md-light-blue-400: #29b6f6;
|
||
--md-light-blue-500: #03a9f4;
|
||
--md-light-blue-600: #039be5;
|
||
--md-light-blue-700: #0288d1;
|
||
--md-light-blue-800: #0277bd;
|
||
--md-light-blue-900: #01579b;
|
||
--md-light-blue-A100: #80d8ff;
|
||
--md-light-blue-A200: #40c4ff;
|
||
--md-light-blue-A400: #00b0ff;
|
||
--md-light-blue-A700: #0091ea;
|
||
--md-cyan-50: #e0f7fa;
|
||
--md-cyan-100: #b2ebf2;
|
||
--md-cyan-200: #80deea;
|
||
--md-cyan-300: #4dd0e1;
|
||
--md-cyan-400: #26c6da;
|
||
--md-cyan-500: #00bcd4;
|
||
--md-cyan-600: #00acc1;
|
||
--md-cyan-700: #0097a7;
|
||
--md-cyan-800: #00838f;
|
||
--md-cyan-900: #006064;
|
||
--md-cyan-A100: #84ffff;
|
||
--md-cyan-A200: #18ffff;
|
||
--md-cyan-A400: #00e5ff;
|
||
--md-cyan-A700: #00b8d4;
|
||
--md-teal-50: #e0f2f1;
|
||
--md-teal-100: #b2dfdb;
|
||
--md-teal-200: #80cbc4;
|
||
--md-teal-300: #4db6ac;
|
||
--md-teal-400: #26a69a;
|
||
--md-teal-500: #009688;
|
||
--md-teal-600: #00897b;
|
||
--md-teal-700: #00796b;
|
||
--md-teal-800: #00695c;
|
||
--md-teal-900: #004d40;
|
||
--md-teal-A100: #a7ffeb;
|
||
--md-teal-A200: #64ffda;
|
||
--md-teal-A400: #1de9b6;
|
||
--md-teal-A700: #00bfa5;
|
||
--md-green-50: #e8f5e9;
|
||
--md-green-100: #c8e6c9;
|
||
--md-green-200: #a5d6a7;
|
||
--md-green-300: #81c784;
|
||
--md-green-400: #66bb6a;
|
||
--md-green-500: #4caf50;
|
||
--md-green-600: #43a047;
|
||
--md-green-700: #388e3c;
|
||
--md-green-800: #2e7d32;
|
||
--md-green-900: #1b5e20;
|
||
--md-green-A100: #b9f6ca;
|
||
--md-green-A200: #69f0ae;
|
||
--md-green-A400: #00e676;
|
||
--md-green-A700: #00c853;
|
||
--md-light-green-50: #f1f8e9;
|
||
--md-light-green-100: #dcedc8;
|
||
--md-light-green-200: #c5e1a5;
|
||
--md-light-green-300: #aed581;
|
||
--md-light-green-400: #9ccc65;
|
||
--md-light-green-500: #8bc34a;
|
||
--md-light-green-600: #7cb342;
|
||
--md-light-green-700: #689f38;
|
||
--md-light-green-800: #558b2f;
|
||
--md-light-green-900: #33691e;
|
||
--md-light-green-A100: #ccff90;
|
||
--md-light-green-A200: #b2ff59;
|
||
--md-light-green-A400: #76ff03;
|
||
--md-light-green-A700: #64dd17;
|
||
--md-lime-50: #f9fbe7;
|
||
--md-lime-100: #f0f4c3;
|
||
--md-lime-200: #e6ee9c;
|
||
--md-lime-300: #dce775;
|
||
--md-lime-400: #d4e157;
|
||
--md-lime-500: #cddc39;
|
||
--md-lime-600: #c0ca33;
|
||
--md-lime-700: #afb42b;
|
||
--md-lime-800: #9e9d24;
|
||
--md-lime-900: #827717;
|
||
--md-lime-A100: #f4ff81;
|
||
--md-lime-A200: #eeff41;
|
||
--md-lime-A400: #c6ff00;
|
||
--md-lime-A700: #aeea00;
|
||
--md-yellow-50: #fffde7;
|
||
--md-yellow-100: #fff9c4;
|
||
--md-yellow-200: #fff59d;
|
||
--md-yellow-300: #fff176;
|
||
--md-yellow-400: #ffee58;
|
||
--md-yellow-500: #ffeb3b;
|
||
--md-yellow-600: #fdd835;
|
||
--md-yellow-700: #fbc02d;
|
||
--md-yellow-800: #f9a825;
|
||
--md-yellow-900: #f57f17;
|
||
--md-yellow-A100: #ffff8d;
|
||
--md-yellow-A200: #ff0;
|
||
--md-yellow-A400: #ffea00;
|
||
--md-yellow-A700: #ffd600;
|
||
--md-amber-50: #fff8e1;
|
||
--md-amber-100: #ffecb3;
|
||
--md-amber-200: #ffe082;
|
||
--md-amber-300: #ffd54f;
|
||
--md-amber-400: #ffca28;
|
||
--md-amber-500: #ffc107;
|
||
--md-amber-600: #ffb300;
|
||
--md-amber-700: #ffa000;
|
||
--md-amber-800: #ff8f00;
|
||
--md-amber-900: #ff6f00;
|
||
--md-amber-A100: #ffe57f;
|
||
--md-amber-A200: #ffd740;
|
||
--md-amber-A400: #ffc400;
|
||
--md-amber-A700: #ffab00;
|
||
--md-orange-50: #fff3e0;
|
||
--md-orange-100: #ffe0b2;
|
||
--md-orange-200: #ffcc80;
|
||
--md-orange-300: #ffb74d;
|
||
--md-orange-400: #ffa726;
|
||
--md-orange-500: #ff9800;
|
||
--md-orange-600: #fb8c00;
|
||
--md-orange-700: #f57c00;
|
||
--md-orange-800: #ef6c00;
|
||
--md-orange-900: #e65100;
|
||
--md-orange-A100: #ffd180;
|
||
--md-orange-A200: #ffab40;
|
||
--md-orange-A400: #ff9100;
|
||
--md-orange-A700: #ff6d00;
|
||
--md-deep-orange-50: #fbe9e7;
|
||
--md-deep-orange-100: #ffccbc;
|
||
--md-deep-orange-200: #ffab91;
|
||
--md-deep-orange-300: #ff8a65;
|
||
--md-deep-orange-400: #ff7043;
|
||
--md-deep-orange-500: #ff5722;
|
||
--md-deep-orange-600: #f4511e;
|
||
--md-deep-orange-700: #e64a19;
|
||
--md-deep-orange-800: #d84315;
|
||
--md-deep-orange-900: #bf360c;
|
||
--md-deep-orange-A100: #ff9e80;
|
||
--md-deep-orange-A200: #ff6e40;
|
||
--md-deep-orange-A400: #ff3d00;
|
||
--md-deep-orange-A700: #dd2c00;
|
||
--md-brown-50: #efebe9;
|
||
--md-brown-100: #d7ccc8;
|
||
--md-brown-200: #bcaaa4;
|
||
--md-brown-300: #a1887f;
|
||
--md-brown-400: #8d6e63;
|
||
--md-brown-500: #795548;
|
||
--md-brown-600: #6d4c41;
|
||
--md-brown-700: #5d4037;
|
||
--md-brown-800: #4e342e;
|
||
--md-brown-900: #3e2723;
|
||
--md-grey-50: #fafafa;
|
||
--md-grey-100: #f5f5f5;
|
||
--md-grey-200: #eee;
|
||
--md-grey-300: #e0e0e0;
|
||
--md-grey-400: #bdbdbd;
|
||
--md-grey-500: #9e9e9e;
|
||
--md-grey-600: #757575;
|
||
--md-grey-700: #616161;
|
||
--md-grey-800: #424242;
|
||
--md-grey-900: #212121;
|
||
--md-blue-grey-50: #eceff1;
|
||
--md-blue-grey-100: #cfd8dc;
|
||
--md-blue-grey-200: #b0bec5;
|
||
--md-blue-grey-300: #90a4ae;
|
||
--md-blue-grey-400: #78909c;
|
||
--md-blue-grey-500: #607d8b;
|
||
--md-blue-grey-600: #546e7a;
|
||
--md-blue-grey-700: #455a64;
|
||
--md-blue-grey-800: #37474f;
|
||
--md-blue-grey-900: #263238;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2017, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedText
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
/* This is the padding value to fill the gaps between lines containing spans with background color. */
|
||
--jp-private-code-span-padding: calc(
|
||
(var(--jp-code-line-height) - 1) * var(--jp-code-font-size) / 2
|
||
);
|
||
}
|
||
|
||
.jp-RenderedText {
|
||
text-align: left;
|
||
padding-left: var(--jp-code-padding);
|
||
line-height: var(--jp-code-line-height);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-RenderedText pre,
|
||
.jp-RenderedJavaScript pre,
|
||
.jp-RenderedHTMLCommon pre {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-code-font-size);
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
}
|
||
|
||
.jp-RenderedText pre a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedText pre a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* console foregrounds and backgrounds */
|
||
.jp-RenderedText pre .ansi-black-fg {
|
||
color: #3e424d;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-fg {
|
||
color: #e75c58;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-fg {
|
||
color: #00a250;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-fg {
|
||
color: #ddb62b;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-fg {
|
||
color: #208ffb;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-fg {
|
||
color: #d160c4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-fg {
|
||
color: #60c6c8;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-fg {
|
||
color: #c5c1b4;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-bg {
|
||
background-color: #3e424d;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-bg {
|
||
background-color: #e75c58;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-bg {
|
||
background-color: #00a250;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-bg {
|
||
background-color: #ddb62b;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-bg {
|
||
background-color: #208ffb;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-bg {
|
||
background-color: #d160c4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-bg {
|
||
background-color: #60c6c8;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-bg {
|
||
background-color: #c5c1b4;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-fg {
|
||
color: #282c36;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-fg {
|
||
color: #b22b31;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-fg {
|
||
color: #007427;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-fg {
|
||
color: #b27d12;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-fg {
|
||
color: #0065ca;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-fg {
|
||
color: #a03196;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-fg {
|
||
color: #258f8f;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-fg {
|
||
color: #a1a6b2;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-black-intense-bg {
|
||
background-color: #282c36;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-red-intense-bg {
|
||
background-color: #b22b31;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-green-intense-bg {
|
||
background-color: #007427;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-yellow-intense-bg {
|
||
background-color: #b27d12;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-blue-intense-bg {
|
||
background-color: #0065ca;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-magenta-intense-bg {
|
||
background-color: #a03196;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-cyan-intense-bg {
|
||
background-color: #258f8f;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-white-intense-bg {
|
||
background-color: #a1a6b2;
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-fg {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-default-inverse-bg {
|
||
background-color: var(--jp-inverse-layout-color0);
|
||
padding: var(--jp-private-code-span-padding) 0;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-bold {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedText pre .ansi-underline {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedText[data-mime-type='application/vnd.jupyter.stderr'] {
|
||
background: var(--jp-rendermime-error-background);
|
||
padding-top: var(--jp-code-padding);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedLatex
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedLatex {
|
||
color: var(--jp-content-font-color1);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
}
|
||
|
||
/* Left-justify outputs.*/
|
||
.jp-OutputArea-output.jp-RenderedLatex {
|
||
padding: var(--jp-code-padding);
|
||
text-align: left;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| RenderedHTML
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-RenderedHTMLCommon {
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-content-font-family);
|
||
font-size: var(--jp-content-font-size1);
|
||
line-height: var(--jp-content-line-height);
|
||
|
||
/* Give a bit more R padding on Markdown text to keep line lengths reasonable */
|
||
padding-right: 20px;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon em {
|
||
font-style: italic;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon strong {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon u {
|
||
text-decoration: underline;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:link {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:hover {
|
||
text-decoration: underline;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon a:visited {
|
||
text-decoration: none;
|
||
color: var(--jp-content-link-color);
|
||
}
|
||
|
||
/* Headings */
|
||
|
||
.jp-RenderedHTMLCommon h1,
|
||
.jp-RenderedHTMLCommon h2,
|
||
.jp-RenderedHTMLCommon h3,
|
||
.jp-RenderedHTMLCommon h4,
|
||
.jp-RenderedHTMLCommon h5,
|
||
.jp-RenderedHTMLCommon h6 {
|
||
line-height: var(--jp-content-heading-line-height);
