17058 lines
2.5 MiB
17058 lines
2.5 MiB
<!DOCTYPE html>
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<html>
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<head><meta charset="utf-8" />
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<title>10-shuffling</title>
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<script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script>
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<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/2.0.3/jquery.min.js"></script>
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<style type="text/css">
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/*!
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*
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* Twitter Bootstrap
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*
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*/
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/*!
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* Bootstrap v3.3.7 (http://getbootstrap.com)
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* Copyright 2011-2016 Twitter, Inc.
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* Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE)
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*/
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/*! normalize.css v3.0.3 | MIT License | github.com/necolas/normalize.css */
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html {
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font-family: sans-serif;
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-ms-text-size-adjust: 100%;
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-webkit-text-size-adjust: 100%;
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}
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body {
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margin: 0;
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}
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article,
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aside,
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details,
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figcaption,
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figure,
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footer,
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header,
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hgroup,
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main,
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menu,
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nav,
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section,
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summary {
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display: block;
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}
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audio,
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canvas,
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progress,
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video {
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display: inline-block;
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vertical-align: baseline;
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}
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audio:not([controls]) {
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display: none;
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height: 0;
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}
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[hidden],
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template {
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display: none;
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}
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a {
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background-color: transparent;
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}
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a:active,
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a:hover {
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outline: 0;
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}
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abbr[title] {
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border-bottom: 1px dotted;
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}
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b,
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strong {
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font-weight: bold;
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}
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dfn {
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font-style: italic;
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}
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h1 {
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font-size: 2em;
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margin: 0.67em 0;
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}
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mark {
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background: #ff0;
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color: #000;
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}
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small {
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font-size: 80%;
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}
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sub,
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sup {
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font-size: 75%;
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line-height: 0;
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position: relative;
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vertical-align: baseline;
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}
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sup {
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top: -0.5em;
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}
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sub {
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bottom: -0.25em;
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}
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img {
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border: 0;
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}
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svg:not(:root) {
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overflow: hidden;
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}
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figure {
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margin: 1em 40px;
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}
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hr {
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box-sizing: content-box;
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height: 0;
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}
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pre {
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overflow: auto;
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}
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code,
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kbd,
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pre,
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samp {
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font-family: monospace, monospace;
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font-size: 1em;
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}
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button,
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input,
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optgroup,
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select,
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textarea {
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color: inherit;
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font: inherit;
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margin: 0;
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}
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button {
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overflow: visible;
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}
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button,
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||
select {
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text-transform: none;
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||
}
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button,
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html input[type="button"],
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input[type="reset"],
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input[type="submit"] {
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-webkit-appearance: button;
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cursor: pointer;
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}
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button[disabled],
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html input[disabled] {
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cursor: default;
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}
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button::-moz-focus-inner,
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input::-moz-focus-inner {
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border: 0;
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padding: 0;
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}
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input {
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line-height: normal;
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}
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input[type="checkbox"],
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input[type="radio"] {
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box-sizing: border-box;
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padding: 0;
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}
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input[type="number"]::-webkit-inner-spin-button,
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input[type="number"]::-webkit-outer-spin-button {
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height: auto;
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}
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input[type="search"] {
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-webkit-appearance: textfield;
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box-sizing: content-box;
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}
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input[type="search"]::-webkit-search-cancel-button,
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input[type="search"]::-webkit-search-decoration {
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-webkit-appearance: none;
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||
}
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fieldset {
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border: 1px solid #c0c0c0;
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margin: 0 2px;
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padding: 0.35em 0.625em 0.75em;