|
||
font-weight: var(--jp-content-heading-font-weight);
|
||
font-style: normal;
|
||
margin: var(--jp-content-heading-margin-top) 0
|
||
var(--jp-content-heading-margin-bottom) 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:first-child,
|
||
.jp-RenderedHTMLCommon h2:first-child,
|
||
.jp-RenderedHTMLCommon h3:first-child,
|
||
.jp-RenderedHTMLCommon h4:first-child,
|
||
.jp-RenderedHTMLCommon h5:first-child,
|
||
.jp-RenderedHTMLCommon h6:first-child {
|
||
margin-top: calc(0.5 * var(--jp-content-heading-margin-top));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1:last-child,
|
||
.jp-RenderedHTMLCommon h2:last-child,
|
||
.jp-RenderedHTMLCommon h3:last-child,
|
||
.jp-RenderedHTMLCommon h4:last-child,
|
||
.jp-RenderedHTMLCommon h5:last-child,
|
||
.jp-RenderedHTMLCommon h6:last-child {
|
||
margin-bottom: calc(0.5 * var(--jp-content-heading-margin-bottom));
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h1 {
|
||
font-size: var(--jp-content-font-size5);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h2 {
|
||
font-size: var(--jp-content-font-size4);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h3 {
|
||
font-size: var(--jp-content-font-size3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h4 {
|
||
font-size: var(--jp-content-font-size2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h5 {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon h6 {
|
||
font-size: var(--jp-content-font-size0);
|
||
}
|
||
|
||
/* Lists */
|
||
|
||
/* stylelint-disable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon ul:not(.list-inline),
|
||
.jp-RenderedHTMLCommon ol:not(.list-inline) {
|
||
padding-left: 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul {
|
||
list-style: disc;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul {
|
||
list-style: square;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul ul {
|
||
list-style: circle;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
list-style: upper-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol {
|
||
list-style: lower-alpha;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol {
|
||
list-style: lower-roman;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol ol ol ol ol {
|
||
list-style: decimal;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ol,
|
||
.jp-RenderedHTMLCommon ul {
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon ul ul,
|
||
.jp-RenderedHTMLCommon ul ol,
|
||
.jp-RenderedHTMLCommon ol ul,
|
||
.jp-RenderedHTMLCommon ol ol {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
/* stylelint-enable selector-max-type, selector-max-compound-selectors */
|
||
|
||
.jp-RenderedHTMLCommon hr {
|
||
color: var(--jp-border-color2);
|
||
background-color: var(--jp-border-color1);
|
||
margin-top: 1em;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon > pre {
|
||
margin: 1.5em 2em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon pre,
|
||
.jp-RenderedHTMLCommon code {
|
||
border: 0;
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
line-height: var(--jp-code-line-height);
|
||
padding: 0;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon :not(pre) > code {
|
||
background-color: var(--jp-layout-color2);
|
||
padding: 1px 5px;
|
||
}
|
||
|
||
/* Tables */
|
||
|
||
.jp-RenderedHTMLCommon table {
|
||
border-collapse: collapse;
|
||
border-spacing: 0;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
table-layout: fixed;
|
||
margin-left: auto;
|
||
margin-bottom: 1em;
|
||
margin-right: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon thead {
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
vertical-align: bottom;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedHTMLCommon th,
|
||
.jp-RenderedHTMLCommon tr {
|
||
vertical-align: middle;
|
||
padding: 0.5em;
|
||
line-height: normal;
|
||
white-space: normal;
|
||
max-width: none;
|
||
border: none;
|
||
}
|
||
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon td,
|
||
.jp-RenderedMarkdown.jp-RenderedHTMLCommon th {
|
||
max-width: none;
|
||
}
|
||
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon td,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon th,
|
||
:not(.jp-RenderedMarkdown).jp-RenderedHTMLCommon tr {
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon th {
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(odd) {
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:nth-child(even) {
|
||
background: var(--jp-rendermime-table-row-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon tbody tr:hover {
|
||
background: var(--jp-rendermime-table-row-hover-background);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon p {
|
||
text-align: left;
|
||
margin: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img {
|
||
-moz-force-broken-image-icon: 1;
|
||
}
|
||
|
||
/* Restrict to direct children as other images could be nested in other content. */
|
||
.jp-RenderedHTMLCommon > img {
|
||
display: block;
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
/* Change color behind transparent images if they need it... */
|
||
[data-jp-theme-light='false'] .jp-RenderedImage img.jp-needs-light-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
[data-jp-theme-light='true'] .jp-RenderedImage img.jp-needs-dark-background {
|
||
background-color: var(--jp-inverse-layout-color1);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img,
|
||
.jp-RenderedImage img,
|
||
.jp-RenderedHTMLCommon svg,
|
||
.jp-RenderedSVG svg {
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon img.jp-mod-unconfined,
|
||
.jp-RenderedImage img.jp-mod-unconfined,
|
||
.jp-RenderedHTMLCommon svg.jp-mod-unconfined,
|
||
.jp-RenderedSVG svg.jp-mod-unconfined {
|
||
max-width: none;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert {
|
||
padding: var(--jp-notebook-padding);
|
||
border: var(--jp-border-width) solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
margin-bottom: 1em;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info {
|
||
color: var(--jp-info-color0);
|
||
background-color: var(--jp-info-color3);
|
||
border-color: var(--jp-info-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info hr {
|
||
border-color: var(--jp-info-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-info > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-info > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning {
|
||
color: var(--jp-warn-color0);
|
||
background-color: var(--jp-warn-color3);
|
||
border-color: var(--jp-warn-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning hr {
|
||
border-color: var(--jp-warn-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-warning > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-warning > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success {
|
||
color: var(--jp-success-color0);
|
||
background-color: var(--jp-success-color3);
|
||
border-color: var(--jp-success-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success hr {
|
||
border-color: var(--jp-success-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-success > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-success > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger {
|
||
color: var(--jp-error-color0);
|
||
background-color: var(--jp-error-color3);
|
||
border-color: var(--jp-error-color2);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger hr {
|
||
border-color: var(--jp-error-color3);
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon .alert-danger > p:last-child,
|
||
.jp-RenderedHTMLCommon .alert-danger > ul:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon blockquote {
|
||
margin: 1em 2em;
|
||
padding: 0 1em;
|
||
border-left: 5px solid var(--jp-border-color2);
|
||
}
|
||
|
||
a.jp-InternalAnchorLink {
|
||
visibility: hidden;
|
||
margin-left: 8px;
|
||
color: var(--md-blue-800);
|
||
}
|
||
|
||
h1:hover .jp-InternalAnchorLink,
|
||
h2:hover .jp-InternalAnchorLink,
|
||
h3:hover .jp-InternalAnchorLink,
|
||
h4:hover .jp-InternalAnchorLink,
|
||
h5:hover .jp-InternalAnchorLink,
|
||
h6:hover .jp-InternalAnchorLink {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-RenderedHTMLCommon kbd {
|
||
background-color: var(--jp-rendermime-table-row-background);
|
||
border: 1px solid var(--jp-border-color0);
|
||
border-bottom-color: var(--jp-border-color2);
|
||
border-radius: 3px;
|
||
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);
|
||
display: inline-block;
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: 1em;
|
||
padding: 0.2em 0.5em;
|
||
}
|
||
|
||
/* Most direct children of .jp-RenderedHTMLCommon have a margin-bottom of 1.0.
|
||
* At the bottom of cells this is a bit too much as there is also spacing
|
||
* between cells. Going all the way to 0 gets too tight between markdown and
|
||
* code cells.
|
||
*/
|
||
.jp-RenderedHTMLCommon > *:last-child {
|
||
margin-bottom: 0.5em;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Copyright (c) 2014-2017, PhosphorJS Contributors
|
||
|
|
||
| Distributed under the terms of the BSD 3-Clause License.
|
||
|
|
||
| The full license is in the file LICENSE, distributed with this software.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.lm-cursor-backdrop {
|
||
position: fixed;
|
||
width: 200px;
|
||
height: 200px;
|
||
margin-top: -100px;
|
||
margin-left: -100px;
|
||
will-change: transform;
|
||
z-index: 100;
|
||
}
|
||
|
||
.lm-mod-drag-image {
|
||
will-change: transform;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-lineFormSearch {
|
||
padding: 4px 12px;
|
||
background-color: var(--jp-layout-color2);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
font-size: var(--jp-ui-font-size1);
|
||
}
|
||
|
||
.jp-lineFormCaption {
|
||
font-size: var(--jp-ui-font-size0);
|
||
line-height: var(--jp-ui-font-size1);
|
||
margin-top: 4px;
|
||
color: var(--jp-ui-font-color0);
|
||
}
|
||
|
||
.jp-baseLineForm {
|
||
border: none;
|
||
border-radius: 0;
|
||
position: absolute;
|
||
background-size: 16px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
outline: none;
|
||
}
|
||
|
||
.jp-lineFormButtonContainer {
|
||
top: 4px;
|
||
right: 8px;
|
||
height: 24px;
|
||
padding: 0 12px;
|
||
width: 12px;
|
||
}
|
||
|
||
.jp-lineFormButtonIcon {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: var(--jp-brand-color1);
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
padding: 4px 6px;
|
||
}
|
||
|
||
.jp-lineFormButton {
|
||
top: 0;
|
||
right: 0;
|
||
background-color: transparent;
|
||
height: 100%;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-lineFormWrapper {
|
||
overflow: hidden;
|
||
padding: 0 8px;
|
||
border: 1px solid var(--jp-border-color0);
|
||
background-color: var(--jp-input-active-background);
|
||
height: 22px;
|
||
}
|
||
|
||
.jp-lineFormWrapperFocusWithin {
|
||
border: var(--jp-border-width) solid var(--md-blue-500);
|
||
box-shadow: inset 0 0 4px var(--md-blue-300);
|
||
}
|
||
|
||
.jp-lineFormInput {
|
||
background: transparent;
|
||
width: 200px;
|
||
height: 100%;
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
line-height: 28px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) 2014-2016, Jupyter Development Team.