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}
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legend {
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border: 0;
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padding: 0;
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}
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textarea {
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overflow: auto;
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}
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optgroup {
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font-weight: bold;
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}
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table {
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border-collapse: collapse;
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border-spacing: 0;
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}
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td,
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th {
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padding: 0;
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}
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/*! Source: https://github.com/h5bp/html5-boilerplate/blob/master/src/css/main.css */
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@media print {
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*,
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*:before,
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*:after {
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background: transparent !important;
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box-shadow: none !important;
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text-shadow: none !important;
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}
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a,
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a:visited {
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text-decoration: underline;
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}
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a[href]:after {
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content: " (" attr(href) ")";
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}
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abbr[title]:after {
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content: " (" attr(title) ")";
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}
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a[href^="#"]:after,
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a[href^="javascript:"]:after {
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content: "";
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}
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pre,
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blockquote {
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border: 1px solid #999;
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page-break-inside: avoid;
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}
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thead {
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display: table-header-group;
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}
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tr,
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img {
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page-break-inside: avoid;
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}
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img {
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max-width: 100% !important;
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}
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p,
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h2,
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h3 {
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orphans: 3;
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widows: 3;
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}
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h2,
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h3 {
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page-break-after: avoid;
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}
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.navbar {
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display: none;
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}
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.btn > .caret,
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.dropup > .btn > .caret {
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border-top-color: #000 !important;
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}
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.label {
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border: 1px solid #000;
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}
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.table {
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border-collapse: collapse !important;
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}
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.table td,
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.table th {
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background-color: #fff !important;
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}
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.table-bordered th,
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.table-bordered td {
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border: 1px solid #ddd !important;
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}
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}
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@font-face {
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font-family: 'Glyphicons Halflings';
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src: url('../components/bootstrap/fonts/glyphicons-halflings-regular.eot');
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src: url('../components/bootstrap/fonts/glyphicons-halflings-regular.eot?#iefix') format('embedded-opentype'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.woff2') format('woff2'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.woff') format('woff'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.ttf') format('truetype'), url('../components/bootstrap/fonts/glyphicons-halflings-regular.svg#glyphicons_halflingsregular') format('svg');
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}
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.glyphicon {
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position: relative;
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top: 1px;
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display: inline-block;
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font-family: 'Glyphicons Halflings';
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font-style: normal;
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font-weight: normal;
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line-height: 1;
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-webkit-font-smoothing: antialiased;
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-moz-osx-font-smoothing: grayscale;
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}
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.glyphicon-asterisk:before {
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||
content: "\002a";
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}
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.glyphicon-plus:before {
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content: "\002b";
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}
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.glyphicon-euro:before,
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.glyphicon-eur:before {
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content: "\20ac";
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}
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.glyphicon-minus:before {
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content: "\2212";
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}
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.glyphicon-cloud:before {
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content: "\2601";
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}
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.glyphicon-envelope:before {
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content: "\2709";
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}
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.glyphicon-pencil:before {
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content: "\270f";
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}
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.glyphicon-glass:before {
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content: "\e001";
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}
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.glyphicon-music:before {
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content: "\e002";
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}
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.glyphicon-search:before {
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content: "\e003";
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}
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.glyphicon-heart:before {
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content: "\e005";
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}
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.glyphicon-star:before {
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content: "\e006";
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}
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.glyphicon-star-empty:before {
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content: "\e007";
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}
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.glyphicon-user:before {
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content: "\e008";
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}
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||
.glyphicon-film:before {
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||
content: "\e009";
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}
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.glyphicon-th-large:before {
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content: "\e010";
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}
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.glyphicon-th:before {
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content: "\e011";
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}
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.glyphicon-th-list:before {
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||
content: "\e012";
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}
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.glyphicon-ok:before {
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content: "\e013";
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}
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.glyphicon-remove:before {
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content: "\e014";
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}