|
||
|
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-JSONEditor {
|
||
display: flex;
|
||
flex-direction: column;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-JSONEditor-host {
|
||
flex: 1 1 auto;
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-layout-color0);
|
||
min-height: 50px;
|
||
padding: 1px;
|
||
}
|
||
|
||
.jp-JSONEditor.jp-mod-error .jp-JSONEditor-host {
|
||
border-color: red;
|
||
outline-color: red;
|
||
}
|
||
|
||
.jp-JSONEditor-header {
|
||
display: flex;
|
||
flex: 1 0 auto;
|
||
padding: 0 0 0 12px;
|
||
}
|
||
|
||
.jp-JSONEditor-header label {
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-JSONEditor-commitButton {
|
||
height: 16px;
|
||
width: 16px;
|
||
background-size: 18px;
|
||
background-repeat: no-repeat;
|
||
background-position: center;
|
||
}
|
||
|
||
.jp-JSONEditor-host.jp-mod-focused {
|
||
background-color: var(--jp-input-active-background);
|
||
border: 1px solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
.jp-Editor.jp-mod-dropTarget {
|
||
border: var(--jp-border-width) solid var(--jp-input-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-DocumentSearch-input {
|
||
border: none;
|
||
outline: none;
|
||
color: var(--jp-ui-font-color0);
|
||
font-size: var(--jp-ui-font-size1);
|
||
background-color: var(--jp-layout-color0);
|
||
font-family: var(--jp-ui-font-family);
|
||
padding: 2px 1px;
|
||
resize: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay {
|
||
position: absolute;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
border-left: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
top: 0;
|
||
right: 0;
|
||
z-index: 7;
|
||
min-width: 405px;
|
||
padding: 2px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
|
||
--jp-private-document-search-button-height: 20px;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button {
|
||
background-color: var(--jp-toolbar-background);
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-overlay-row {
|
||
display: flex;
|
||
align-items: center;
|
||
margin-bottom: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content {
|
||
display: inline-block;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-content svg {
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper {
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
display: flex;
|
||
background-color: var(--jp-layout-color0);
|
||
margin: 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-wrapper:focus-within {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper {
|
||
all: initial;
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
border: none;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper {
|
||
width: 14px;
|
||
height: 14px;
|
||
}
|
||
|
||
.jp-DocumentSearch-button-wrapper {
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper:focus,
|
||
.jp-DocumentSearch-button-wrapper:focus {
|
||
outline: var(--jp-border-width) solid
|
||
var(--jp-cell-editor-active-border-color);
|
||
outline-offset: -1px;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-wrapper,
|
||
.jp-DocumentSearch-button-wrapper,
|
||
.jp-DocumentSearch-button-content:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-toggle-placeholder {
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button::before {
|
||
display: block;
|
||
padding-top: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off {
|
||
opacity: var(--jp-search-toggle-off-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-off:hover {
|
||
opacity: var(--jp-search-toggle-hover-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-input-button-on {
|
||
opacity: var(--jp-search-toggle-on-opacity);
|
||
}
|
||
|
||
.jp-DocumentSearch-index-counter {
|
||
padding-left: 10px;
|
||
padding-right: 10px;
|
||
user-select: none;
|
||
min-width: 35px;
|
||
display: inline-block;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper {
|
||
display: inline-block;
|
||
padding-right: 2px;
|
||
margin-left: auto;
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-DocumentSearch-spacer {
|
||
margin-left: auto;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-wrapper button {
|
||
outline: 0;
|
||
border: none;
|
||
width: var(--jp-private-document-search-button-height);
|
||
height: var(--jp-private-document-search-button-height);
|
||
vertical-align: middle;
|
||
margin: 1px 5px 2px;
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-up-down-button:active {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button {
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-filter-button-enabled:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-options {
|
||
padding: 0 8px;
|
||
margin-left: 3px;
|
||
width: 100%;
|
||
display: grid;
|
||
justify-content: start;
|
||
grid-template-columns: 1fr 1fr;
|
||
align-items: center;
|
||
justify-items: stretch;
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter-disabled {
|
||
color: var(--jp-ui-font-color2);
|
||
}
|
||
|
||
.jp-DocumentSearch-search-filter {
|
||
display: flex;
|
||
align-items: center;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-regex-error {
|
||
color: var(--jp-error-color0);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper {
|
||
overflow: hidden;
|
||
display: inline-block;
|
||
box-sizing: border-box;
|
||
border: var(--jp-border-width) solid var(--jp-border-color0);
|
||
margin: auto 2px;
|
||
padding: 1px 4px;
|
||
height: calc(var(--jp-private-document-search-button-height) + 2px);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button-wrapper:focus {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button {
|
||
display: inline-block;
|
||
text-align: center;
|
||
cursor: pointer;
|
||
box-sizing: border-box;
|
||
color: var(--jp-ui-font-color1);
|
||
|
||
/* height - 2 * (padding of wrapper) */
|
||
line-height: calc(var(--jp-private-document-search-button-height) - 2px);
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-button:focus {
|
||
outline: none;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-wrapper-class {
|
||
margin-left: 14px;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle {
|
||
border: none;
|
||
background-color: var(--jp-toolbar-background);
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-DocumentSearch-replace-toggle:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.cm-editor {
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
border: 0;
|
||
border-radius: 0;
|
||
height: auto;
|
||
|
||
/* Changed to auto to autogrow */
|
||
}
|
||
|
||
.cm-editor pre {
|
||
padding: 0 var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-dialog {
|
||
background-color: var(--jp-layout-color0);
|
||
color: var(--jp-content-font-color1);
|
||
}
|
||
|
||
.jp-CodeMirrorEditor {
|
||
cursor: text;
|
||
}
|
||
|
||
/* When zoomed out 67% and 33% on a screen of 1440 width x 900 height */
|
||
@media screen and (min-width: 2138px) and (max-width: 4319px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width1) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
/* When zoomed out less than 33% */
|
||
@media screen and (min-width: 4320px) {
|
||
.jp-CodeMirrorEditor[data-type='inline'] .cm-cursor {
|
||
border-left: var(--jp-code-cursor-width2) solid
|
||
var(--jp-editor-cursor-color);
|
||
}
|
||
}
|
||
|
||
.cm-editor.jp-mod-readOnly .cm-cursor {
|
||
display: none;
|
||
}
|
||
|
||
.jp-CollaboratorCursor {
|
||
border-left: 5px solid transparent;
|
||
border-right: 5px solid transparent;
|
||
border-top: none;
|
||
border-bottom: 3px solid;
|
||
background-clip: content-box;
|
||
margin-left: -5px;
|
||
margin-right: -5px;
|
||
}
|
||
|
||
.cm-searching,
|
||
.cm-searching span {
|
||
/* `.cm-searching span`: we need to override syntax highlighting */
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.cm-searching::selection,
|
||
.cm-searching span::selection {
|
||
background-color: var(--jp-search-unselected-match-background-color);
|
||
color: var(--jp-search-unselected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching,
|
||
.jp-current-match > .cm-searching span,
|
||
.cm-searching > .jp-current-match,
|
||
.cm-searching > .jp-current-match span {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.jp-current-match > .cm-searching::selection,
|
||
.cm-searching > .jp-current-match::selection,
|
||
.jp-current-match > .cm-searching span::selection {
|
||
background-color: var(--jp-search-selected-match-background-color);
|
||
color: var(--jp-search-selected-match-color);
|
||
}
|
||
|
||
.cm-trailingspace {
|
||
background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAgAAAAFCAYAAAB4ka1VAAAAsElEQVQIHQGlAFr/AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA7+r3zKmT0/+pk9P/7+r3zAAAAAAAAAAABAAAAAAAAAAA6OPzM+/q9wAAAAAA6OPzMwAAAAAAAAAAAgAAAAAAAAAAGR8NiRQaCgAZIA0AGR8NiQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQyoYJ/SY80UAAAAASUVORK5CYII=);
|
||
background-position: center left;
|
||
background-repeat: repeat-x;
|
||
}
|
||
|
||
.jp-CollaboratorCursor-hover {
|
||
position: absolute;
|
||
z-index: 1;
|
||
transform: translateX(-50%);
|
||
color: white;
|
||
border-radius: 3px;
|
||
padding-left: 4px;
|
||
padding-right: 4px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
text-align: center;
|
||
font-size: var(--jp-ui-font-size1);
|
||
white-space: nowrap;
|
||
}
|
||
|
||
.jp-CodeMirror-ruler {
|
||
border-left: 1px dashed var(--jp-border-color2);
|
||
}
|
||
|
||
/* Styles for shared cursors (remote cursor locations and selected ranges) */
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret {
|
||
position: relative;
|
||
border-left: 1px solid black;
|
||
margin-left: -1px;
|
||
margin-right: -1px;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret > .cm-ySelectionInfo {
|
||
white-space: nowrap;
|
||
position: absolute;
|
||
top: -1.15em;
|
||
padding-bottom: 0.05em;
|
||
left: -1px;
|
||
font-size: 0.95em;
|
||
font-family: var(--jp-ui-font-family);
|
||
font-weight: bold;
|
||
line-height: normal;
|
||
user-select: none;
|
||
color: white;
|
||
padding-left: 2px;
|
||
padding-right: 2px;
|
||
z-index: 101;
|
||
transition: opacity 0.3s ease-in-out;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionInfo {
|
||
transition-delay: 0.7s;
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-CodeMirrorEditor .cm-ySelectionCaret:hover > .cm-ySelectionInfo {
|
||
opacity: 1;
|
||
transition-delay: 0s;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MimeDocument {
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-filebrowser-button-height: 28px;
|
||
--jp-private-filebrowser-button-width: 48px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser .jp-SidePanel-content {
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar.jp-Toolbar {
|
||
flex-wrap: wrap;
|
||
row-gap: 12px;
|
||
border-bottom: none;
|
||
height: auto;
|
||
margin: 8px 12px 0;
|
||
box-shadow: none;
|
||
padding: 0;
|
||
justify-content: flex-start;
|
||
}
|
||
|
||
.jp-FileBrowser-Panel {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
}
|
||
|
||
.jp-BreadCrumbs {
|
||
flex: 0 0 auto;
|
||
margin: 8px 12px;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item {
|
||
margin: 0 2px;
|
||
padding: 0 2px;
|
||
border-radius: var(--jp-border-radius);
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-BreadCrumbs-item:first-child {
|
||
margin-left: 0;
|
||
}
|
||
|
||
.jp-BreadCrumbs-item.jp-mod-dropTarget {
|
||
background-color: var(--jp-brand-color2);
|
||
opacity: 0.7;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Buttons
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item {
|
||
flex: 0 0 auto;
|
||
padding-left: 0;
|
||
padding-right: 2px;
|
||
align-items: center;
|
||
height: unset;
|
||
}
|
||
|
||
.jp-FileBrowser-toolbar > .jp-Toolbar-item .jp-ToolbarButtonComponent {
|
||
width: 40px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Other styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-FileDialog.jp-mod-conflict input {
|
||
color: var(--jp-error-color1);
|
||
}
|
||
|
||
.jp-FileDialog .jp-new-name-title {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-LastModified-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileSize-hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-FileBrowser .lm-AccordionPanel > h3:first-child {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| DirListing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-DirListing {
|
||
flex: 1 1 auto;
|
||
display: flex;
|
||
flex-direction: column;
|
||
outline: 0;
|
||
}
|
||
|
||
.jp-DirListing-header {
|
||
flex: 0 0 auto;
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
overflow: hidden;
|
||
border-top: var(--jp-border-width) solid var(--jp-border-color2);
|
||
border-bottom: var(--jp-border-width) solid var(--jp-border-color1);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
z-index: 2;
|
||
}
|
||
|
||
.jp-DirListing-headerItem {
|
||
padding: 4px 12px 2px;
|
||
font-weight: 500;
|
||
}
|
||
|
||
.jp-DirListing-headerItem:hover {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-name {
|
||
flex: 1 0 84px;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-modified {
|
||
flex: 0 0 112px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-id-filesize {
|
||
flex: 0 0 75px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-id-narrow {
|
||
display: none;
|
||
flex: 0 0 5px;
|
||
padding: 4px;
|
||
border-left: var(--jp-border-width) solid var(--jp-border-color2);
|
||
text-align: right;
|
||
color: var(--jp-border-color2);
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-narrow {
|
||
display: block;
|
||
}
|
||
|
||
.jp-DirListing-narrow .jp-id-modified,
|
||
.jp-DirListing-narrow .jp-DirListing-itemModified {
|
||
display: none;
|
||
}
|
||
|
||
.jp-DirListing-headerItem.jp-mod-selected {
|
||
font-weight: 600;
|
||
}
|
||
|
||
/* increase specificity to override bundled default */
|
||
.jp-DirListing-content {
|
||
flex: 1 1 auto;
|
||
margin: 0;
|
||
padding: 0;
|
||
list-style-type: none;
|
||
overflow: auto;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-content mark {
|
||
color: var(--jp-ui-font-color0);
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-item.jp-mod-selected mark {
|
||
color: var(--jp-ui-inverse-font-color0);
|
||
}
|
||
|
||
/* Style the directory listing content when a user drops a file to upload */
|
||
.jp-DirListing.jp-mod-native-drop .jp-DirListing-content {
|
||
outline: 5px dashed rgba(128, 128, 128, 0.5);
|
||
outline-offset: -10px;
|
||
cursor: copy;
|
||
}
|
||
|
||
.jp-DirListing-item {
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: center;
|
||
padding: 4px 12px;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper {
|
||
/* Increases hit area of checkbox. */
|
||
padding: 4px;
|
||
}
|
||
|
||
.jp-DirListing-header
|
||
.jp-DirListing-checkboxWrapper
|
||
+ .jp-DirListing-headerItem {
|
||
padding-left: 4px;
|
||
}
|
||
|
||
.jp-DirListing-content .jp-DirListing-checkboxWrapper {
|
||
position: relative;
|
||
left: -4px;
|
||
margin: -4px 0 -4px -8px;
|
||
}
|
||
|
||
.jp-DirListing-checkboxWrapper.jp-mod-visible {
|
||
visibility: visible;
|
||
}
|
||
|
||
/* For devices that support hovering, hide checkboxes until hovered, selected...
|
||
*/
|
||
@media (hover: hover) {
|
||
.jp-DirListing-checkboxWrapper {
|
||
visibility: hidden;
|
||
}
|
||
|
||
.jp-DirListing-item:hover .jp-DirListing-checkboxWrapper,
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-checkboxWrapper {
|
||
visibility: visible;
|
||
}
|
||
}
|
||
|
||
.jp-DirListing-item[data-is-dot] {
|
||
opacity: 75%;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-dropTarget {
|
||
background: var(--jp-brand-color3);
|
||
}
|
||
|
||
.jp-DirListing-item:hover:not(.jp-mod-selected) {
|
||
background: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-DirListing-itemIcon {
|
||
flex: 0 0 20px;
|
||
margin-right: 4px;
|
||
}
|
||
|
||
.jp-DirListing-itemText {
|
||
flex: 1 0 64px;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-DirListing-itemText:focus {
|
||
outline-width: 2px;
|
||
outline-color: var(--jp-inverse-layout-color1);
|
||
outline-style: solid;
|
||
outline-offset: 1px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-selected .jp-DirListing-itemText:focus {
|
||
outline-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-itemModified {
|
||
flex: 0 0 125px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-itemFileSize {
|
||
flex: 0 0 90px;
|
||
text-align: right;
|
||
}
|
||
|
||
.jp-DirListing-editor {
|
||
flex: 1 0 64px;
|
||
outline: none;
|
||
border: none;
|
||
color: var(--jp-ui-font-color1);
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running .jp-DirListing-itemIcon::before {
|
||
color: var(--jp-success-color1);
|
||
content: '\25CF';
|
||
font-size: 8px;
|
||
position: absolute;
|
||
left: -8px;
|
||
}
|
||
|
||
.jp-DirListing-item.jp-mod-running.jp-mod-selected
|
||
.jp-DirListing-itemIcon::before {
|
||
color: var(--jp-ui-inverse-font-color1);
|
||
}
|
||
|
||
.jp-DirListing-item.lm-mod-drag-image,
|
||
.jp-DirListing-item.jp-mod-selected.lm-mod-drag-image {
|
||
font-size: var(--jp-ui-font-size1);
|
||
padding-left: 4px;
|
||
margin-left: 4px;
|
||
width: 160px;
|
||
background-color: var(--jp-ui-inverse-font-color2);
|
||
box-shadow: var(--jp-elevation-z2);
|
||
border-radius: 0;
|
||
color: var(--jp-ui-font-color1);
|
||
transform: translateX(-40%) translateY(-58%);
|
||
}
|
||
|
||
.jp-Document {
|
||
min-width: 120px;
|
||
min-height: 120px;
|
||
outline: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Main OutputArea
|
||
| OutputArea has a list of Outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-OutputArea-child {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-OutputPrompt {
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-outprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-OutputArea-prompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
}
|
||
|
||
.jp-OutputArea-output {
|
||
display: table-cell;
|
||
width: 100%;
|
||
height: auto;
|
||
overflow: auto;
|
||
user-select: text;
|
||
-moz-user-select: text;
|
||
-webkit-user-select: text;
|
||
-ms-user-select: text;
|
||
}
|
||
|
||
.jp-OutputArea .jp-RenderedText {
|
||
padding-left: 1ch;
|
||
}
|
||
|
||
/**
|
||
* Prompt overlay.
|
||
*/
|
||
|
||
.jp-OutputArea-promptOverlay {
|
||
position: absolute;
|
||
top: 0;
|
||
width: var(--jp-cell-prompt-width);
|
||
height: 100%;
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-OutputArea-promptOverlay:hover {
|
||
background: var(--jp-layout-color2);
|
||
box-shadow: inset 0 0 1px var(--jp-inverse-layout-color0);
|
||
cursor: zoom-out;
|
||
}
|
||
|
||
.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay:hover {
|
||
cursor: zoom-in;
|
||
}
|
||
|
||
/**
|
||
* Isolated output.
|
||
*/
|
||
.jp-OutputArea-output.jp-mod-isolated {
|
||
width: 100%;
|
||
display: block;
|
||
}
|
||
|
||
/*
|
||
When drag events occur, `lm-mod-override-cursor` is added to the body.
|
||
Because iframes steal all cursor events, the following two rules are necessary
|
||
to suppress pointer events while resize drags are occurring. There may be a
|
||
better solution to this problem.
|
||
*/
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated {
|
||
position: relative;
|
||
}
|
||
|
||
body.lm-mod-override-cursor .jp-OutputArea-output.jp-mod-isolated::before {
|
||
content: '';
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
background: transparent;
|
||
}
|
||
|
||
/* pre */
|
||
|
||
.jp-OutputArea-output pre {
|
||
border: none;
|
||
margin: 0;
|
||
padding: 0;
|
||
overflow-x: auto;
|
||
overflow-y: auto;
|
||
word-break: break-all;
|
||
word-wrap: break-word;
|
||
white-space: pre-wrap;
|
||
}
|
||
|
||
/* tables */
|
||
|
||
.jp-OutputArea-output.jp-RenderedHTMLCommon table {
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
}
|
||
|
||
/* description lists */
|
||
|
||
.jp-OutputArea-output dl,
|
||
.jp-OutputArea-output dt,
|
||
.jp-OutputArea-output dd {
|
||
display: block;
|
||
}
|
||
|
||
.jp-OutputArea-output dl {
|
||
width: 100%;
|
||
overflow: hidden;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dt {
|
||
font-weight: bold;
|
||
float: left;
|
||
width: 20%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-OutputArea-output dd {
|
||
float: left;
|
||
width: 80%;
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
|
||
.jp-TrimmedOutputs pre {
|
||
background: var(--jp-layout-color3);
|
||
font-size: calc(var(--jp-code-font-size) * 1.4);
|
||
text-align: center;
|
||
text-transform: uppercase;
|
||
}
|
||
|
||
/* Hide the gutter in case of
|
||
* - nested output areas (e.g. in the case of output widgets)
|
||
* - mirrored output areas
|
||
*/
|
||
.jp-OutputArea .jp-OutputArea .jp-OutputArea-prompt {
|
||
display: none;
|
||
}
|
||
|
||
/* Hide empty lines in the output area, for instance due to cleared widgets */
|
||
.jp-OutputArea-prompt:empty {
|
||
padding: 0;
|
||
border: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| executeResult is added to any Output-result for the display of the object
|
||
| returned by a cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-OutputArea-output.jp-OutputArea-executeResult {
|
||
margin-left: 0;
|
||
width: 100%;
|
||
}
|
||
|
||
/* Text output with the Out[] prompt needs a top padding to match the
|
||
* alignment of the Out[] prompt itself.