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.glyphicon-zoom-in:before {
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||
content: "\e015";
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}
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.glyphicon-zoom-out:before {
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||
content: "\e016";
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}
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.glyphicon-off:before {
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||
content: "\e017";
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}
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.glyphicon-signal:before {
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||
content: "\e018";
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}
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.glyphicon-cog:before {
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||
content: "\e019";
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}
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||
.glyphicon-trash:before {
|
||
content: "\e020";
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||
}
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||
.glyphicon-home:before {
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||
content: "\e021";
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||
}
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||
.glyphicon-file:before {
|
||
content: "\e022";
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||
}
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||
.glyphicon-time:before {
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||
content: "\e023";
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||
}
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||
.glyphicon-road:before {
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||
content: "\e024";
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||
}
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||
.glyphicon-download-alt:before {
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||
content: "\e025";
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||
}
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||
.glyphicon-download:before {
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||
content: "\e026";
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||
}
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||
.glyphicon-upload:before {
|
||
content: "\e027";
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||
}
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||
.glyphicon-inbox:before {
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||
content: "\e028";
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||
}
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||
.glyphicon-play-circle:before {
|
||
content: "\e029";
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||
}
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||
.glyphicon-repeat:before {
|
||
content: "\e030";
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||
}
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||
.glyphicon-refresh:before {
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||
content: "\e031";
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||
}
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||
.glyphicon-list-alt:before {
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||
content: "\e032";
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||
}
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||
.glyphicon-lock:before {
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||
content: "\e033";
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||
}
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||
.glyphicon-flag:before {
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||
content: "\e034";
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||
}
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||
.glyphicon-headphones:before {
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||
content: "\e035";
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||
}
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||
.glyphicon-volume-off:before {
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||
content: "\e036";
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||
}
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||
.glyphicon-volume-down:before {
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||
content: "\e037";
|
||
}
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||
.glyphicon-volume-up:before {
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||
content: "\e038";
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||
}
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||
.glyphicon-qrcode:before {
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||
content: "\e039";
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||
}
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||
.glyphicon-barcode:before {
|
||
content: "\e040";
|
||
}
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||
.glyphicon-tag:before {
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||
content: "\e041";
|
||
}
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||
.glyphicon-tags:before {
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||
content: "\e042";
|
||
}
|
||
.glyphicon-book:before {
|
||
content: "\e043";
|
||
}
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||
.glyphicon-bookmark:before {
|
||
content: "\e044";
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||
}
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||
.glyphicon-print:before {
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||
content: "\e045";
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||
}
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||
.glyphicon-camera:before {
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||
content: "\e046";
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||
}
|
||
.glyphicon-font:before {
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||
content: "\e047";
|
||
}
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||
.glyphicon-bold:before {
|
||
content: "\e048";
|
||
}
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||
.glyphicon-italic:before {
|
||
content: "\e049";
|
||
}
|
||
.glyphicon-text-height:before {
|
||
content: "\e050";
|
||
}
|
||
.glyphicon-text-width:before {
|
||
content: "\e051";
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||
}
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||
.glyphicon-align-left:before {
|
||
content: "\e052";
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||
}
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||
.glyphicon-align-center:before {
|
||
content: "\e053";
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||
}
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||
.glyphicon-align-right:before {
|
||
content: "\e054";
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||
}
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||
.glyphicon-align-justify:before {
|
||
content: "\e055";
|
||
}
|
||
.glyphicon-list:before {
|
||
content: "\e056";
|
||
}
|
||
.glyphicon-indent-left:before {
|
||
content: "\e057";
|
||
}
|
||
.glyphicon-indent-right:before {
|
||
content: "\e058";
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||
}
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||
.glyphicon-facetime-video:before {
|
||
content: "\e059";
|
||
}
|
||
.glyphicon-picture:before {
|
||
content: "\e060";
|
||
}
|
||
.glyphicon-map-marker:before {
|
||
content: "\e062";
|
||
}
|
||
.glyphicon-adjust:before {
|
||
content: "\e063";
|
||
}
|
||
.glyphicon-tint:before {
|
||
content: "\e064";
|
||
}
|
||
.glyphicon-edit:before {
|
||
content: "\e065";
|
||
}
|
||
.glyphicon-share:before {
|
||
content: "\e066";
|
||
}
|
||
.glyphicon-check:before {
|
||
content: "\e067";
|
||
}
|
||
.glyphicon-move:before {
|
||
content: "\e068";
|
||
}
|
||
.glyphicon-step-backward:before {
|
||
content: "\e069";
|
||
}
|
||
.glyphicon-fast-backward:before {
|
||
content: "\e070";
|
||
}
|
||
.glyphicon-backward:before {
|
||
content: "\e071";
|
||
}
|
||
.glyphicon-play:before {
|
||
content: "\e072";
|
||
}
|
||
.glyphicon-pause:before {
|
||
content: "\e073";
|
||
}
|
||
.glyphicon-stop:before {
|
||
content: "\e074";
|
||
}
|
||
.glyphicon-forward:before {
|
||
content: "\e075";
|
||
}
|
||
.glyphicon-fast-forward:before {
|
||
content: "\e076";
|
||
}
|
||
.glyphicon-step-forward:before {
|
||
content: "\e077";
|
||
}
|
||
.glyphicon-eject:before {
|
||
content: "\e078";
|
||
}
|
||
.glyphicon-chevron-left:before {
|
||
content: "\e079";
|
||
}
|
||
.glyphicon-chevron-right:before {
|
||
content: "\e080";
|
||
}
|
||
.glyphicon-plus-sign:before {
|
||
content: "\e081";
|
||
}
|
||
.glyphicon-minus-sign:before {
|
||
content: "\e082";
|
||
}
|
||
.glyphicon-remove-sign:before {
|
||
content: "\e083";
|
||
}
|
||
.glyphicon-ok-sign:before {
|
||
content: "\e084";
|
||
}
|
||
.glyphicon-question-sign:before {
|
||
content: "\e085";
|
||
}
|
||
.glyphicon-info-sign:before {
|
||
content: "\e086";
|
||
}
|
||
.glyphicon-screenshot:before {
|
||
content: "\e087";
|
||
}
|
||
.glyphicon-remove-circle:before {
|
||
content: "\e088";
|
||
}
|
||
.glyphicon-ok-circle:before {
|
||
content: "\e089";
|
||
}
|
||
.glyphicon-ban-circle:before {
|
||
content: "\e090";
|
||
}
|
||
.glyphicon-arrow-left:before {
|
||
content: "\e091";
|
||
}
|
||
.glyphicon-arrow-right:before {
|
||
content: "\e092";
|
||
}
|
||
.glyphicon-arrow-up:before {
|
||
content: "\e093";
|
||
}
|
||
.glyphicon-arrow-down:before {
|
||
content: "\e094";
|
||
}
|
||
.glyphicon-share-alt:before {
|
||
content: "\e095";
|
||
}
|
||
.glyphicon-resize-full:before {
|
||
content: "\e096";
|
||
}
|
||
.glyphicon-resize-small:before {
|
||
content: "\e097";
|
||
}
|
||
.glyphicon-exclamation-sign:before {
|
||
content: "\e101";
|
||
}
|
||
.glyphicon-gift:before {
|
||
content: "\e102";
|
||
}
|
||
.glyphicon-leaf:before {
|
||
content: "\e103";
|
||
}
|
||
.glyphicon-fire:before {
|
||
content: "\e104";
|
||
}
|
||
.glyphicon-eye-open:before {
|
||
content: "\e105";
|
||
}
|
||
.glyphicon-eye-close:before {
|
||
content: "\e106";
|
||
}
|
||
.glyphicon-warning-sign:before {
|
||
content: "\e107";
|
||
}
|
||
.glyphicon-plane:before {
|
||
content: "\e108";
|
||
}
|
||
.glyphicon-calendar:before {
|
||
content: "\e109";
|
||
}
|
||
.glyphicon-random:before {
|
||
content: "\e110";
|
||
}
|
||
.glyphicon-comment:before {
|
||
content: "\e111";
|
||
}
|
||
.glyphicon-magnet:before {
|
||
content: "\e112";
|
||
}
|
||
.glyphicon-chevron-up:before {
|
||
content: "\e113";
|
||
}
|
||
.glyphicon-chevron-down:before {
|
||
content: "\e114";
|
||
}
|
||
.glyphicon-retweet:before {
|
||
content: "\e115";
|
||
}
|
||
.glyphicon-shopping-cart:before {
|
||
content: "\e116";
|
||
}
|
||
.glyphicon-folder-close:before {
|
||
content: "\e117";
|
||
}
|
||
.glyphicon-folder-open:before {
|
||
content: "\e118";
|
||
}
|
||
.glyphicon-resize-vertical:before {
|
||
content: "\e119";
|
||
}
|
||
.glyphicon-resize-horizontal:before {
|
||
content: "\e120";
|
||
}
|
||
.glyphicon-hdd:before {
|
||
content: "\e121";
|
||
}
|
||
.glyphicon-bullhorn:before {
|
||
content: "\e122";
|
||
}
|
||
.glyphicon-bell:before {
|
||
content: "\e123";
|
||
}
|
||
.glyphicon-certificate:before {
|
||
content: "\e124";
|
||
}
|
||
.glyphicon-thumbs-up:before {
|
||
content: "\e125";
|
||
}
|
||
.glyphicon-thumbs-down:before {
|
||
content: "\e126";
|
||
}
|
||
.glyphicon-hand-right:before {
|
||
content: "\e127";
|
||
}
|
||
.glyphicon-hand-left:before {
|
||
content: "\e128";
|
||
}
|
||
.glyphicon-hand-up:before {
|
||
content: "\e129";
|
||
}
|
||
.glyphicon-hand-down:before {
|
||
content: "\e130";
|
||
}
|
||
.glyphicon-circle-arrow-right:before {
|
||
content: "\e131";
|
||
}
|
||
.glyphicon-circle-arrow-left:before {
|
||
content: "\e132";
|
||
}
|
||
.glyphicon-circle-arrow-up:before {
|
||
content: "\e133";
|
||
}
|
||
.glyphicon-circle-arrow-down:before {
|
||
content: "\e134";
|
||
}
|
||
.glyphicon-globe:before {
|
||
content: "\e135";
|
||
}
|
||
.glyphicon-wrench:before {
|
||
content: "\e136";
|
||
}
|
||
.glyphicon-tasks:before {
|
||
content: "\e137";
|
||
}
|
||
.glyphicon-filter:before {
|
||
content: "\e138";
|
||
}
|
||
.glyphicon-briefcase:before {
|
||
content: "\e139";
|
||
}
|
||
.glyphicon-fullscreen:before {
|
||
content: "\e140";
|
||
}
|
||
.glyphicon-dashboard:before {
|
||
content: "\e141";
|
||
}
|
||
.glyphicon-paperclip:before {
|
||
content: "\e142";
|
||
}
|
||
.glyphicon-heart-empty:before {
|
||
content: "\e143";
|
||
}
|
||
.glyphicon-link:before {
|
||
content: "\e144";
|
||
}
|
||
.glyphicon-phone:before {
|
||
content: "\e145";
|
||
}
|
||
.glyphicon-pushpin:before {
|
||
content: "\e146";
|
||
}
|
||
.glyphicon-usd:before {
|
||
content: "\e148";
|
||
}
|
||
.glyphicon-gbp:before {
|
||
content: "\e149";
|
||
}
|
||
.glyphicon-sort:before {
|
||
content: "\e150";
|
||
}
|
||
.glyphicon-sort-by-alphabet:before {
|
||
content: "\e151";
|
||
}
|
||
.glyphicon-sort-by-alphabet-alt:before {
|
||
content: "\e152";
|
||
}
|
||
.glyphicon-sort-by-order:before {
|
||
content: "\e153";
|
||
}
|
||
.glyphicon-sort-by-order-alt:before {
|
||
content: "\e154";
|
||
}
|
||
.glyphicon-sort-by-attributes:before {
|
||
content: "\e155";
|
||
}
|
||
.glyphicon-sort-by-attributes-alt:before {
|
||
content: "\e156";
|
||
}
|
||
.glyphicon-unchecked:before {
|
||
content: "\e157";
|
||
}
|
||
.glyphicon-expand:before {
|
||
content: "\e158";
|
||
}
|
||
.glyphicon-collapse-down:before {
|
||
content: "\e159";
|
||
}
|
||
.glyphicon-collapse-up:before {
|
||
content: "\e160";
|
||
}
|
||
.glyphicon-log-in:before {
|
||
content: "\e161";
|
||
}
|
||
.glyphicon-flash:before {
|
||
content: "\e162";
|
||
}
|
||
.glyphicon-log-out:before {
|
||
content: "\e163";
|
||
}
|
||
.glyphicon-new-window:before {
|
||
content: "\e164";
|
||
}
|
||
.glyphicon-record:before {
|
||
content: "\e165";
|
||
}
|
||
.glyphicon-save:before {
|
||
content: "\e166";
|
||
}
|
||
.glyphicon-open:before {
|
||
content: "\e167";
|
||
}
|
||
.glyphicon-saved:before {
|
||
content: "\e168";
|
||
}
|
||
.glyphicon-import:before {
|
||
content: "\e169";
|
||
}
|
||
.glyphicon-export:before {
|
||
content: "\e170";
|
||
}
|
||
.glyphicon-send:before {
|
||
content: "\e171";
|
||
}
|
||
.glyphicon-floppy-disk:before {
|
||
content: "\e172";
|
||
}
|
||
.glyphicon-floppy-saved:before {
|
||
content: "\e173";
|
||
}
|
||
.glyphicon-floppy-remove:before {
|
||
content: "\e174";
|
||
}
|
||
.glyphicon-floppy-save:before {
|
||
content: "\e175";
|
||
}
|
||
.glyphicon-floppy-open:before {
|
||
content: "\e176";
|
||
}
|
||
.glyphicon-credit-card:before {
|
||
content: "\e177";
|
||
}
|
||
.glyphicon-transfer:before {
|
||
content: "\e178";
|
||
}
|
||
.glyphicon-cutlery:before {
|
||
content: "\e179";
|
||
}
|
||
.glyphicon-header:before {
|
||
content: "\e180";
|
||
}
|
||
.glyphicon-compressed:before {
|
||
content: "\e181";
|
||
}
|
||
.glyphicon-earphone:before {
|
||
content: "\e182";
|
||
}
|
||
.glyphicon-phone-alt:before {
|
||
content: "\e183";
|
||
}
|
||
.glyphicon-tower:before {
|
||
content: "\e184";
|
||
}
|
||
.glyphicon-stats:before {
|
||
content: "\e185";
|
||
}
|
||
.glyphicon-sd-video:before {
|
||
content: "\e186";
|
||
}
|
||
.glyphicon-hd-video:before {
|
||
content: "\e187";
|
||
}
|
||
.glyphicon-subtitles:before {
|
||
content: "\e188";
|
||
}
|
||
.glyphicon-sound-stereo:before {
|
||
content: "\e189";
|
||
}
|
||
.glyphicon-sound-dolby:before {
|
||
content: "\e190";
|
||
}
|
||
.glyphicon-sound-5-1:before {
|
||
content: "\e191";
|
||
}
|
||
.glyphicon-sound-6-1:before {
|
||
content: "\e192";
|
||
}
|
||
.glyphicon-sound-7-1:before {
|
||
content: "\e193";
|
||
}
|
||
.glyphicon-copyright-mark:before {
|
||
content: "\e194";
|
||
}
|
||
.glyphicon-registration-mark:before {
|
||
content: "\e195";
|
||
}
|
||
.glyphicon-cloud-download:before {
|
||
content: "\e197";
|
||
}
|
||
.glyphicon-cloud-upload:before {
|
||
content: "\e198";
|
||
}
|
||
.glyphicon-tree-conifer:before {
|
||
content: "\e199";
|
||
}
|
||
.glyphicon-tree-deciduous:before {
|
||
content: "\e200";
|
||
}
|
||
.glyphicon-cd:before {
|
||
content: "\e201";
|
||
}
|
||
.glyphicon-save-file:before {
|
||
content: "\e202";
|
||
}
|
||
.glyphicon-open-file:before {
|
||
content: "\e203";
|
||
}
|
||
.glyphicon-level-up:before {
|
||
content: "\e204";
|
||
}
|
||
.glyphicon-copy:before {
|
||
content: "\e205";
|
||
}
|
||
.glyphicon-paste:before {
|
||
content: "\e206";
|
||
}
|
||
.glyphicon-alert:before {
|
||
content: "\e209";
|
||
}
|
||
.glyphicon-equalizer:before {
|
||
content: "\e210";
|
||
}
|
||
.glyphicon-king:before {
|
||
content: "\e211";
|
||
}
|
||
.glyphicon-queen:before {
|
||
content: "\e212";
|
||
}
|
||
.glyphicon-pawn:before {
|
||
content: "\e213";
|
||
}
|
||
.glyphicon-bishop:before {
|
||
content: "\e214";
|
||
}
|
||
.glyphicon-knight:before {
|
||
content: "\e215";
|
||
}
|
||
.glyphicon-baby-formula:before {
|
||
content: "\e216";
|
||
}
|
||
.glyphicon-tent:before {
|
||
content: "\26fa";
|
||
}
|
||
.glyphicon-blackboard:before {
|
||
content: "\e218";
|
||
}
|
||
.glyphicon-bed:before {
|
||
content: "\e219";
|
||
}
|
||
.glyphicon-apple:before {
|
||
content: "\f8ff";
|
||
}
|
||
.glyphicon-erase:before {
|
||
content: "\e221";
|
||
}
|
||
.glyphicon-hourglass:before {
|
||
content: "\231b";
|
||
}
|
||
.glyphicon-lamp:before {
|
||
content: "\e223";
|
||
}
|
||
.glyphicon-duplicate:before {
|
||
content: "\e224";
|
||
}
|
||
.glyphicon-piggy-bank:before {
|
||
content: "\e225";
|
||
}
|
||
.glyphicon-scissors:before {
|
||
content: "\e226";
|
||
}
|
||
.glyphicon-bitcoin:before {
|
||
content: "\e227";
|
||
}
|
||
.glyphicon-btc:before {
|
||
content: "\e227";
|
||
}
|
||
.glyphicon-xbt:before {
|
||
content: "\e227";
|
||
}
|
||
.glyphicon-yen:before {
|
||
content: "\00a5";
|
||
}
|
||
.glyphicon-jpy:before {
|
||
content: "\00a5";
|
||
}
|
||
.glyphicon-ruble:before {
|
||
content: "\20bd";
|
||
}
|
||
.glyphicon-rub:before {
|
||
content: "\20bd";
|
||
}
|
||
.glyphicon-scale:before {
|
||
content: "\e230";
|
||
}
|
||
.glyphicon-ice-lolly:before {
|
||
content: "\e231";
|
||
}
|
||
.glyphicon-ice-lolly-tasted:before {
|
||
content: "\e232";
|
||
}
|
||
.glyphicon-education:before {
|
||
content: "\e233";
|
||
}
|
||
.glyphicon-option-horizontal:before {
|
||
content: "\e234";
|
||
}
|
||
.glyphicon-option-vertical:before {
|
||
content: "\e235";
|
||
}
|
||
.glyphicon-menu-hamburger:before {
|
||
content: "\e236";
|
||
}
|
||
.glyphicon-modal-window:before {
|
||
content: "\e237";
|
||
}
|
||
.glyphicon-oil:before {
|
||
content: "\e238";
|
||
}
|
||
.glyphicon-grain:before {
|
||
content: "\e239";
|
||
}
|
||
.glyphicon-sunglasses:before {
|
||
content: "\e240";
|
||
}
|
||
.glyphicon-text-size:before {
|
||
content: "\e241";
|
||
}
|
||
.glyphicon-text-color:before {
|
||
content: "\e242";
|
||
}
|
||
.glyphicon-text-background:before {
|
||
content: "\e243";
|
||
}
|
||
.glyphicon-object-align-top:before {
|
||
content: "\e244";
|
||
}
|
||
.glyphicon-object-align-bottom:before {
|
||
content: "\e245";
|
||
}
|
||
.glyphicon-object-align-horizontal:before {
|
||
content: "\e246";
|
||
}
|
||
.glyphicon-object-align-left:before {
|
||
content: "\e247";
|
||
}
|
||
.glyphicon-object-align-vertical:before {
|
||
content: "\e248";
|
||
}
|
||
.glyphicon-object-align-right:before {
|
||
content: "\e249";
|
||
}
|
||
.glyphicon-triangle-right:before {
|
||
content: "\e250";
|
||
}
|
||
.glyphicon-triangle-left:before {
|
||
content: "\e251";
|
||
}
|
||
.glyphicon-triangle-bottom:before {
|
||
content: "\e252";
|
||
}
|
||
.glyphicon-triangle-top:before {
|
||
content: "\e253";
|
||
}
|
||
.glyphicon-console:before {
|
||
content: "\e254";
|
||
}
|
||
.glyphicon-superscript:before {
|
||
content: "\e255";
|
||
}
|
||
.glyphicon-subscript:before {
|
||
content: "\e256";
|
||
}
|
||
.glyphicon-menu-left:before {
|
||
content: "\e257";
|
||
}
|
||
.glyphicon-menu-right:before {
|
||
content: "\e258";
|
||
}
|
||
.glyphicon-menu-down:before {
|
||
content: "\e259";
|
||
}
|
||
.glyphicon-menu-up:before {
|
||
content: "\e260";
|
||
}
|
||
* {
|
||
-webkit-box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
box-sizing: border-box;
|
||
}
|
||
*:before,
|
||
*:after {
|
||
-webkit-box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
box-sizing: border-box;
|
||
}
|
||
html {
|
||
font-size: 10px;
|
||
-webkit-tap-highlight-color: rgba(0, 0, 0, 0);
|
||
}
|
||
body {
|
||
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
color: #000;
|
||
background-color: #fff;
|
||
}
|
||
input,
|
||
button,
|
||
select,
|
||
textarea {
|
||
font-family: inherit;
|
||
font-size: inherit;
|
||
line-height: inherit;
|
||
}
|
||
a {
|
||
color: #337ab7;
|
||
text-decoration: none;
|
||
}
|
||
a:hover,
|
||
a:focus {
|
||
color: #23527c;
|
||
text-decoration: underline;
|
||
}
|
||
a:focus {
|
||
outline: 5px auto -webkit-focus-ring-color;
|
||
outline-offset: -2px;
|
||
}
|
||
figure {
|
||
margin: 0;
|
||
}
|
||
img {
|
||
vertical-align: middle;
|
||
}
|
||
.img-responsive,
|
||
.thumbnail > img,
|
||
.thumbnail a > img,
|
||
.carousel-inner > .item > img,
|
||
.carousel-inner > .item > a > img {
|
||
display: block;
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
.img-rounded {
|
||
border-radius: 3px;
|
||
}
|
||
.img-thumbnail {
|
||
padding: 4px;
|
||
line-height: 1.42857143;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
border-radius: 2px;
|
||
-webkit-transition: all 0.2s ease-in-out;
|
||
-o-transition: all 0.2s ease-in-out;
|
||
transition: all 0.2s ease-in-out;
|
||
display: inline-block;
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
.img-circle {
|
||
border-radius: 50%;
|
||
}
|
||
hr {
|
||
margin-top: 18px;
|
||
margin-bottom: 18px;
|
||
border: 0;
|
||
border-top: 1px solid #eeeeee;
|
||
}
|
||
.sr-only {
|
||
position: absolute;
|
||
width: 1px;
|
||
height: 1px;
|
||
margin: -1px;
|
||
padding: 0;
|
||
overflow: hidden;
|
||
clip: rect(0, 0, 0, 0);
|
||
border: 0;
|
||
}
|
||
.sr-only-focusable:active,
|
||
.sr-only-focusable:focus {
|
||
position: static;
|
||
width: auto;
|
||
height: auto;
|
||
margin: 0;
|
||
overflow: visible;
|
||
clip: auto;
|
||
}
|
||
[role="button"] {
|
||
cursor: pointer;
|
||
}
|
||
h1,
|
||
h2,
|
||
h3,
|
||
h4,
|
||
h5,
|
||
h6,
|
||
.h1,
|
||
.h2,
|
||
.h3,
|
||
.h4,
|
||
.h5,
|
||
.h6 {
|
||
font-family: inherit;
|
||
font-weight: 500;
|
||
line-height: 1.1;
|
||
color: inherit;
|
||
}
|
||
h1 small,
|
||
h2 small,
|
||
h3 small,
|
||
h4 small,
|
||
h5 small,
|
||
h6 small,
|
||
.h1 small,
|
||
.h2 small,
|
||
.h3 small,
|
||
.h4 small,
|
||
.h5 small,
|
||
.h6 small,
|
||
h1 .small,
|
||
h2 .small,
|
||
h3 .small,
|
||
h4 .small,
|
||
h5 .small,
|
||
h6 .small,
|
||
.h1 .small,
|
||
.h2 .small,
|
||
.h3 .small,
|
||
.h4 .small,
|
||
.h5 .small,
|
||
.h6 .small {
|
||
font-weight: normal;
|
||
line-height: 1;
|
||
color: #777777;
|
||
}
|
||
h1,
|
||
.h1,
|
||
h2,
|
||
.h2,
|
||
h3,
|
||
.h3 {
|
||
margin-top: 18px;
|
||
margin-bottom: 9px;
|
||
}
|
||
h1 small,
|
||
.h1 small,
|
||
h2 small,
|
||
.h2 small,
|
||
h3 small,
|
||
.h3 small,
|
||
h1 .small,
|
||
.h1 .small,
|
||
h2 .small,
|
||
.h2 .small,
|
||
h3 .small,
|
||
.h3 .small {
|
||
font-size: 65%;
|
||
}
|