|
||
*/
|
||
.jp-OutputArea-executeResult .jp-RenderedText.jp-OutputArea-output {
|
||
padding-top: var(--jp-code-padding);
|
||
border-top: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| The Stdin output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Stdin-prompt {
|
||
color: var(--jp-content-font-color0);
|
||
padding-right: var(--jp-code-padding);
|
||
vertical-align: baseline;
|
||
flex: 0 0 auto;
|
||
}
|
||
|
||
.jp-Stdin-input {
|
||
font-family: var(--jp-code-font-family);
|
||
font-size: inherit;
|
||
color: inherit;
|
||
background-color: inherit;
|
||
width: 42%;
|
||
min-width: 200px;
|
||
|
||
/* make sure input baseline aligns with prompt */
|
||
vertical-align: baseline;
|
||
|
||
/* padding + margin = 0.5em between prompt and cursor */
|
||
padding: 0 0.25em;
|
||
margin: 0 0.25em;
|
||
flex: 0 0 70%;
|
||
}
|
||
|
||
.jp-Stdin-input::placeholder {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Stdin-input:focus {
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Stdin-input:focus::placeholder {
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output Area View
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea {
|
||
height: 100%;
|
||
display: block;
|
||
}
|
||
|
||
.jp-LinkedOutputView .jp-OutputArea-output:only-child {
|
||
height: 100%;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
@media print {
|
||
.jp-OutputArea-child {
|
||
break-inside: avoid-page;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-OutputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
|
||
.jp-OutputArea-child .jp-OutputArea-output {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
}
|
||
|
||
/* Trimmed outputs warning */
|
||
.jp-TrimmedOutputs > a {
|
||
margin: 10px;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-TrimmedOutputs > a:hover {
|
||
text-decoration: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Table of Contents
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-toc-active-width: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents {
|
||
display: flex;
|
||
flex-direction: column;
|
||
background: var(--jp-layout-color1);
|
||
color: var(--jp-ui-font-color1);
|
||
font-size: var(--jp-ui-font-size1);
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholder {
|
||
text-align: center;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent {
|
||
color: var(--jp-content-font-color2);
|
||
padding: 8px;
|
||
}
|
||
|
||
.jp-TableOfContents-placeholderContent > h3 {
|
||
margin-bottom: var(--jp-content-heading-margin-bottom);
|
||
}
|
||
|
||
.jp-TableOfContents .jp-SidePanel-content {
|
||
overflow-y: auto;
|
||
}
|
||
|
||
.jp-TableOfContents-tree {
|
||
margin: 4px;
|
||
}
|
||
|
||
.jp-TableOfContents ol {
|
||
list-style-type: none;
|
||
}
|
||
|
||
/* stylelint-disable-next-line selector-max-type */
|
||
.jp-TableOfContents li > ol {
|
||
/* Align left border with triangle icon center */
|
||
padding-left: 11px;
|
||
}
|
||
|
||
.jp-TableOfContents-content {
|
||
/* left margin for the active heading indicator */
|
||
margin: 0 0 0 var(--jp-private-toc-active-width);
|
||
padding: 0;
|
||
background-color: var(--jp-layout-color1);
|
||
}
|
||
|
||
.jp-tocItem {
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
.jp-tocItem-heading {
|
||
display: flex;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-heading:hover {
|
||
background-color: var(--jp-layout-color2);
|
||
}
|
||
|
||
.jp-tocItem-content {
|
||
display: block;
|
||
padding: 4px 0;
|
||
white-space: nowrap;
|
||
text-overflow: ellipsis;
|
||
overflow-x: hidden;
|
||
}
|
||
|
||
.jp-tocItem-collapser {
|
||
height: 20px;
|
||
margin: 2px 2px 0;
|
||
padding: 0;
|
||
background: none;
|
||
border: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-tocItem-collapser:hover {
|
||
background-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
/* Active heading indicator */
|
||
|
||
.jp-tocItem-heading::before {
|
||
content: ' ';
|
||
background: transparent;
|
||
width: var(--jp-private-toc-active-width);
|
||
height: 24px;
|
||
position: absolute;
|
||
left: 0;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-tocItem-heading.jp-tocItem-active::before {
|
||
background-color: var(--jp-brand-color1);
|
||
}
|
||
|
||
.jp-tocItem-heading:hover.jp-tocItem-active::before {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Collapser {
|
||
flex: 0 0 var(--jp-cell-collapser-width);
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
opacity: 1;
|
||
}
|
||
|
||
.jp-Collapser-child {
|
||
display: block;
|
||
width: 100%;
|
||
box-sizing: border-box;
|
||
|
||
/* height: 100% doesn't work because the height of its parent is computed from content */
|
||
position: absolute;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Hiding collapsers in print mode.
|
||
|
||
Note: input and output wrappers have "display: block" propery in print mode.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Collapser {
|
||
display: none;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Header/Footer
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Hidden by zero height by default */
|
||
.jp-CellHeader,
|
||
.jp-CellFooter {
|
||
height: 0;
|
||
width: 100%;
|
||
padding: 0;
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Input
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* All input areas */
|
||
.jp-InputArea {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
overflow: hidden;
|
||
}
|
||
|
||
.jp-InputArea-editor {
|
||
display: table-cell;
|
||
overflow: hidden;
|
||
vertical-align: top;
|
||
|
||
/* This is the non-active, default styling */
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
width: var(--jp-cell-prompt-width);
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
padding: var(--jp-code-padding);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
opacity: var(--jp-cell-prompt-opacity);
|
||
line-height: var(--jp-code-line-height);
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
|
||
/* Right align prompt text, don't wrap to handle large prompt numbers */
|
||
text-align: right;
|
||
white-space: nowrap;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
|
||
/* Disable text selection */
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Mobile
|
||
|----------------------------------------------------------------------------*/
|
||
@media only screen and (max-width: 760px) {
|
||
.jp-InputArea-editor {
|
||
display: table-row;
|
||
margin-left: var(--jp-notebook-padding);
|
||
}
|
||
|
||
.jp-InputPrompt {
|
||
display: table-row;
|
||
text-align: left;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Placeholder {
|
||
display: table;
|
||
table-layout: fixed;
|
||
width: 100%;
|
||
}
|
||
|
||
.jp-Placeholder-prompt {
|
||
display: table-cell;
|
||
box-sizing: border-box;
|
||
}
|
||
|
||
.jp-Placeholder-content {
|
||
display: table-cell;
|
||
padding: 4px 6px;
|
||
border: 1px solid transparent;
|
||
border-radius: 0;
|
||
background: none;
|
||
box-sizing: border-box;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Placeholder-contentContainer {
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Placeholder-content:hover,
|
||
.jp-InputPlaceholder > .jp-Placeholder-content:hover {
|
||
border-color: var(--jp-layout-color3);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon {
|
||
width: 32px;
|
||
height: 16px;
|
||
border: 1px solid transparent;
|
||
border-radius: var(--jp-border-radius);
|
||
}
|
||
|
||
.jp-Placeholder-content .jp-MoreHorizIcon:hover {
|
||
border: 1px solid var(--jp-border-color1);
|
||
box-shadow: 0 0 2px 0 rgba(0, 0, 0, 0.25);
|
||
background-color: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-PlaceholderText {
|
||
white-space: nowrap;
|
||
overflow-x: hidden;
|
||
color: var(--jp-inverse-layout-color3);
|
||
font-family: var(--jp-code-font-family);
|
||
}
|
||
|
||
.jp-InputPlaceholder > .jp-Placeholder-content {
|
||
border-color: var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Private CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-private-cell-scrolling-output-offset: 5px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell {
|
||
padding: var(--jp-cell-padding);
|
||
margin: 0;
|
||
border: none;
|
||
outline: none;
|
||
background: transparent;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Common input/output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: flex;
|
||
flex-direction: row;
|
||
padding: 0;
|
||
margin: 0;
|
||
|
||
/* Added to reveal the box-shadow on the input and output collapsers. */
|
||
overflow: visible;
|
||
}
|
||
|
||
/* Only input/output areas inside cells */
|
||
.jp-Cell-inputArea,
|
||
.jp-Cell-outputArea {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Collapser
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Make the output collapser disappear when there is not output, but do so
|
||
* in a manner that leaves it in the layout and preserves its width.