||
h4,
|
||
.h4,
|
||
h5,
|
||
.h5,
|
||
h6,
|
||
.h6 {
|
||
margin-top: 9px;
|
||
margin-bottom: 9px;
|
||
}
|
||
h4 small,
|
||
.h4 small,
|
||
h5 small,
|
||
.h5 small,
|
||
h6 small,
|
||
.h6 small,
|
||
h4 .small,
|
||
.h4 .small,
|
||
h5 .small,
|
||
.h5 .small,
|
||
h6 .small,
|
||
.h6 .small {
|
||
font-size: 75%;
|
||
}
|
||
h1,
|
||
.h1 {
|
||
font-size: 33px;
|
||
}
|
||
h2,
|
||
.h2 {
|
||
font-size: 27px;
|
||
}
|
||
h3,
|
||
.h3 {
|
||
font-size: 23px;
|
||
}
|
||
h4,
|
||
.h4 {
|
||
font-size: 17px;
|
||
}
|
||
h5,
|
||
.h5 {
|
||
font-size: 13px;
|
||
}
|
||
h6,
|
||
.h6 {
|
||
font-size: 12px;
|
||
}
|
||
p {
|
||
margin: 0 0 9px;
|
||
}
|
||
.lead {
|
||
margin-bottom: 18px;
|
||
font-size: 14px;
|
||
font-weight: 300;
|
||
line-height: 1.4;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.lead {
|
||
font-size: 19.5px;
|
||
}
|
||
}
|
||
small,
|
||
.small {
|
||
font-size: 92%;
|
||
}
|
||
mark,
|
||
.mark {
|
||
background-color: #fcf8e3;
|
||
padding: .2em;
|
||
}
|
||
.text-left {
|
||
text-align: left;
|
||
}
|
||
.text-right {
|
||
text-align: right;
|
||
}
|
||
.text-center {
|
||
text-align: center;
|
||
}
|
||
.text-justify {
|
||
text-align: justify;
|
||
}
|
||
.text-nowrap {
|
||
white-space: nowrap;
|
||
}
|
||
.text-lowercase {
|
||
text-transform: lowercase;
|
||
}
|
||
.text-uppercase {
|
||
text-transform: uppercase;
|
||
}
|
||
.text-capitalize {
|
||
text-transform: capitalize;
|
||
}
|
||
.text-muted {
|
||
color: #777777;
|
||
}
|
||
.text-primary {
|
||
color: #337ab7;
|
||
}
|
||
a.text-primary:hover,
|
||
a.text-primary:focus {
|
||
color: #286090;
|
||
}
|
||
.text-success {
|
||
color: #3c763d;
|
||
}
|
||
a.text-success:hover,
|
||
a.text-success:focus {
|
||
color: #2b542c;
|
||
}
|
||
.text-info {
|
||
color: #31708f;
|
||
}
|
||
a.text-info:hover,
|
||
a.text-info:focus {
|
||
color: #245269;
|
||
}
|
||
.text-warning {
|
||
color: #8a6d3b;
|
||
}
|
||
a.text-warning:hover,
|
||
a.text-warning:focus {
|
||
color: #66512c;
|
||
}
|
||
.text-danger {
|
||
color: #a94442;
|
||
}
|
||
a.text-danger:hover,
|
||
a.text-danger:focus {
|
||
color: #843534;
|
||
}
|
||
.bg-primary {
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
}
|
||
a.bg-primary:hover,
|
||
a.bg-primary:focus {
|
||
background-color: #286090;
|
||
}
|
||
.bg-success {
|
||
background-color: #dff0d8;
|
||
}
|
||
a.bg-success:hover,
|
||
a.bg-success:focus {
|
||
background-color: #c1e2b3;
|
||
}
|
||
.bg-info {
|
||
background-color: #d9edf7;
|
||
}
|
||
a.bg-info:hover,
|
||
a.bg-info:focus {
|
||
background-color: #afd9ee;
|
||
}
|
||
.bg-warning {
|
||
background-color: #fcf8e3;
|
||
}
|
||
a.bg-warning:hover,
|
||
a.bg-warning:focus {
|
||
background-color: #f7ecb5;
|
||
}
|
||
.bg-danger {
|
||
background-color: #f2dede;
|
||
}
|
||
a.bg-danger:hover,
|
||
a.bg-danger:focus {
|
||
background-color: #e4b9b9;
|
||
}
|
||
.page-header {
|
||
padding-bottom: 8px;
|
||
margin: 36px 0 18px;
|
||
border-bottom: 1px solid #eeeeee;
|
||
}
|
||
ul,
|
||
ol {
|
||
margin-top: 0;
|
||
margin-bottom: 9px;
|
||
}
|
||
ul ul,
|
||
ol ul,
|
||
ul ol,
|
||
ol ol {
|
||
margin-bottom: 0;
|
||
}
|
||
.list-unstyled {
|
||
padding-left: 0;
|
||
list-style: none;
|
||
}
|
||
.list-inline {
|
||
padding-left: 0;
|
||
list-style: none;
|
||
margin-left: -5px;
|
||
}
|
||
.list-inline > li {
|
||
display: inline-block;
|
||
padding-left: 5px;
|
||
padding-right: 5px;
|
||
}
|
||
dl {
|
||
margin-top: 0;
|
||
margin-bottom: 18px;
|
||
}
|
||
dt,
|
||
dd {
|
||
line-height: 1.42857143;
|
||
}
|
||
dt {
|
||
font-weight: bold;
|
||
}
|
||
dd {
|
||
margin-left: 0;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.dl-horizontal dt {
|
||
float: left;
|
||
width: 160px;
|
||
clear: left;
|
||
text-align: right;
|
||
overflow: hidden;
|
||
text-overflow: ellipsis;
|
||
white-space: nowrap;
|
||
}
|
||
.dl-horizontal dd {
|
||
margin-left: 180px;
|
||
}
|
||
}
|
||
abbr[title],
|
||
abbr[data-original-title] {
|
||
cursor: help;
|
||
border-bottom: 1px dotted #777777;
|
||
}
|
||
.initialism {
|
||
font-size: 90%;
|
||
text-transform: uppercase;
|
||
}
|
||
blockquote {
|
||
padding: 9px 18px;
|
||
margin: 0 0 18px;
|
||
font-size: inherit;
|
||
border-left: 5px solid #eeeeee;
|
||
}
|
||
blockquote p:last-child,
|
||
blockquote ul:last-child,
|
||
blockquote ol:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
blockquote footer,
|
||
blockquote small,
|
||
blockquote .small {
|
||
display: block;
|
||
font-size: 80%;
|
||
line-height: 1.42857143;
|
||
color: #777777;
|
||
}
|
||
blockquote footer:before,
|
||
blockquote small:before,
|
||
blockquote .small:before {
|
||
content: '\2014 \00A0';
|
||
}
|
||
.blockquote-reverse,
|
||
blockquote.pull-right {
|
||
padding-right: 15px;
|
||
padding-left: 0;
|
||
border-right: 5px solid #eeeeee;
|
||
border-left: 0;
|
||
text-align: right;
|
||
}
|
||
.blockquote-reverse footer:before,
|
||
blockquote.pull-right footer:before,
|
||
.blockquote-reverse small:before,
|
||
blockquote.pull-right small:before,
|
||
.blockquote-reverse .small:before,
|
||
blockquote.pull-right .small:before {
|
||
content: '';
|
||
}
|
||
.blockquote-reverse footer:after,
|
||
blockquote.pull-right footer:after,
|
||
.blockquote-reverse small:after,
|
||
blockquote.pull-right small:after,
|
||
.blockquote-reverse .small:after,
|
||
blockquote.pull-right .small:after {
|
||
content: '\00A0 \2014';
|
||
}
|
||
address {
|
||
margin-bottom: 18px;
|
||
font-style: normal;
|
||
line-height: 1.42857143;
|
||
}
|
||
code,
|
||
kbd,
|
||
pre,
|
||
samp {
|
||
font-family: monospace;
|
||
}
|
||
code {
|
||
padding: 2px 4px;
|
||
font-size: 90%;
|
||
color: #c7254e;
|
||
background-color: #f9f2f4;
|
||
border-radius: 2px;
|
||
}
|
||
kbd {
|
||
padding: 2px 4px;
|
||
font-size: 90%;
|
||
color: #888;
|
||
background-color: transparent;
|
||
border-radius: 1px;
|
||
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.25);
|
||
}
|
||
kbd kbd {
|
||
padding: 0;
|
||
font-size: 100%;
|
||
font-weight: bold;
|
||
box-shadow: none;
|
||
}
|
||
pre {
|
||
display: block;
|
||
padding: 8.5px;
|
||
margin: 0 0 9px;
|
||
font-size: 12px;
|
||
line-height: 1.42857143;
|
||
word-break: break-all;
|
||
word-wrap: break-word;
|
||
color: #333333;
|
||
background-color: #f5f5f5;
|
||
border: 1px solid #ccc;
|
||
border-radius: 2px;
|
||
}
|
||
pre code {
|
||
padding: 0;
|
||
font-size: inherit;
|
||
color: inherit;
|
||
white-space: pre-wrap;
|
||
background-color: transparent;
|
||
border-radius: 0;
|
||
}
|
||
.pre-scrollable {
|
||
max-height: 340px;
|
||
overflow-y: scroll;
|
||
}
|
||
.container {
|
||
margin-right: auto;
|
||
margin-left: auto;
|
||
padding-left: 0px;
|
||
padding-right: 0px;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.container {
|
||
width: 768px;
|
||
}
|
||
}
|
||
@media (min-width: 992px) {
|
||
.container {
|
||
width: 940px;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.container {
|
||
width: 1140px;
|
||
}
|
||
}
|
||
.container-fluid {
|
||
margin-right: auto;
|
||
margin-left: auto;
|
||
padding-left: 0px;
|
||
padding-right: 0px;
|
||
}
|
||
.row {
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
}
|
||
.col-xs-1, .col-sm-1, .col-md-1, .col-lg-1, .col-xs-2, .col-sm-2, .col-md-2, .col-lg-2, .col-xs-3, .col-sm-3, .col-md-3, .col-lg-3, .col-xs-4, .col-sm-4, .col-md-4, .col-lg-4, .col-xs-5, .col-sm-5, .col-md-5, .col-lg-5, .col-xs-6, .col-sm-6, .col-md-6, .col-lg-6, .col-xs-7, .col-sm-7, .col-md-7, .col-lg-7, .col-xs-8, .col-sm-8, .col-md-8, .col-lg-8, .col-xs-9, .col-sm-9, .col-md-9, .col-lg-9, .col-xs-10, .col-sm-10, .col-md-10, .col-lg-10, .col-xs-11, .col-sm-11, .col-md-11, .col-lg-11, .col-xs-12, .col-sm-12, .col-md-12, .col-lg-12 {
|
||
position: relative;
|
||
min-height: 1px;
|
||
padding-left: 0px;
|
||
padding-right: 0px;
|
||
}
|
||
.col-xs-1, .col-xs-2, .col-xs-3, .col-xs-4, .col-xs-5, .col-xs-6, .col-xs-7, .col-xs-8, .col-xs-9, .col-xs-10, .col-xs-11, .col-xs-12 {
|
||
float: left;
|
||
}
|
||
.col-xs-12 {
|
||
width: 100%;
|
||
}
|
||
.col-xs-11 {
|
||
width: 91.66666667%;
|
||
}
|
||
.col-xs-10 {
|
||
width: 83.33333333%;
|
||
}
|
||
.col-xs-9 {
|
||
width: 75%;
|
||
}
|
||
.col-xs-8 {
|
||
width: 66.66666667%;
|
||
}
|
||
.col-xs-7 {
|
||
width: 58.33333333%;
|
||
}
|
||
.col-xs-6 {
|
||
width: 50%;
|
||
}
|
||
.col-xs-5 {
|
||
width: 41.66666667%;
|
||
}
|
||
.col-xs-4 {
|
||
width: 33.33333333%;
|
||
}
|
||
.col-xs-3 {
|
||
width: 25%;
|
||
}
|
||
.col-xs-2 {
|
||
width: 16.66666667%;
|
||
}
|
||
.col-xs-1 {
|
||
width: 8.33333333%;
|
||
}
|
||
.col-xs-pull-12 {
|
||
right: 100%;
|
||
}
|
||
.col-xs-pull-11 {
|
||
right: 91.66666667%;
|
||
}
|
||
.col-xs-pull-10 {
|
||
right: 83.33333333%;
|
||
}
|
||
.col-xs-pull-9 {
|
||
right: 75%;
|
||
}
|
||
.col-xs-pull-8 {
|
||
right: 66.66666667%;
|
||
}
|
||
.col-xs-pull-7 {
|
||
right: 58.33333333%;
|
||
}
|
||
.col-xs-pull-6 {
|
||
right: 50%;
|
||
}
|
||
.col-xs-pull-5 {
|
||
right: 41.66666667%;
|
||
}
|
||
.col-xs-pull-4 {
|
||
right: 33.33333333%;
|
||
}
|
||
.col-xs-pull-3 {
|
||
right: 25%;
|
||
}
|
||
.col-xs-pull-2 {
|
||
right: 16.66666667%;
|
||
}
|
||
.col-xs-pull-1 {
|
||
right: 8.33333333%;
|
||
}
|
||
.col-xs-pull-0 {
|
||
right: auto;
|
||
}
|
||
.col-xs-push-12 {
|
||
left: 100%;
|
||
}
|
||
.col-xs-push-11 {
|
||
left: 91.66666667%;
|
||
}
|
||
.col-xs-push-10 {
|
||
left: 83.33333333%;
|
||
}
|
||
.col-xs-push-9 {
|
||
left: 75%;
|
||
}
|
||
.col-xs-push-8 {
|
||
left: 66.66666667%;
|
||
}
|
||
.col-xs-push-7 {
|
||
left: 58.33333333%;
|
||
}
|
||
.col-xs-push-6 {
|
||
left: 50%;
|
||
}
|
||
.col-xs-push-5 {
|
||
left: 41.66666667%;
|
||
}
|
||
.col-xs-push-4 {
|
||
left: 33.33333333%;
|
||
}
|
||
.col-xs-push-3 {
|
||
left: 25%;
|
||
}
|
||
.col-xs-push-2 {
|
||
left: 16.66666667%;
|
||
}
|
||
.col-xs-push-1 {
|
||
left: 8.33333333%;
|
||
}
|
||
.col-xs-push-0 {
|
||
left: auto;
|
||
}
|
||
.col-xs-offset-12 {
|
||
margin-left: 100%;
|
||
}
|
||
.col-xs-offset-11 {
|
||
margin-left: 91.66666667%;
|
||
}
|
||
.col-xs-offset-10 {
|
||
margin-left: 83.33333333%;
|
||
}
|
||
.col-xs-offset-9 {
|
||
margin-left: 75%;
|
||
}
|
||
.col-xs-offset-8 {
|
||
margin-left: 66.66666667%;
|
||
}
|
||
.col-xs-offset-7 {
|
||
margin-left: 58.33333333%;
|
||
}
|
||
.col-xs-offset-6 {
|
||
margin-left: 50%;
|
||
}
|
||
.col-xs-offset-5 {
|
||
margin-left: 41.66666667%;
|
||
}
|
||
.col-xs-offset-4 {
|
||
margin-left: 33.33333333%;
|
||
}
|
||
.col-xs-offset-3 {
|
||
margin-left: 25%;
|
||
}
|
||
.col-xs-offset-2 {
|
||
margin-left: 16.66666667%;
|
||
}
|
||
.col-xs-offset-1 {
|
||
margin-left: 8.33333333%;
|
||
}
|
||
.col-xs-offset-0 {
|
||
margin-left: 0%;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.col-sm-1, .col-sm-2, .col-sm-3, .col-sm-4, .col-sm-5, .col-sm-6, .col-sm-7, .col-sm-8, .col-sm-9, .col-sm-10, .col-sm-11, .col-sm-12 {
|
||
float: left;
|
||
}
|
||
.col-sm-12 {
|
||
width: 100%;
|
||
}
|
||
.col-sm-11 {
|
||
width: 91.66666667%;
|
||
}
|
||
.col-sm-10 {
|
||
width: 83.33333333%;
|
||
}
|
||
.col-sm-9 {
|
||
width: 75%;
|
||
}
|
||
.col-sm-8 {
|
||
width: 66.66666667%;
|
||
}
|
||
.col-sm-7 {
|
||
width: 58.33333333%;
|
||
}
|
||
.col-sm-6 {
|
||
width: 50%;
|
||
}
|
||
.col-sm-5 {
|
||
width: 41.66666667%;
|
||
}
|
||
.col-sm-4 {
|
||
width: 33.33333333%;
|
||
}
|
||
.col-sm-3 {
|
||
width: 25%;
|
||
}
|
||
.col-sm-2 {
|
||
width: 16.66666667%;
|
||
}
|
||
.col-sm-1 {
|
||
width: 8.33333333%;
|
||
}
|
||
.col-sm-pull-12 {
|
||
right: 100%;
|
||
}
|
||
.col-sm-pull-11 {
|
||
right: 91.66666667%;
|
||
}
|
||
.col-sm-pull-10 {
|
||
right: 83.33333333%;
|
||
}
|
||
.col-sm-pull-9 {
|
||
right: 75%;
|
||
}
|
||
.col-sm-pull-8 {
|
||
right: 66.66666667%;
|
||
}
|
||
.col-sm-pull-7 {
|
||
right: 58.33333333%;
|
||
}
|
||
.col-sm-pull-6 {
|
||
right: 50%;
|
||
}
|
||
.col-sm-pull-5 {
|
||
right: 41.66666667%;
|
||
}
|
||
.col-sm-pull-4 {
|
||
right: 33.33333333%;
|
||
}
|
||
.col-sm-pull-3 {
|
||
right: 25%;
|
||
}
|
||
.col-sm-pull-2 {
|
||
right: 16.66666667%;
|
||
}
|
||
.col-sm-pull-1 {
|
||
right: 8.33333333%;
|
||
}
|
||
.col-sm-pull-0 {
|
||
right: auto;
|
||
}
|
||
.col-sm-push-12 {
|
||
left: 100%;
|
||
}
|
||
.col-sm-push-11 {
|
||
left: 91.66666667%;
|
||
}
|
||
.col-sm-push-10 {
|
||
left: 83.33333333%;
|
||
}
|
||
.col-sm-push-9 {
|
||
left: 75%;
|
||
}
|
||
.col-sm-push-8 {
|
||
left: 66.66666667%;
|
||
}
|
||
.col-sm-push-7 {
|
||
left: 58.33333333%;
|
||
}
|
||
.col-sm-push-6 {
|
||
left: 50%;
|
||
}
|
||
.col-sm-push-5 {
|
||
left: 41.66666667%;
|
||
}
|
||
.col-sm-push-4 {
|
||
left: 33.33333333%;
|
||
}
|
||
.col-sm-push-3 {
|
||
left: 25%;
|
||
}
|
||
.col-sm-push-2 {
|
||
left: 16.66666667%;
|
||
}
|
||
.col-sm-push-1 {
|
||
left: 8.33333333%;
|
||
}
|
||
.col-sm-push-0 {
|
||
left: auto;
|
||
}
|
||
.col-sm-offset-12 {
|
||
margin-left: 100%;
|
||
}
|
||
.col-sm-offset-11 {
|
||
margin-left: 91.66666667%;
|
||
}
|
||
.col-sm-offset-10 {
|
||
margin-left: 83.33333333%;
|
||
}
|
||
.col-sm-offset-9 {
|
||
margin-left: 75%;
|
||
}
|
||
.col-sm-offset-8 {
|
||
margin-left: 66.66666667%;
|
||
}
|
||
.col-sm-offset-7 {
|
||
margin-left: 58.33333333%;
|
||
}
|
||
.col-sm-offset-6 {
|
||
margin-left: 50%;
|
||
}
|
||
.col-sm-offset-5 {
|
||
margin-left: 41.66666667%;
|
||
}
|
||
.col-sm-offset-4 {
|
||
margin-left: 33.33333333%;
|
||
}
|
||
.col-sm-offset-3 {
|
||
margin-left: 25%;
|
||
}
|
||
.col-sm-offset-2 {
|
||
margin-left: 16.66666667%;
|
||
}
|
||
.col-sm-offset-1 {
|
||
margin-left: 8.33333333%;
|
||
}
|
||
.col-sm-offset-0 {
|
||
margin-left: 0%;
|
||
}
|
||
}
|
||
@media (min-width: 992px) {
|
||
.col-md-1, .col-md-2, .col-md-3, .col-md-4, .col-md-5, .col-md-6, .col-md-7, .col-md-8, .col-md-9, .col-md-10, .col-md-11, .col-md-12 {
|
||
float: left;
|
||
}
|
||
.col-md-12 {
|
||
width: 100%;
|
||
}
|
||
.col-md-11 {
|
||
width: 91.66666667%;
|
||
}
|
||
.col-md-10 {
|
||
width: 83.33333333%;
|
||
}
|
||
.col-md-9 {
|
||
width: 75%;
|
||
}
|
||
.col-md-8 {
|
||
width: 66.66666667%;
|
||
}
|
||
.col-md-7 {
|
||
width: 58.33333333%;
|
||
}
|
||
.col-md-6 {
|
||
width: 50%;
|
||
}
|
||
.col-md-5 {
|
||
width: 41.66666667%;
|
||
}
|
||
.col-md-4 {
|
||
width: 33.33333333%;
|
||
}
|
||
.col-md-3 {
|
||
width: 25%;
|
||
}
|
||
.col-md-2 {
|
||
width: 16.66666667%;
|
||
}
|
||
.col-md-1 {
|
||
width: 8.33333333%;
|
||
}
|
||
.col-md-pull-12 {
|
||
right: 100%;
|
||
}
|
||
.col-md-pull-11 {
|
||
right: 91.66666667%;
|
||
}
|
||
.col-md-pull-10 {
|
||
right: 83.33333333%;
|
||
}
|
||
.col-md-pull-9 {
|
||
right: 75%;
|
||
}
|
||
.col-md-pull-8 {
|
||
right: 66.66666667%;
|
||
}
|
||
.col-md-pull-7 {
|
||
right: 58.33333333%;
|
||
}
|
||
.col-md-pull-6 {
|
||
right: 50%;
|
||
}
|
||
.col-md-pull-5 {
|
||
right: 41.66666667%;
|
||
}
|
||
.col-md-pull-4 {
|
||
right: 33.33333333%;
|
||
}
|
||
.col-md-pull-3 {
|
||
right: 25%;
|
||
}
|
||
.col-md-pull-2 {
|
||
right: 16.66666667%;
|
||
}
|
||
.col-md-pull-1 {
|
||
right: 8.33333333%;
|
||
}
|
||
.col-md-pull-0 {
|
||
right: auto;
|
||
}
|
||
.col-md-push-12 {
|
||
left: 100%;
|
||
}
|
||
.col-md-push-11 {
|
||
left: 91.66666667%;
|
||
}
|
||
.col-md-push-10 {
|
||
left: 83.33333333%;
|
||
}
|
||
.col-md-push-9 {
|
||
left: 75%;
|
||
}
|
||
.col-md-push-8 {
|
||
left: 66.66666667%;
|
||
}
|
||
.col-md-push-7 {
|
||
left: 58.33333333%;
|
||
}
|
||
.col-md-push-6 {
|
||
left: 50%;
|
||
}
|
||
.col-md-push-5 {
|
||
left: 41.66666667%;
|
||
}
|
||
.col-md-push-4 {
|
||
left: 33.33333333%;
|
||
}
|
||
.col-md-push-3 {
|
||
left: 25%;
|
||
}
|
||
.col-md-push-2 {
|
||
left: 16.66666667%;
|
||
}
|
||
.col-md-push-1 {
|
||
left: 8.33333333%;
|
||
}
|
||
.col-md-push-0 {
|
||
left: auto;
|
||
}
|
||
.col-md-offset-12 {
|
||
margin-left: 100%;
|
||
}
|
||
.col-md-offset-11 {
|
||
margin-left: 91.66666667%;
|
||
}
|
||
.col-md-offset-10 {
|
||
margin-left: 83.33333333%;
|
||
}
|
||
.col-md-offset-9 {
|
||
margin-left: 75%;
|
||
}
|
||
.col-md-offset-8 {
|
||
margin-left: 66.66666667%;
|
||
}
|
||
.col-md-offset-7 {
|
||
margin-left: 58.33333333%;
|
||
}
|
||
.col-md-offset-6 {
|
||
margin-left: 50%;
|
||
}
|
||
.col-md-offset-5 {
|
||
margin-left: 41.66666667%;
|
||
}
|
||
.col-md-offset-4 {
|
||
margin-left: 33.33333333%;
|
||
}
|
||
.col-md-offset-3 {
|
||
margin-left: 25%;
|
||
}
|
||
.col-md-offset-2 {
|
||
margin-left: 16.66666667%;
|
||
}
|
||
.col-md-offset-1 {
|
||
margin-left: 8.33333333%;
|
||
}
|
||
.col-md-offset-0 {
|
||
margin-left: 0%;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.col-lg-1, .col-lg-2, .col-lg-3, .col-lg-4, .col-lg-5, .col-lg-6, .col-lg-7, .col-lg-8, .col-lg-9, .col-lg-10, .col-lg-11, .col-lg-12 {
|
||
float: left;
|
||
}
|
||
.col-lg-12 {
|
||
width: 100%;
|
||
}
|
||
.col-lg-11 {
|
||
width: 91.66666667%;
|
||
}
|
||
.col-lg-10 {
|
||
width: 83.33333333%;
|
||
}
|
||
.col-lg-9 {
|
||
width: 75%;
|
||
}
|
||
.col-lg-8 {
|
||
width: 66.66666667%;
|
||
}
|
||
.col-lg-7 {
|
||
width: 58.33333333%;
|
||
}
|
||
.col-lg-6 {
|
||
width: 50%;
|
||
}
|
||
.col-lg-5 {
|
||
width: 41.66666667%;
|
||
}
|
||
.col-lg-4 {
|
||
width: 33.33333333%;
|
||
}
|
||
.col-lg-3 {
|
||
width: 25%;
|
||
}
|
||
.col-lg-2 {
|
||
width: 16.66666667%;
|
||
}
|
||
.col-lg-1 {
|
||
width: 8.33333333%;
|
||
}
|
||
.col-lg-pull-12 {
|
||
right: 100%;
|
||
}
|
||
.col-lg-pull-11 {
|
||
right: 91.66666667%;
|
||
}
|
||
.col-lg-pull-10 {
|
||
right: 83.33333333%;
|
||
}
|
||
.col-lg-pull-9 {
|
||
right: 75%;
|
||
}
|
||
.col-lg-pull-8 {
|
||
right: 66.66666667%;
|
||
}
|
||
.col-lg-pull-7 {
|
||
right: 58.33333333%;
|
||
}
|
||
.col-lg-pull-6 {
|
||
right: 50%;
|
||
}
|
||
.col-lg-pull-5 {
|
||
right: 41.66666667%;
|
||
}
|
||
.col-lg-pull-4 {
|
||
right: 33.33333333%;
|
||
}
|
||
.col-lg-pull-3 {
|
||
right: 25%;
|
||
}
|
||
.col-lg-pull-2 {
|
||
right: 16.66666667%;
|
||
}
|
||
.col-lg-pull-1 {
|
||
right: 8.33333333%;
|
||
}
|
||
.col-lg-pull-0 {
|
||
right: auto;
|
||
}
|
||
.col-lg-push-12 {
|
||
left: 100%;
|
||
}
|
||
.col-lg-push-11 {
|
||
left: 91.66666667%;
|
||
}
|
||
.col-lg-push-10 {
|
||
left: 83.33333333%;
|
||
}
|
||
.col-lg-push-9 {
|
||
left: 75%;
|
||
}
|
||
.col-lg-push-8 {
|
||
left: 66.66666667%;
|
||
}
|
||
.col-lg-push-7 {
|
||
left: 58.33333333%;
|
||
}
|
||
.col-lg-push-6 {
|
||
left: 50%;
|
||
}
|
||
.col-lg-push-5 {
|
||
left: 41.66666667%;
|
||
}
|
||
.col-lg-push-4 {
|
||
left: 33.33333333%;
|
||
}
|
||
.col-lg-push-3 {
|
||
left: 25%;
|
||
}
|
||
.col-lg-push-2 {
|
||
left: 16.66666667%;
|
||
}
|
||
.col-lg-push-1 {
|
||
left: 8.33333333%;
|
||
}
|
||
.col-lg-push-0 {
|
||
left: auto;
|
||
}
|
||
.col-lg-offset-12 {
|
||
margin-left: 100%;
|
||
}
|
||
.col-lg-offset-11 {
|
||
margin-left: 91.66666667%;
|
||
}
|
||
.col-lg-offset-10 {
|
||
margin-left: 83.33333333%;
|
||
}
|
||
.col-lg-offset-9 {
|
||
margin-left: 75%;
|
||
}
|
||
.col-lg-offset-8 {
|
||
margin-left: 66.66666667%;
|
||
}
|
||
.col-lg-offset-7 {
|
||
margin-left: 58.33333333%;
|
||
}
|
||
.col-lg-offset-6 {
|
||
margin-left: 50%;
|
||
}
|
||
.col-lg-offset-5 {
|
||
margin-left: 41.66666667%;
|
||
}
|
||
.col-lg-offset-4 {
|
||
margin-left: 33.33333333%;
|
||
}
|
||
.col-lg-offset-3 {
|
||
margin-left: 25%;
|
||
}
|
||
.col-lg-offset-2 {
|
||
margin-left: 16.66666667%;
|
||
}
|
||
.col-lg-offset-1 {
|
||
margin-left: 8.33333333%;
|
||
}
|
||
.col-lg-offset-0 {
|
||
margin-left: 0%;
|
||
}
|
||
}
|
||
table {
|
||
background-color: transparent;
|
||
}
|
||
caption {
|
||
padding-top: 8px;
|
||
padding-bottom: 8px;
|
||
color: #777777;
|
||
text-align: left;
|
||
}
|
||
th {
|
||
text-align: left;
|
||
}
|
||
.table {
|
||
width: 100%;
|
||
max-width: 100%;
|
||
margin-bottom: 18px;
|
||
}
|
||
.table > thead > tr > th,
|
||
.table > tbody > tr > th,
|
||
.table > tfoot > tr > th,
|
||
.table > thead > tr > td,
|
||
.table > tbody > tr > td,
|
||
.table > tfoot > tr > td {
|
||
padding: 8px;
|
||
line-height: 1.42857143;
|
||
vertical-align: top;
|
||
border-top: 1px solid #ddd;
|
||
}
|
||
.table > thead > tr > th {
|
||
vertical-align: bottom;
|
||
border-bottom: 2px solid #ddd;
|
||
}
|
||
.table > caption + thead > tr:first-child > th,
|
||
.table > colgroup + thead > tr:first-child > th,
|
||
.table > thead:first-child > tr:first-child > th,
|
||
.table > caption + thead > tr:first-child > td,
|
||
.table > colgroup + thead > tr:first-child > td,
|
||
.table > thead:first-child > tr:first-child > td {
|
||
border-top: 0;
|
||
}
|
||
.table > tbody + tbody {
|
||
border-top: 2px solid #ddd;
|
||
}
|
||
.table .table {
|
||
background-color: #fff;
|
||
}
|
||
.table-condensed > thead > tr > th,
|
||
.table-condensed > tbody > tr > th,
|
||
.table-condensed > tfoot > tr > th,
|
||
.table-condensed > thead > tr > td,
|
||
.table-condensed > tbody > tr > td,
|
||
.table-condensed > tfoot > tr > td {
|
||
padding: 5px;
|
||
}
|
||
.table-bordered {
|
||
border: 1px solid #ddd;
|
||
}
|
||
.table-bordered > thead > tr > th,
|
||
.table-bordered > tbody > tr > th,
|
||
.table-bordered > tfoot > tr > th,
|
||
.table-bordered > thead > tr > td,
|
||
.table-bordered > tbody > tr > td,
|
||
.table-bordered > tfoot > tr > td {
|
||
border: 1px solid #ddd;
|
||
}
|
||
.table-bordered > thead > tr > th,
|
||
.table-bordered > thead > tr > td {
|
||
border-bottom-width: 2px;
|
||
}
|
||
.table-striped > tbody > tr:nth-of-type(odd) {
|
||
background-color: #f9f9f9;
|
||
}
|
||
.table-hover > tbody > tr:hover {
|
||
background-color: #f5f5f5;
|
||
}
|
||
table col[class*="col-"] {
|
||
position: static;
|
||
float: none;
|
||
display: table-column;
|
||
}
|
||
table td[class*="col-"],
|
||
table th[class*="col-"] {
|
||
position: static;
|
||
float: none;
|
||
display: table-cell;
|
||
}
|
||
.table > thead > tr > td.active,
|
||
.table > tbody > tr > td.active,
|
||
.table > tfoot > tr > td.active,
|
||
.table > thead > tr > th.active,
|
||
.table > tbody > tr > th.active,
|
||
.table > tfoot > tr > th.active,
|
||
.table > thead > tr.active > td,
|
||
.table > tbody > tr.active > td,
|
||
.table > tfoot > tr.active > td,
|
||
.table > thead > tr.active > th,
|
||
.table > tbody > tr.active > th,
|
||
.table > tfoot > tr.active > th {
|
||
background-color: #f5f5f5;
|
||
}
|
||
.table-hover > tbody > tr > td.active:hover,
|
||
.table-hover > tbody > tr > th.active:hover,
|
||
.table-hover > tbody > tr.active:hover > td,
|
||
.table-hover > tbody > tr:hover > .active,
|
||
.table-hover > tbody > tr.active:hover > th {
|
||
background-color: #e8e8e8;
|
||
}
|
||
.table > thead > tr > td.success,
|
||
.table > tbody > tr > td.success,
|
||
.table > tfoot > tr > td.success,
|
||
.table > thead > tr > th.success,
|
||
.table > tbody > tr > th.success,
|
||
.table > tfoot > tr > th.success,
|
||
.table > thead > tr.success > td,
|
||
.table > tbody > tr.success > td,
|
||
.table > tfoot > tr.success > td,
|
||
.table > thead > tr.success > th,
|
||
.table > tbody > tr.success > th,
|
||
.table > tfoot > tr.success > th {
|
||
background-color: #dff0d8;
|
||
}
|
||
.table-hover > tbody > tr > td.success:hover,
|
||
.table-hover > tbody > tr > th.success:hover,
|
||
.table-hover > tbody > tr.success:hover > td,
|
||
.table-hover > tbody > tr:hover > .success,
|
||
.table-hover > tbody > tr.success:hover > th {
|
||
background-color: #d0e9c6;
|
||
}
|
||
.table > thead > tr > td.info,
|
||
.table > tbody > tr > td.info,
|
||
.table > tfoot > tr > td.info,
|
||
.table > thead > tr > th.info,
|
||
.table > tbody > tr > th.info,
|
||
.table > tfoot > tr > th.info,
|
||
.table > thead > tr.info > td,
|
||
.table > tbody > tr.info > td,
|
||
.table > tfoot > tr.info > td,
|
||
.table > thead > tr.info > th,
|
||
.table > tbody > tr.info > th,