|
||
*/
|
||
.jp-Cell.jp-mod-noOutputs .jp-Cell-outputCollapser {
|
||
border: none !important;
|
||
background: transparent !important;
|
||
}
|
||
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputCollapser {
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Output
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Put a space between input and output when there IS output */
|
||
.jp-Cell:not(.jp-mod-noOutputs) .jp-Cell-outputWrapper {
|
||
margin-top: 5px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea {
|
||
overflow-y: auto;
|
||
max-height: 24em;
|
||
margin-left: var(--jp-private-cell-scrolling-output-offset);
|
||
resize: vertical;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea[style*='height'] {
|
||
max-height: unset;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-Cell-outputArea::after {
|
||
content: ' ';
|
||
box-shadow: inset 0 0 6px 2px rgb(0 0 0 / 30%);
|
||
width: 100%;
|
||
height: 100%;
|
||
position: sticky;
|
||
bottom: 0;
|
||
top: 0;
|
||
margin-top: -50%;
|
||
float: left;
|
||
display: block;
|
||
pointer-events: none;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-child {
|
||
padding-top: 6px;
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-prompt {
|
||
width: calc(
|
||
var(--jp-cell-prompt-width) - var(--jp-private-cell-scrolling-output-offset)
|
||
);
|
||
}
|
||
|
||
.jp-CodeCell.jp-mod-outputsScrolled .jp-OutputArea-promptOverlay {
|
||
left: calc(-1 * var(--jp-private-cell-scrolling-output-offset));
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CodeCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| MarkdownCell
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-MarkdownOutput {
|
||
display: table-cell;
|
||
width: 100%;
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
padding-left: var(--jp-code-padding);
|
||
}
|
||
|
||
.jp-MarkdownOutput.jp-RenderedHTMLCommon {
|
||
overflow: auto;
|
||
}
|
||
|
||
/* collapseHeadingButton (show always if hiddenCellsButton is _not_ shown) */
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
min-height: var(--jp-cell-collapser-min-height);
|
||
font-size: var(--jp-code-font-size);
|
||
position: absolute;
|
||
background-color: transparent;
|
||
background-size: 25px;
|
||
background-repeat: no-repeat;
|
||
background-position-x: center;
|
||
background-position-y: top;
|
||
background-image: var(--jp-icon-caret-down);
|
||
right: 0;
|
||
top: 0;
|
||
bottom: 0;
|
||
}
|
||
|
||
.jp-collapseHeadingButton.jp-mod-collapsed {
|
||
background-image: var(--jp-icon-caret-right);
|
||
}
|
||
|
||
/*
|
||
set the container font size to match that of content
|
||
so that the nested collapse buttons have the right size
|
||
*/
|
||
.jp-MarkdownCell .jp-InputPrompt {
|
||
font-size: var(--jp-content-font-size1);
|
||
}
|
||
|
||
/*
|
||
Align collapseHeadingButton with cell top header
|
||
The font sizes are identical to the ones in packages/rendermime/style/base.css
|
||
*/
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='1'] {
|
||
font-size: var(--jp-content-font-size5);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size5));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='2'] {
|
||
font-size: var(--jp-content-font-size4);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size4));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='3'] {
|
||
font-size: var(--jp-content-font-size3);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size3));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='4'] {
|
||
font-size: var(--jp-content-font-size2);
|
||
background-position-y: calc(0.3 * var(--jp-content-font-size2));
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='5'] {
|
||
font-size: var(--jp-content-font-size1);
|
||
background-position-y: top;
|
||
}
|
||
|
||
.jp-mod-rendered .jp-collapseHeadingButton[data-heading-level='6'] {
|
||
font-size: var(--jp-content-font-size0);
|
||
background-position-y: top;
|
||
}
|
||
|
||
/* collapseHeadingButton (show only on (hover,active) if hiddenCellsButton is shown) */
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-collapseHeadingButton {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton
|
||
:is(.jp-MarkdownCell:hover, .jp-mod-active)
|
||
.jp-collapseHeadingButton {
|
||
display: flex;
|
||
}
|
||
|
||
/* showHiddenCellsButton (only show if jp-mod-showHiddenCellsButton is set, which
|
||
is a consequence of the showHiddenCellsButton option in Notebook Settings)*/
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton {
|
||
margin-left: calc(var(--jp-cell-prompt-width) + 2 * var(--jp-code-padding));
|
||
margin-top: var(--jp-code-padding);
|
||
border: 1px solid var(--jp-border-color2);
|
||
background-color: var(--jp-border-color3) !important;
|
||
color: var(--jp-content-font-color0) !important;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-showHiddenCellsButton .jp-showHiddenCellsButton:hover {
|
||
background-color: var(--jp-border-color2) !important;
|
||
}
|
||
|
||
.jp-showHiddenCellsButton {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Printing
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*
|
||
Using block instead of flex to allow the use of the break-inside CSS property for
|
||
cell outputs.
|
||
*/
|
||
|
||
@media print {
|
||
.jp-Cell-inputWrapper,
|
||
.jp-Cell-outputWrapper {
|
||
display: block;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-notebook-toolbar-padding: 2px 5px 2px 2px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookPanel-toolbar {
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
|
||
/* disable paint containment from lumino 2.0 default strict CSS containment */
|
||
contain: style size !important;
|
||
}
|
||
|
||
.jp-Toolbar-item.jp-Notebook-toolbarCellType .jp-select-wrapper.jp-mod-focused {
|
||
border: none;
|
||
box-shadow: none;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown select {
|
||
height: 24px;
|
||
font-size: var(--jp-ui-font-size1);
|
||
line-height: 14px;
|
||
border-radius: 0;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-toolbarCellTypeDropdown span {
|
||
top: 5px !important;
|
||
}
|
||
|
||
.jp-Toolbar-responsive-popup {
|
||
position: absolute;
|
||
height: fit-content;
|
||
display: flex;
|
||
flex-direction: row;
|
||
flex-wrap: wrap;
|
||
justify-content: flex-end;
|
||
border-bottom: var(--jp-border-width) solid var(--jp-toolbar-border-color);
|
||
box-shadow: var(--jp-toolbar-box-shadow);
|
||
background: var(--jp-toolbar-background);
|
||
min-height: var(--jp-toolbar-micro-height);
|
||
padding: var(--jp-notebook-toolbar-padding);
|
||
z-index: 1;
|
||
right: 0;
|
||
top: 0;
|
||
}
|
||
|
||
.jp-Toolbar > .jp-Toolbar-responsive-opener {
|
||
margin-left: auto;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Styles
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-ExecutionIndicator {
|
||
position: relative;
|
||
display: inline-block;
|
||
height: 100%;
|
||
z-index: 9997;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: hidden;
|
||
height: auto;
|
||
width: max-content;
|
||
width: -moz-max-content;
|
||
background-color: var(--jp-layout-color2);
|
||
color: var(--jp-ui-font-color1);
|
||
text-align: justify;
|
||
border-radius: 6px;
|
||
padding: 0 5px;
|
||
position: fixed;
|
||
display: table;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.up {
|
||
transform: translateX(-50%) translateY(-100%) translateY(-32px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.down {
|
||
transform: translateX(calc(-100% + 16px)) translateY(5px);
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-tooltip.hidden {
|
||
display: none;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator:hover .jp-Notebook-ExecutionIndicator-tooltip {
|
||
visibility: visible;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator span {
|
||
font-size: var(--jp-ui-font-size1);
|
||
font-family: var(--jp-ui-font-family);
|
||
color: var(--jp-ui-font-color1);
|
||
line-height: 24px;
|
||
display: block;
|
||
}
|
||
|
||
.jp-Notebook-ExecutionIndicator-progress-bar {
|
||
display: flex;
|
||
justify-content: center;
|
||
height: 100%;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
/*
|
||
* Execution indicator
|
||
*/
|
||
.jp-tocItem-content::after {
|
||
content: '';
|
||
|
||
/* Must be identical to form a circle */
|
||
width: 12px;
|
||
height: 12px;
|
||
background: none;
|
||
border: none;
|
||
position: absolute;
|
||
right: 0;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background: none;
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='1']::after {
|
||
border-radius: 50%;
|
||
border: var(--jp-border-width) solid var(--jp-inverse-layout-color3);
|
||
background-color: var(--jp-inverse-layout-color3);
|
||
}
|
||
|
||
.jp-tocItem-content[data-running='0'],
|
||
.jp-tocItem-content[data-running='1'] {
|
||
margin-right: 12px;
|
||
}
|
||
|
||
/*
|
||
* Copyright (c) Jupyter Development Team.
|
||
* Distributed under the terms of the Modified BSD License.
|
||
*/
|
||
|
||
.jp-Notebook-footer {
|
||
height: 27px;
|
||
margin-left: calc(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding)
|
||
);
|
||
width: calc(
|
||
100% -
|
||
(
|
||
var(--jp-cell-prompt-width) + var(--jp-cell-collapser-width) +
|
||
var(--jp-cell-padding) + var(--jp-cell-padding)
|
||
)
|
||
);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
color: var(--jp-ui-font-color3);
|
||
margin-top: 6px;
|
||
background: none;
|
||
cursor: pointer;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus {
|
||
border-color: var(--jp-cell-editor-active-border-color);
|
||
}
|
||
|
||
/* For devices that support hovering, hide footer until hover */
|
||
@media (hover: hover) {
|
||
.jp-Notebook-footer {
|
||
opacity: 0;
|
||
}
|
||
|
||
.jp-Notebook-footer:focus,
|
||
.jp-Notebook-footer:hover {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Copyright (c) Jupyter Development Team.
|
||
| Distributed under the terms of the Modified BSD License.
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Imports
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| CSS variables
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
:root {
|
||
--jp-side-by-side-output-size: 1fr;
|
||
--jp-side-by-side-resized-cell: var(--jp-side-by-side-output-size);
|
||
--jp-private-notebook-dragImage-width: 304px;
|
||
--jp-private-notebook-dragImage-height: 36px;
|
||
--jp-private-notebook-selected-color: var(--md-blue-400);
|
||
--jp-private-notebook-active-color: var(--md-green-400);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* stylelint-disable selector-max-class */
|
||
|
||
.jp-NotebookPanel {
|
||
display: block;
|
||
height: 100%;
|
||
}
|
||
|
||
.jp-NotebookPanel.jp-Document {
|
||
min-width: 240px;
|
||
min-height: 120px;
|
||
}
|
||
|
||
.jp-Notebook {
|
||
padding: var(--jp-notebook-padding);
|
||
outline: none;
|
||
overflow: auto;
|
||
background: var(--jp-layout-color0);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-scrollPastEnd::after {
|
||
display: block;
|
||
content: '';
|
||
min-height: var(--jp-notebook-scroll-padding);
|
||
}
|
||
|
||
.jp-MainAreaWidget-ContainStrict .jp-Notebook * {
|
||
contain: strict;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell {
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell .jp-InputPrompt {
|
||
cursor: move;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook state related styling
|
||
|
|
||
| The notebook and cells each have states, here are the possibilities:
|
||
|
|
||
| - Notebook
|
||
| - Command
|
||
| - Edit
|
||
| - Cell
|
||
| - None
|
||
| - Active (only one can be active)
|
||
| - Selected (the cells actions are applied to)
|
||
| - Multiselected (when multiple selected, the cursor)
|
||
| - No outputs
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
/* Command or edit modes */
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-InputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell:not(.jp-mod-active) .jp-OutputPrompt {
|
||
opacity: var(--jp-cell-prompt-not-active-opacity);
|
||
color: var(--jp-cell-prompt-not-active-font-color);