|
||
.table > tfoot > tr.info > th {
|
||
background-color: #d9edf7;
|
||
}
|
||
.table-hover > tbody > tr > td.info:hover,
|
||
.table-hover > tbody > tr > th.info:hover,
|
||
.table-hover > tbody > tr.info:hover > td,
|
||
.table-hover > tbody > tr:hover > .info,
|
||
.table-hover > tbody > tr.info:hover > th {
|
||
background-color: #c4e3f3;
|
||
}
|
||
.table > thead > tr > td.warning,
|
||
.table > tbody > tr > td.warning,
|
||
.table > tfoot > tr > td.warning,
|
||
.table > thead > tr > th.warning,
|
||
.table > tbody > tr > th.warning,
|
||
.table > tfoot > tr > th.warning,
|
||
.table > thead > tr.warning > td,
|
||
.table > tbody > tr.warning > td,
|
||
.table > tfoot > tr.warning > td,
|
||
.table > thead > tr.warning > th,
|
||
.table > tbody > tr.warning > th,
|
||
.table > tfoot > tr.warning > th {
|
||
background-color: #fcf8e3;
|
||
}
|
||
.table-hover > tbody > tr > td.warning:hover,
|
||
.table-hover > tbody > tr > th.warning:hover,
|
||
.table-hover > tbody > tr.warning:hover > td,
|
||
.table-hover > tbody > tr:hover > .warning,
|
||
.table-hover > tbody > tr.warning:hover > th {
|
||
background-color: #faf2cc;
|
||
}
|
||
.table > thead > tr > td.danger,
|
||
.table > tbody > tr > td.danger,
|
||
.table > tfoot > tr > td.danger,
|
||
.table > thead > tr > th.danger,
|
||
.table > tbody > tr > th.danger,
|
||
.table > tfoot > tr > th.danger,
|
||
.table > thead > tr.danger > td,
|
||
.table > tbody > tr.danger > td,
|
||
.table > tfoot > tr.danger > td,
|
||
.table > thead > tr.danger > th,
|
||
.table > tbody > tr.danger > th,
|
||
.table > tfoot > tr.danger > th {
|
||
background-color: #f2dede;
|
||
}
|
||
.table-hover > tbody > tr > td.danger:hover,
|
||
.table-hover > tbody > tr > th.danger:hover,
|
||
.table-hover > tbody > tr.danger:hover > td,
|
||
.table-hover > tbody > tr:hover > .danger,
|
||
.table-hover > tbody > tr.danger:hover > th {
|
||
background-color: #ebcccc;
|
||
}
|
||
.table-responsive {
|
||
overflow-x: auto;
|
||
min-height: 0.01%;
|
||
}
|
||
@media screen and (max-width: 767px) {
|
||
.table-responsive {
|
||
width: 100%;
|
||
margin-bottom: 13.5px;
|
||
overflow-y: hidden;
|
||
-ms-overflow-style: -ms-autohiding-scrollbar;
|
||
border: 1px solid #ddd;
|
||
}
|
||
.table-responsive > .table {
|
||
margin-bottom: 0;
|
||
}
|
||
.table-responsive > .table > thead > tr > th,
|
||
.table-responsive > .table > tbody > tr > th,
|
||
.table-responsive > .table > tfoot > tr > th,
|
||
.table-responsive > .table > thead > tr > td,
|
||
.table-responsive > .table > tbody > tr > td,
|
||
.table-responsive > .table > tfoot > tr > td {
|
||
white-space: nowrap;
|
||
}
|
||
.table-responsive > .table-bordered {
|
||
border: 0;
|
||
}
|
||
.table-responsive > .table-bordered > thead > tr > th:first-child,
|
||
.table-responsive > .table-bordered > tbody > tr > th:first-child,
|
||
.table-responsive > .table-bordered > tfoot > tr > th:first-child,
|
||
.table-responsive > .table-bordered > thead > tr > td:first-child,
|
||
.table-responsive > .table-bordered > tbody > tr > td:first-child,
|
||
.table-responsive > .table-bordered > tfoot > tr > td:first-child {
|
||
border-left: 0;
|
||
}
|
||
.table-responsive > .table-bordered > thead > tr > th:last-child,
|
||
.table-responsive > .table-bordered > tbody > tr > th:last-child,
|
||
.table-responsive > .table-bordered > tfoot > tr > th:last-child,
|
||
.table-responsive > .table-bordered > thead > tr > td:last-child,
|
||
.table-responsive > .table-bordered > tbody > tr > td:last-child,
|
||
.table-responsive > .table-bordered > tfoot > tr > td:last-child {
|
||
border-right: 0;
|
||
}
|
||
.table-responsive > .table-bordered > tbody > tr:last-child > th,
|
||
.table-responsive > .table-bordered > tfoot > tr:last-child > th,
|
||
.table-responsive > .table-bordered > tbody > tr:last-child > td,
|
||
.table-responsive > .table-bordered > tfoot > tr:last-child > td {
|
||
border-bottom: 0;
|
||
}
|
||
}
|
||
fieldset {
|
||
padding: 0;
|
||
margin: 0;
|
||
border: 0;
|
||
min-width: 0;
|
||
}
|
||
legend {
|
||
display: block;
|
||
width: 100%;
|
||
padding: 0;
|
||
margin-bottom: 18px;
|
||
font-size: 19.5px;
|
||
line-height: inherit;
|
||
color: #333333;
|
||
border: 0;
|
||
border-bottom: 1px solid #e5e5e5;
|
||
}
|
||
label {
|
||
display: inline-block;
|
||
max-width: 100%;
|
||
margin-bottom: 5px;
|
||
font-weight: bold;
|
||
}
|
||
input[type="search"] {
|
||
-webkit-box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
box-sizing: border-box;
|
||
}
|
||
input[type="radio"],
|
||
input[type="checkbox"] {
|
||
margin: 4px 0 0;
|
||
margin-top: 1px \9;
|
||
line-height: normal;
|
||
}
|
||
input[type="file"] {
|
||
display: block;
|
||
}
|
||
input[type="range"] {
|
||
display: block;
|
||
width: 100%;
|
||
}
|
||
select[multiple],
|
||
select[size] {
|
||
height: auto;
|
||
}
|
||
input[type="file"]:focus,
|
||
input[type="radio"]:focus,
|
||
input[type="checkbox"]:focus {
|
||
outline: 5px auto -webkit-focus-ring-color;
|
||
outline-offset: -2px;
|
||
}
|
||
output {
|
||
display: block;
|
||
padding-top: 7px;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
color: #555555;
|
||
}
|
||
.form-control {
|
||
display: block;
|
||
width: 100%;
|
||
height: 32px;
|
||
padding: 6px 12px;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
color: #555555;
|
||
background-color: #fff;
|
||
background-image: none;
|
||
border: 1px solid #ccc;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
-webkit-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
-o-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
}
|
||
.form-control:focus {
|
||
border-color: #66afe9;
|
||
outline: 0;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
}
|
||
.form-control::-moz-placeholder {
|
||
color: #999;
|
||
opacity: 1;
|
||
}
|
||
.form-control:-ms-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.form-control::-webkit-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.form-control::-ms-expand {
|
||
border: 0;
|
||
background-color: transparent;
|
||
}
|
||
.form-control[disabled],
|
||
.form-control[readonly],
|
||
fieldset[disabled] .form-control {
|
||
background-color: #eeeeee;
|
||
opacity: 1;
|
||
}
|
||
.form-control[disabled],
|
||
fieldset[disabled] .form-control {
|
||
cursor: not-allowed;
|
||
}
|
||
textarea.form-control {
|
||
height: auto;
|
||
}
|
||
input[type="search"] {
|
||
-webkit-appearance: none;
|
||
}
|
||
@media screen and (-webkit-min-device-pixel-ratio: 0) {
|
||
input[type="date"].form-control,
|
||
input[type="time"].form-control,
|
||
input[type="datetime-local"].form-control,
|
||
input[type="month"].form-control {
|
||
line-height: 32px;
|
||
}
|
||
input[type="date"].input-sm,
|
||
input[type="time"].input-sm,
|
||
input[type="datetime-local"].input-sm,
|
||
input[type="month"].input-sm,
|
||
.input-group-sm input[type="date"],
|
||
.input-group-sm input[type="time"],
|
||
.input-group-sm input[type="datetime-local"],
|
||
.input-group-sm input[type="month"] {
|
||
line-height: 30px;
|
||
}
|
||
input[type="date"].input-lg,
|
||
input[type="time"].input-lg,
|
||
input[type="datetime-local"].input-lg,
|
||
input[type="month"].input-lg,
|
||
.input-group-lg input[type="date"],
|
||
.input-group-lg input[type="time"],
|
||
.input-group-lg input[type="datetime-local"],
|
||
.input-group-lg input[type="month"] {
|
||
line-height: 45px;
|
||
}
|
||
}
|
||
.form-group {
|
||
margin-bottom: 15px;
|
||
}
|
||
.radio,
|
||
.checkbox {
|
||
position: relative;
|
||
display: block;
|
||
margin-top: 10px;
|
||
margin-bottom: 10px;
|
||
}
|
||
.radio label,
|
||
.checkbox label {
|
||
min-height: 18px;
|
||
padding-left: 20px;
|
||
margin-bottom: 0;
|
||
font-weight: normal;
|
||
cursor: pointer;
|
||
}
|
||
.radio input[type="radio"],
|
||
.radio-inline input[type="radio"],
|
||
.checkbox input[type="checkbox"],
|
||
.checkbox-inline input[type="checkbox"] {
|
||
position: absolute;
|
||
margin-left: -20px;
|
||
margin-top: 4px \9;
|
||
}
|
||
.radio + .radio,
|
||
.checkbox + .checkbox {
|
||
margin-top: -5px;
|
||
}
|
||
.radio-inline,
|
||
.checkbox-inline {
|
||
position: relative;
|
||
display: inline-block;
|
||
padding-left: 20px;
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
font-weight: normal;
|
||
cursor: pointer;
|
||
}
|
||
.radio-inline + .radio-inline,
|
||
.checkbox-inline + .checkbox-inline {
|
||
margin-top: 0;
|
||
margin-left: 10px;
|
||
}
|
||
input[type="radio"][disabled],
|
||
input[type="checkbox"][disabled],
|
||
input[type="radio"].disabled,
|
||
input[type="checkbox"].disabled,
|
||
fieldset[disabled] input[type="radio"],
|
||
fieldset[disabled] input[type="checkbox"] {
|
||
cursor: not-allowed;
|
||
}
|
||
.radio-inline.disabled,
|
||
.checkbox-inline.disabled,
|
||
fieldset[disabled] .radio-inline,
|
||
fieldset[disabled] .checkbox-inline {
|
||
cursor: not-allowed;
|
||
}
|
||
.radio.disabled label,
|
||
.checkbox.disabled label,
|
||
fieldset[disabled] .radio label,
|
||
fieldset[disabled] .checkbox label {
|
||
cursor: not-allowed;
|
||
}
|
||
.form-control-static {
|
||
padding-top: 7px;
|
||
padding-bottom: 7px;
|
||
margin-bottom: 0;
|
||
min-height: 31px;
|
||
}
|
||
.form-control-static.input-lg,
|
||
.form-control-static.input-sm {
|
||
padding-left: 0;
|
||
padding-right: 0;
|
||
}
|
||
.input-sm {
|
||
height: 30px;
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
}
|
||
select.input-sm {
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
textarea.input-sm,
|
||
select[multiple].input-sm {
|
||
height: auto;
|
||
}
|
||
.form-group-sm .form-control {
|
||
height: 30px;
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
}
|
||
.form-group-sm select.form-control {
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
.form-group-sm textarea.form-control,
|
||
.form-group-sm select[multiple].form-control {
|
||
height: auto;
|
||
}
|
||
.form-group-sm .form-control-static {
|
||
height: 30px;
|
||
min-height: 30px;
|
||
padding: 6px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
}
|
||
.input-lg {
|
||
height: 45px;
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
border-radius: 3px;
|
||
}
|
||
select.input-lg {
|
||
height: 45px;
|
||
line-height: 45px;
|
||
}
|
||
textarea.input-lg,
|
||
select[multiple].input-lg {
|
||
height: auto;
|
||
}
|
||
.form-group-lg .form-control {
|
||
height: 45px;
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
border-radius: 3px;
|
||
}
|
||
.form-group-lg select.form-control {
|
||
height: 45px;
|
||
line-height: 45px;
|
||
}
|
||
.form-group-lg textarea.form-control,
|
||
.form-group-lg select[multiple].form-control {
|
||
height: auto;
|
||
}
|
||
.form-group-lg .form-control-static {
|
||
height: 45px;
|
||
min-height: 35px;
|
||
padding: 11px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
}
|
||
.has-feedback {
|
||
position: relative;
|
||
}
|
||
.has-feedback .form-control {
|
||
padding-right: 40px;
|
||
}
|
||
.form-control-feedback {
|
||
position: absolute;
|
||
top: 0;
|
||
right: 0;
|
||
z-index: 2;
|
||
display: block;
|
||
width: 32px;
|
||
height: 32px;
|
||
line-height: 32px;
|
||
text-align: center;
|
||
pointer-events: none;
|
||
}
|
||
.input-lg + .form-control-feedback,
|
||
.input-group-lg + .form-control-feedback,
|
||
.form-group-lg .form-control + .form-control-feedback {
|
||
width: 45px;
|
||
height: 45px;
|
||
line-height: 45px;
|
||
}
|
||
.input-sm + .form-control-feedback,
|
||
.input-group-sm + .form-control-feedback,
|
||
.form-group-sm .form-control + .form-control-feedback {
|
||
width: 30px;
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
.has-success .help-block,
|
||
.has-success .control-label,
|
||
.has-success .radio,
|
||
.has-success .checkbox,
|
||
.has-success .radio-inline,
|
||
.has-success .checkbox-inline,
|