|
||
}
|
||
|
||
/* cell is active */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser {
|
||
background: var(--jp-brand-color1);
|
||
}
|
||
|
||
/* cell is dirty */
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt {
|
||
color: var(--jp-warn-color1);
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-dirty .jp-InputPrompt::before {
|
||
color: var(--jp-warn-color1);
|
||
content: '•';
|
||
}
|
||
|
||
.jp-Notebook .jp-Cell.jp-mod-active.jp-mod-dirty .jp-Collapser {
|
||
background: var(--jp-warn-color1);
|
||
}
|
||
|
||
/* collapser is hovered */
|
||
.jp-Notebook .jp-Cell .jp-Collapser:hover {
|
||
box-shadow: var(--jp-elevation-z2);
|
||
background: var(--jp-brand-color1);
|
||
opacity: var(--jp-cell-collapser-not-active-hover-opacity);
|
||
}
|
||
|
||
/* cell is active and collapser is hovered */
|
||
.jp-Notebook .jp-Cell.jp-mod-active .jp-Collapser:hover {
|
||
background: var(--jp-brand-color0);
|
||
opacity: 1;
|
||
}
|
||
|
||
/* Command mode */
|
||
|
||
.jp-Notebook.jp-mod-commandMode .jp-Cell.jp-mod-selected {
|
||
background: var(--jp-notebook-multiselected-color);
|
||
}
|
||
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Cell.jp-mod-active.jp-mod-selected:not(.jp-mod-multiSelected) {
|
||
background: transparent;
|
||
}
|
||
|
||
/* Edit mode */
|
||
|
||
.jp-Notebook.jp-mod-editMode .jp-Cell.jp-mod-active .jp-InputArea-editor {
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-active-border-color);
|
||
box-shadow: var(--jp-input-box-shadow);
|
||
background-color: var(--jp-cell-editor-active-background);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Notebook drag and drop
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Notebook-cell.jp-mod-dropSource {
|
||
opacity: 0.5;
|
||
}
|
||
|
||
.jp-Notebook-cell.jp-mod-dropTarget,
|
||
.jp-Notebook.jp-mod-commandMode
|
||
.jp-Notebook-cell.jp-mod-active.jp-mod-selected.jp-mod-dropTarget {
|
||
border-top-color: var(--jp-private-notebook-selected-color);
|
||
border-top-style: solid;
|
||
border-top-width: 2px;
|
||
}
|
||
|
||
.jp-dragImage {
|
||
display: block;
|
||
flex-direction: row;
|
||
width: var(--jp-private-notebook-dragImage-width);
|
||
height: var(--jp-private-notebook-dragImage-height);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background);
|
||
overflow: visible;
|
||
}
|
||
|
||
.jp-dragImage-singlePrompt {
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-content {
|
||
flex: 1 1 auto;
|
||
z-index: 2;
|
||
font-size: var(--jp-code-font-size);
|
||
font-family: var(--jp-code-font-family);
|
||
line-height: var(--jp-code-line-height);
|
||
padding: var(--jp-code-padding);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
background: var(--jp-cell-editor-background-color);
|
||
color: var(--jp-content-font-color3);
|
||
text-align: left;
|
||
margin: 4px 4px 4px 0;
|
||
}
|
||
|
||
.jp-dragImage .jp-dragImage-prompt {
|
||
flex: 0 0 auto;
|
||
min-width: 36px;
|
||
color: var(--jp-cell-inprompt-font-color);
|
||
padding: var(--jp-code-padding);
|
||
padding-left: 12px;
|
||
font-family: var(--jp-cell-prompt-font-family);
|
||
letter-spacing: var(--jp-cell-prompt-letter-spacing);
|
||
line-height: 1.9;
|
||
font-size: var(--jp-code-font-size);
|
||
border: var(--jp-border-width) solid transparent;
|
||
}
|
||
|
||
.jp-dragImage-multipleBack {
|
||
z-index: -1;
|
||
position: absolute;
|
||
height: 32px;
|
||
width: 300px;
|
||
top: 8px;
|
||
left: 8px;
|
||
background: var(--jp-layout-color2);
|
||
border: var(--jp-border-width) solid var(--jp-input-border-color);
|
||
box-shadow: 2px 2px 4px 0 rgba(0, 0, 0, 0.12);
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Cell toolbar
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-NotebookTools {
|
||
display: block;
|
||
min-width: var(--jp-sidebar-min-width);
|
||
color: var(--jp-ui-font-color1);
|
||
background: var(--jp-layout-color1);
|
||
|
||
/* This is needed so that all font sizing of children done in ems is
|
||
* relative to this base size */
|
||
font-size: var(--jp-ui-font-size1);
|
||
overflow: auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool {
|
||
padding: 12px 0;
|
||
display: flex;
|
||
}
|
||
|
||
.jp-ActiveCellTool-Content {
|
||
flex: 1 1 auto;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-ActiveCellTool-CellContent {
|
||
background: var(--jp-cell-editor-background);
|
||
border: var(--jp-border-width) solid var(--jp-cell-editor-border-color);
|
||
border-radius: 0;
|
||
min-height: 29px;
|
||
}
|
||
|
||
.jp-ActiveCellTool .jp-InputPrompt {
|
||
min-width: calc(var(--jp-cell-prompt-width) * 0.75);
|
||
}
|
||
|
||
.jp-ActiveCellTool-CellContent > pre {
|
||
padding: 5px 4px;
|
||
margin: 0;
|
||
white-space: normal;
|
||
}
|
||
|
||
.jp-MetadataEditorTool {
|
||
flex-direction: column;
|
||
padding: 12px 0;
|
||
}
|
||
|
||
.jp-RankedPanel > :not(:first-child) {
|
||
margin-top: 12px;
|
||
}
|
||
|
||
.jp-KeySelector select.jp-mod-styled {
|
||
font-size: var(--jp-ui-font-size1);
|
||
color: var(--jp-ui-font-color0);
|
||
border: var(--jp-border-width) solid var(--jp-border-color1);
|
||
}
|
||
|
||
.jp-KeySelector label,
|
||
.jp-MetadataEditorTool label,
|
||
.jp-NumberSetter label {
|
||
line-height: 1.4;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-select-wrapper {
|
||
margin-top: 4px;
|
||
margin-bottom: 0;
|
||
}
|
||
|
||
.jp-NumberSetter input {
|
||
width: 100%;
|
||
margin-top: 4px;
|
||
}
|
||
|
||
.jp-NotebookTools .jp-Collapse {
|
||
margin-top: 16px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Presentation Mode (.jp-mod-presentationMode)
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-mod-presentationMode .jp-Notebook {
|
||
--jp-content-font-size1: var(--jp-content-presentation-font-size1);
|
||
--jp-code-font-size: var(--jp-code-presentation-font-size);
|
||
}
|
||
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-InputPrompt,
|
||
.jp-mod-presentationMode .jp-Notebook .jp-Cell .jp-OutputPrompt {
|
||
flex: 0 0 110px;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Side-by-side Mode (.jp-mod-sideBySide)
|
||
|----------------------------------------------------------------------------*/
|
||
.jp-mod-sideBySide.jp-Notebook .jp-Notebook-cell {
|
||
margin-top: 3em;
|
||
margin-bottom: 3em;
|
||
margin-left: 5%;
|
||
margin-right: 5%;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell {
|
||
display: grid;
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-output-size)
|
||
);
|
||
grid-template-rows: auto minmax(0, 1fr) auto;
|
||
grid-template-areas:
|
||
'header header header'
|
||
'input handle output'
|
||
'footer footer footer';
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell.jp-mod-resizedCell {
|
||
grid-template-columns: minmax(0, 1fr) min-content minmax(
|
||
0,
|
||
var(--jp-side-by-side-resized-cell)
|
||
);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellHeader {
|
||
grid-area: header;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-inputWrapper {
|
||
grid-area: input;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-Cell-outputWrapper {
|
||
/* overwrite the default margin (no vertical separation needed in side by side move */
|
||
margin-top: 0;
|
||
grid-area: output;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellFooter {
|
||
grid-area: footer;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle {
|
||
grid-area: handle;
|
||
user-select: none;
|
||
display: block;
|
||
height: 100%;
|
||
cursor: ew-resize;
|
||
padding: 0 var(--jp-cell-padding);
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook .jp-CodeCell .jp-CellResizeHandle::after {
|
||
content: '';
|
||
display: block;
|
||
background: var(--jp-border-color2);
|
||
height: 100%;
|
||
width: 5px;
|
||
}
|
||
|
||
.jp-mod-sideBySide.jp-Notebook
|
||
.jp-CodeCell.jp-mod-resizedCell
|
||
.jp-CellResizeHandle::after {
|
||
background: var(--jp-border-color0);
|
||
}
|
||
|
||
.jp-CellResizeHandle {
|
||
display: none;
|
||
}
|
||
|
||
/*-----------------------------------------------------------------------------
|
||
| Placeholder
|
||
|----------------------------------------------------------------------------*/
|
||
|
||
.jp-Cell-Placeholder {
|
||
padding-left: 55px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper {
|
||
background: #fff;
|
||
border: 1px solid;
|
||
border-color: #e5e6e9 #dfe0e4 #d0d1d5;
|
||
border-radius: 4px;
|
||
-webkit-border-radius: 4px;
|
||
margin: 10px 15px;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-inner {
|
||
padding: 15px;
|
||
position: relative;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body {
|
||
background-repeat: repeat;
|
||
background-size: 50% auto;
|
||
}
|
||
|
||
.jp-Cell-Placeholder-wrapper-body div {
|
||
background: #f6f7f8;
|
||
background-image: -webkit-linear-gradient(
|
||
left,
|
||
#f6f7f8 0%,
|
||
#edeef1 20%,
|
||
#f6f7f8 40%,
|
||
#f6f7f8 100%
|
||
);
|
||
background-repeat: no-repeat;
|
||
background-size: 800px 104px;
|
||
height: 104px;
|
||
position: absolute;
|
||
right: 15px;
|
||
left: 15px;
|
||
top: 15px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h1 {
|
||
top: 20px;
|
||
height: 20px;
|
||
left: 15px;
|
||
width: 150px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-h2 {
|
||
left: 15px;
|
||
top: 50px;
|
||
height: 10px;
|
||
width: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1,
|
||
div.jp-Cell-Placeholder-content-2,
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
left: 15px;
|
||
right: 15px;
|
||
height: 10px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-1 {
|
||
top: 100px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-2 {
|
||
top: 120px;
|
||
}
|
||
|
||
div.jp-Cell-Placeholder-content-3 {
|
||
top: 140px;
|
||
}
|
||
|
||
</style>
|
||
<style type="text/css">
|
||
/*-----------------------------------------------------------------------------
|
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| Copyright (c) Jupyter Development Team.
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| Distributed under the terms of the Modified BSD License.
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|----------------------------------------------------------------------------*/
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/*
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The following CSS variables define the main, public API for styling JupyterLab.
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These variables should be used by all plugins wherever possible. In other
|
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words, plugins should not define custom colors, sizes, etc unless absolutely
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necessary. This enables users to change the visual theme of JupyterLab
|
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by changing these variables.
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Many variables appear in an ordered sequence (0,1,2,3). These sequences
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are designed to work well together, so for example, `--jp-border-color1` should
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be used with `--jp-layout-color1`. The numbers have the following meanings:
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* 0: super-primary, reserved for special emphasis
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* 1: primary, most important under normal situations
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* 2: secondary, next most important under normal situations
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* 3: tertiary, next most important under normal situations
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Throughout JupyterLab, we are mostly following principles from Google's
|
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Material Design when selecting colors. We are not, however, following
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all of MD as it is not optimized for dense, information rich UIs.
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*/
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:root {
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||
/* Elevation
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*
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* We style box-shadows using Material Design's idea of elevation. These particular numbers are taken from here:
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*
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* https://github.com/material-components/material-components-web
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* https://material-components-web.appspot.com/elevation.html
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*/
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--jp-shadow-base-lightness: 0;
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--jp-shadow-umbra-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.2
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);
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--jp-shadow-penumbra-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.14
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);
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--jp-shadow-ambient-color: rgba(
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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var(--jp-shadow-base-lightness),
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0.12
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);
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||
--jp-elevation-z0: none;
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--jp-elevation-z1: 0 2px 1px -1px var(--jp-shadow-umbra-color),
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0 1px 1px 0 var(--jp-shadow-penumbra-color),
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0 1px 3px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z2: 0 3px 1px -2px var(--jp-shadow-umbra-color),
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0 2px 2px 0 var(--jp-shadow-penumbra-color),
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0 1px 5px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z4: 0 2px 4px -1px var(--jp-shadow-umbra-color),
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0 4px 5px 0 var(--jp-shadow-penumbra-color),
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0 1px 10px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z6: 0 3px 5px -1px var(--jp-shadow-umbra-color),
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0 6px 10px 0 var(--jp-shadow-penumbra-color),
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0 1px 18px 0 var(--jp-shadow-ambient-color);
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--jp-elevation-z8: 0 5px 5px -3px var(--jp-shadow-umbra-color),
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0 8px 10px 1px var(--jp-shadow-penumbra-color),
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0 3px 14px 2px var(--jp-shadow-ambient-color);
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--jp-elevation-z12: 0 7px 8px -4px var(--jp-shadow-umbra-color),
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0 12px 17px 2px var(--jp-shadow-penumbra-color),
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0 5px 22px 4px var(--jp-shadow-ambient-color);
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--jp-elevation-z16: 0 8px 10px -5px var(--jp-shadow-umbra-color),
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0 16px 24px 2px var(--jp-shadow-penumbra-color),
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0 6px 30px 5px var(--jp-shadow-ambient-color);
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--jp-elevation-z20: 0 10px 13px -6px var(--jp-shadow-umbra-color),
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0 20px 31px 3px var(--jp-shadow-penumbra-color),
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0 8px 38px 7px var(--jp-shadow-ambient-color);
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--jp-elevation-z24: 0 11px 15px -7px var(--jp-shadow-umbra-color),
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0 24px 38px 3px var(--jp-shadow-penumbra-color),
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0 9px 46px 8px var(--jp-shadow-ambient-color);
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|
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/* Borders
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||
*
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* The following variables, specify the visual styling of borders in JupyterLab.
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||
*/
|
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--jp-border-width: 1px;
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--jp-border-color0: var(--md-grey-400);
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--jp-border-color1: var(--md-grey-400);
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--jp-border-color2: var(--md-grey-300);
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--jp-border-color3: var(--md-grey-200);
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--jp-inverse-border-color: var(--md-grey-600);
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--jp-border-radius: 2px;
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|
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/* UI Fonts
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||
*
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* The UI font CSS variables are used for the typography all of the JupyterLab
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* user interface elements that are not directly user generated content.
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||
*
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||
* The font sizing here is done assuming that the body font size of --jp-ui-font-size1
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||
* 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.
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||
*/
|
||
|
||
--jp-ui-font-scale-factor: 1.2;
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||
--jp-ui-font-size0: 0.83333em;
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||
--jp-ui-font-size1: 13px; /* Base font size */
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||
--jp-ui-font-size2: 1.2em;
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||
--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.
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||
* In a light theme, these go from dark to light.
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||
*/
|
||
|
||
/* Defaults use Material Design specification */
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||
--jp-ui-font-color0: rgba(0, 0, 0, 1);
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||
--jp-ui-font-color1: rgba(0, 0, 0, 0.87);
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||
--jp-ui-font-color2: rgba(0, 0, 0, 0.54);
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||
--jp-ui-font-color3: rgba(0, 0, 0, 0.38);
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/*
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||
* Use these against the brand/accent/warn/error colors.
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||
* These will typically go from light to darker, in both a dark and light theme.
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||
*/
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--jp-ui-inverse-font-color0: rgba(255, 255, 255, 1);
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--jp-ui-inverse-font-color1: rgba(255, 255, 255, 1);
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--jp-ui-inverse-font-color2: rgba(255, 255, 255, 0.7);
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||
--jp-ui-inverse-font-color3: rgba(255, 255, 255, 0.5);
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||
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/* Content Fonts
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||
*
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||
* Content font variables are used for typography of user generated content.
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||
*
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||
* The font sizing here is done assuming that the body font size of --jp-content-font-size1
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||
* 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.
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||
*/
|
||
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||
--jp-content-line-height: 1.6;
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||
--jp-content-font-scale-factor: 1.2;
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||
--jp-content-font-size0: 0.83333em;
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||
--jp-content-font-size1: 14px; /* Base font size */
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||
--jp-content-font-size2: 1.2em;
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||
--jp-content-font-size3: 1.44em;
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||
--jp-content-font-size4: 1.728em;
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||
--jp-content-font-size5: 2.0736em;
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||
|
||
/* This gives a magnification of about 125% in presentation mode over normal. */
|
||
--jp-content-presentation-font-size1: 17px;
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||
--jp-content-heading-line-height: 1;
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||
--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;
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||
--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
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||
* theme these would go from dark to light.
|
||
*/
|
||
|
||
--jp-inverse-layout-color0: #111;
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||
--jp-inverse-layout-color1: var(--md-grey-900);
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||
--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);
|
||
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<body class="jp-Notebook" data-jp-theme-light="true" data-jp-theme-name="JupyterLab Light">
|
||
<main>
|
||
<div class="jp-Cell jp-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-custom-geometries-with-PINA-DomainInterface-class">Tutorial: Building custom geometries with PINA <code>DomainInterface</code> class<a class="anchor-link" href="#Tutorial:-Building-custom-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"</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.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="kn">from</span><span class="w"> </span><span class="nn">pina.label_tensor</span><span class="w"> </span><span class="kn">import</span> <span class="n">LabelTensor</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([[1.9076, 0.1159],
|
||
[0.0258, 0.4950],
|
||
[0.3328, 1.4356],
|
||
...,
|
||
[0.0905, 1.5878],
|
||
[1.6612, 1.9158],
|
||
[0.7819, 0.8159]])
|
||
Ellipsoid No Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[2.0847, 2.9146],
|
||
[1.9791, 2.3323],
|
||
[1.8994, 1.7845],
|
||
...,
|
||
[2.4376, 1.7432],
|
||
[1.5150, 2.1537],
|
||
[2.0770, 2.3910]])
|
||
Ellipsoid Border Samples: 1: {'dof': ['x', 'y'], 'name': 1}
|
||
|
||
tensor([[2.2609, 2.3265],
|
||
[2.0827, 2.6018],
|
||
[2.0604, 2.6577],
|
||
...,
|
||
[2.4604, 3.8419],
|
||
[3.9864, 2.8357],
|
||
[2.0356, 2.7356]])
|
||
</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>Notice how these are all <code>LabelTensor</code> objects. You can read more about these in the <a href="https://mathlab.github.io/PINA/_rst/label_tensor.html">documentation</a>. At a very high level, they are tensors where each element in a tensor has a label that we can access by doing <code><tensor_name>.labels</code>. We can also access the values of the tensor by doing <code><tensor_name>.extract(['x'])</code>.</p>
|
||
<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="" 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<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>
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<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>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [6]:</div>
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<div class="highlight hl-ipython3"><pre><span></span><span class="kn">import</span><span class="w"> </span><span class="nn">torch</span>
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<span class="n">spatial_domain</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
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<span class="p">[</span>
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<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>
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<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>
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<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>
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<span class="p">]</span>
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<span class="p">)</span>
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<span class="n">spatial_domain2</span> <span class="o">=</span> <span class="n">SimplexDomain</span><span class="p">(</span>
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<span class="p">[</span>
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<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>
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<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>
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<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>
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<span class="p">]</span>
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<span class="p">)</span>
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<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>
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<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>
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<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>
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<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>
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<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>
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"/>
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||
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<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
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</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
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||
<h2 id="Boolean-Operations">Boolean Operations<a class="anchor-link" href="#Boolean-Operations">¶</a></h2>
|
||
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|
||
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||
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||
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<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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<div class="jp-InputArea jp-Cell-inputArea"><div class="jp-InputPrompt jp-InputArea-prompt">
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</div><div class="jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput" data-mime-type="text/markdown">
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||
<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>
|
||
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|
||
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|
||
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</div><div class="jp-Cell jp-CodeCell jp-Notebook-cell jp-mod-noOutputs">
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<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
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||
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||
<div class="jp-InputArea jp-Cell-inputArea">
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||
<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>
|
||
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||
</div>
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||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
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||
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||
<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">
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||
<div class="jp-Cell-inputWrapper" tabindex="0">
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||
<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>
|
||
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||
</div>
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||
<div class="jp-Cell jp-MarkdownCell jp-Notebook-cell">
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<div class="jp-Cell-inputWrapper" tabindex="0">
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<div class="jp-Collapser jp-InputCollapser jp-Cell-inputCollapser">
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||
</div>
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||
<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>
|
||
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|
||
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|
||
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<div class="jp-InputPrompt jp-InputArea-prompt">In [9]:</div>
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<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>
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<span class="n">title_list</span> <span class="o">=</span> <span class="p">[</span>
|
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<span class="s2">"Cartesian with Ellipsoid No Border Union"</span><span class="p">,</span>
|
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<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>
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<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>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [10]:</div>
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<div class="jp-CodeMirrorEditor jp-Editor jp-InputArea-editor" data-type="inline">
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<div class="cm-editor cm-s-jupyter">
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<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>
|
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<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>
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||
</pre></div>
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</div>
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</div>
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</div>
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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-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>Let's start by importing what we will need to create our own geometry based on this equation.</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="kn">import</span><span class="w"> </span><span class="nn">torch</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>
|
||
</pre></div>
|
||
</div>
|
||
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<p>Next, we will create the <code>Heart(DomainInterface)</code> class and initialize it.</p>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [12]:</div>
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<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>
|
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<span class="w"> </span><span class="sd">"""Implementation of the Heart Domain."""</span>
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<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>
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<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>
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<div class="jp-InputPrompt jp-InputArea-prompt">In [13]:</div>
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<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>
|
||
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||
<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>
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||
<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>
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||
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|
||
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<div class="jp-InputPrompt jp-InputArea-prompt">In [14]:</div>
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<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>
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
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|
||
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|
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|
||
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|
||
<p>To create the Heart geometry we simply run:</p>
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [15]:</div>
|
||
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|
||
<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>
|
||
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|
||
<div class="jp-Cell-inputWrapper" tabindex="0">
|
||
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|
||
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|
||
<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>
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
<div class="jp-InputPrompt jp-InputArea-prompt">In [16]:</div>
|
||
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|
||
<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>
|
||
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|
||
</div>
|
||
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|
||
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|
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|
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|
||
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|
||
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|
||
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|
||
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|
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<img alt="No description has been provided for this image" class="" 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"/>
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<h2 id="What's-next?">What's next?<a class="anchor-link" href="#What's-next?">¶</a></h2><p>We have made a very simple tutorial on how to build custom geometries and use domain operation to compose base geometries. Now you can play around with different geometries and build your own!</p>
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