||
.has-success.radio label,
|
||
.has-success.checkbox label,
|
||
.has-success.radio-inline label,
|
||
.has-success.checkbox-inline label {
|
||
color: #3c763d;
|
||
}
|
||
.has-success .form-control {
|
||
border-color: #3c763d;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
}
|
||
.has-success .form-control:focus {
|
||
border-color: #2b542c;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #67b168;
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #67b168;
|
||
}
|
||
.has-success .input-group-addon {
|
||
color: #3c763d;
|
||
border-color: #3c763d;
|
||
background-color: #dff0d8;
|
||
}
|
||
.has-success .form-control-feedback {
|
||
color: #3c763d;
|
||
}
|
||
.has-warning .help-block,
|
||
.has-warning .control-label,
|
||
.has-warning .radio,
|
||
.has-warning .checkbox,
|
||
.has-warning .radio-inline,
|
||
.has-warning .checkbox-inline,
|
||
.has-warning.radio label,
|
||
.has-warning.checkbox label,
|
||
.has-warning.radio-inline label,
|
||
.has-warning.checkbox-inline label {
|
||
color: #8a6d3b;
|
||
}
|
||
.has-warning .form-control {
|
||
border-color: #8a6d3b;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
}
|
||
.has-warning .form-control:focus {
|
||
border-color: #66512c;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #c0a16b;
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #c0a16b;
|
||
}
|
||
.has-warning .input-group-addon {
|
||
color: #8a6d3b;
|
||
border-color: #8a6d3b;
|
||
background-color: #fcf8e3;
|
||
}
|
||
.has-warning .form-control-feedback {
|
||
color: #8a6d3b;
|
||
}
|
||
.has-error .help-block,
|
||
.has-error .control-label,
|
||
.has-error .radio,
|
||
.has-error .checkbox,
|
||
.has-error .radio-inline,
|
||
.has-error .checkbox-inline,
|
||
.has-error.radio label,
|
||
.has-error.checkbox label,
|
||
.has-error.radio-inline label,
|
||
.has-error.checkbox-inline label {
|
||
color: #a94442;
|
||
}
|
||
.has-error .form-control {
|
||
border-color: #a94442;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
}
|
||
.has-error .form-control:focus {
|
||
border-color: #843534;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #ce8483;
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075), 0 0 6px #ce8483;
|
||
}
|
||
.has-error .input-group-addon {
|
||
color: #a94442;
|
||
border-color: #a94442;
|
||
background-color: #f2dede;
|
||
}
|
||
.has-error .form-control-feedback {
|
||
color: #a94442;
|
||
}
|
||
.has-feedback label ~ .form-control-feedback {
|
||
top: 23px;
|
||
}
|
||
.has-feedback label.sr-only ~ .form-control-feedback {
|
||
top: 0;
|
||
}
|
||
.help-block {
|
||
display: block;
|
||
margin-top: 5px;
|
||
margin-bottom: 10px;
|
||
color: #404040;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.form-inline .form-group {
|
||
display: inline-block;
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.form-inline .form-control {
|
||
display: inline-block;
|
||
width: auto;
|
||
vertical-align: middle;
|
||
}
|
||
.form-inline .form-control-static {
|
||
display: inline-block;
|
||
}
|
||
.form-inline .input-group {
|
||
display: inline-table;
|
||
vertical-align: middle;
|
||
}
|
||
.form-inline .input-group .input-group-addon,
|
||
.form-inline .input-group .input-group-btn,
|
||
.form-inline .input-group .form-control {
|
||
width: auto;
|
||
}
|
||
.form-inline .input-group > .form-control {
|
||
width: 100%;
|
||
}
|
||
.form-inline .control-label {
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.form-inline .radio,
|
||
.form-inline .checkbox {
|
||
display: inline-block;
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.form-inline .radio label,
|
||
.form-inline .checkbox label {
|
||
padding-left: 0;
|
||
}
|
||
.form-inline .radio input[type="radio"],
|
||
.form-inline .checkbox input[type="checkbox"] {
|
||
position: relative;
|
||
margin-left: 0;
|
||
}
|
||
.form-inline .has-feedback .form-control-feedback {
|
||
top: 0;
|
||
}
|
||
}
|
||
.form-horizontal .radio,
|
||
.form-horizontal .checkbox,
|
||
.form-horizontal .radio-inline,
|
||
.form-horizontal .checkbox-inline {
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
padding-top: 7px;
|
||
}
|
||
.form-horizontal .radio,
|
||
.form-horizontal .checkbox {
|
||
min-height: 25px;
|
||
}
|
||
.form-horizontal .form-group {
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.form-horizontal .control-label {
|
||
text-align: right;
|
||
margin-bottom: 0;
|
||
padding-top: 7px;
|
||
}
|
||
}
|
||
.form-horizontal .has-feedback .form-control-feedback {
|
||
right: 0px;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.form-horizontal .form-group-lg .control-label {
|
||
padding-top: 11px;
|
||
font-size: 17px;
|
||
}
|
||
}
|
||
@media (min-width: 768px) {
|
||
.form-horizontal .form-group-sm .control-label {
|
||
padding-top: 6px;
|
||
font-size: 12px;
|
||
}
|
||
}
|
||
.btn {
|
||
display: inline-block;
|
||
margin-bottom: 0;
|
||
font-weight: normal;
|
||
text-align: center;
|
||
vertical-align: middle;
|
||
touch-action: manipulation;
|
||
cursor: pointer;
|
||
background-image: none;
|
||
border: 1px solid transparent;
|
||
white-space: nowrap;
|
||
padding: 6px 12px;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
border-radius: 2px;
|
||
-webkit-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
}
|
||
.btn:focus,
|
||
.btn:active:focus,
|
||
.btn.active:focus,
|
||
.btn.focus,
|
||
.btn:active.focus,
|
||
.btn.active.focus {
|
||
outline: 5px auto -webkit-focus-ring-color;
|
||
outline-offset: -2px;
|
||
}
|
||
.btn:hover,
|
||
.btn:focus,
|
||
.btn.focus {
|
||
color: #333;
|
||
text-decoration: none;
|
||
}
|
||
.btn:active,
|
||
.btn.active {
|
||
outline: 0;
|
||
background-image: none;
|
||
-webkit-box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);
|
||
box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);
|
||
}
|
||
.btn.disabled,
|
||
.btn[disabled],
|
||
fieldset[disabled] .btn {
|
||
cursor: not-allowed;
|
||
opacity: 0.65;
|
||
filter: alpha(opacity=65);
|
||
-webkit-box-shadow: none;
|
||
box-shadow: none;
|
||
}
|
||
a.btn.disabled,
|
||
fieldset[disabled] a.btn {
|
||
pointer-events: none;
|
||
}
|
||
.btn-default {
|
||
color: #333;
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
.btn-default:focus,
|
||
.btn-default.focus {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #8c8c8c;
|
||
}
|
||
.btn-default:hover {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
.btn-default:active,
|
||
.btn-default.active,
|
||
.open > .dropdown-toggle.btn-default {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
.btn-default:active:hover,
|
||
.btn-default.active:hover,
|
||
.open > .dropdown-toggle.btn-default:hover,
|
||
.btn-default:active:focus,
|
||
.btn-default.active:focus,
|
||
.open > .dropdown-toggle.btn-default:focus,
|
||
.btn-default:active.focus,
|
||
.btn-default.active.focus,
|
||
.open > .dropdown-toggle.btn-default.focus {
|
||
color: #333;
|
||
background-color: #d4d4d4;
|
||
border-color: #8c8c8c;
|
||
}
|
||
.btn-default:active,
|
||
.btn-default.active,
|
||
.open > .dropdown-toggle.btn-default {
|
||
background-image: none;
|
||
}
|
||
.btn-default.disabled:hover,
|
||
.btn-default[disabled]:hover,
|
||
fieldset[disabled] .btn-default:hover,
|
||
.btn-default.disabled:focus,
|
||
.btn-default[disabled]:focus,
|
||
fieldset[disabled] .btn-default:focus,
|
||
.btn-default.disabled.focus,
|
||
.btn-default[disabled].focus,
|
||
fieldset[disabled] .btn-default.focus {
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
.btn-default .badge {
|
||
color: #fff;
|
||
background-color: #333;
|
||
}
|
||
.btn-primary {
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
border-color: #2e6da4;
|
||
}
|
||
.btn-primary:focus,
|
||
.btn-primary.focus {
|
||
color: #fff;
|
||
background-color: #286090;
|
||
border-color: #122b40;
|
||
}
|
||
.btn-primary:hover {
|
||
color: #fff;
|
||
background-color: #286090;
|
||
border-color: #204d74;
|
||
}
|
||
.btn-primary:active,
|
||
.btn-primary.active,
|
||
.open > .dropdown-toggle.btn-primary {
|
||
color: #fff;
|
||
background-color: #286090;
|
||
border-color: #204d74;
|
||
}
|
||
.btn-primary:active:hover,
|
||
.btn-primary.active:hover,
|
||
.open > .dropdown-toggle.btn-primary:hover,
|
||
.btn-primary:active:focus,
|
||
.btn-primary.active:focus,
|
||
.open > .dropdown-toggle.btn-primary:focus,
|
||
.btn-primary:active.focus,
|
||
.btn-primary.active.focus,
|
||
.open > .dropdown-toggle.btn-primary.focus {
|
||
color: #fff;
|
||
background-color: #204d74;
|
||
border-color: #122b40;
|
||
}
|
||
.btn-primary:active,
|
||
.btn-primary.active,
|
||
.open > .dropdown-toggle.btn-primary {
|
||
background-image: none;
|
||
}
|
||
.btn-primary.disabled:hover,
|
||
.btn-primary[disabled]:hover,
|
||
fieldset[disabled] .btn-primary:hover,
|
||
.btn-primary.disabled:focus,
|
||
.btn-primary[disabled]:focus,
|
||
fieldset[disabled] .btn-primary:focus,
|
||
.btn-primary.disabled.focus,
|
||
.btn-primary[disabled].focus,
|
||
fieldset[disabled] .btn-primary.focus {
|
||
background-color: #337ab7;
|
||
border-color: #2e6da4;
|
||
}
|
||
.btn-primary .badge {
|
||
color: #337ab7;
|
||
background-color: #fff;
|
||
}
|
||
.btn-success {
|
||
color: #fff;
|
||
background-color: #5cb85c;
|
||
border-color: #4cae4c;
|
||
}
|
||
.btn-success:focus,
|
||
.btn-success.focus {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #255625;
|
||
}
|
||
.btn-success:hover {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #398439;
|
||
}
|
||
.btn-success:active,
|
||
.btn-success.active,
|
||
.open > .dropdown-toggle.btn-success {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #398439;
|
||
}
|
||
.btn-success:active:hover,
|
||
.btn-success.active:hover,
|
||
.open > .dropdown-toggle.btn-success:hover,
|
||
.btn-success:active:focus,
|
||
.btn-success.active:focus,
|
||
.open > .dropdown-toggle.btn-success:focus,
|
||
.btn-success:active.focus,
|
||
.btn-success.active.focus,
|
||
.open > .dropdown-toggle.btn-success.focus {
|
||
color: #fff;
|
||
background-color: #398439;
|
||
border-color: #255625;
|
||
}
|
||
.btn-success:active,
|
||
.btn-success.active,
|
||
.open > .dropdown-toggle.btn-success {
|
||
background-image: none;
|
||
}
|
||
.btn-success.disabled:hover,
|
||
.btn-success[disabled]:hover,
|
||
fieldset[disabled] .btn-success:hover,
|
||
.btn-success.disabled:focus,
|
||
.btn-success[disabled]:focus,
|
||
fieldset[disabled] .btn-success:focus,
|
||
.btn-success.disabled.focus,
|
||
.btn-success[disabled].focus,
|
||
fieldset[disabled] .btn-success.focus {
|
||
background-color: #5cb85c;
|
||
border-color: #4cae4c;
|
||
}
|
||
.btn-success .badge {
|
||
color: #5cb85c;
|
||
background-color: #fff;
|
||
}
|
||
.btn-info {
|
||
color: #fff;
|
||
background-color: #5bc0de;
|
||
border-color: #46b8da;
|
||
}
|
||
.btn-info:focus,
|
||
.btn-info.focus {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #1b6d85;
|
||
}
|
||
.btn-info:hover {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #269abc;
|
||
}
|
||
.btn-info:active,
|
||
.btn-info.active,
|
||
.open > .dropdown-toggle.btn-info {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #269abc;
|
||
}
|
||
.btn-info:active:hover,
|
||
.btn-info.active:hover,
|
||
.open > .dropdown-toggle.btn-info:hover,
|
||
.btn-info:active:focus,
|
||
.btn-info.active:focus,
|
||
.open > .dropdown-toggle.btn-info:focus,
|
||
.btn-info:active.focus,
|
||
.btn-info.active.focus,
|
||
.open > .dropdown-toggle.btn-info.focus {
|
||
color: #fff;
|
||
background-color: #269abc;
|
||
border-color: #1b6d85;
|
||
}
|
||
.btn-info:active,
|
||
.btn-info.active,
|
||
.open > .dropdown-toggle.btn-info {
|
||
background-image: none;
|
||
}
|
||
.btn-info.disabled:hover,
|
||
.btn-info[disabled]:hover,
|
||
fieldset[disabled] .btn-info:hover,
|
||
.btn-info.disabled:focus,
|
||
.btn-info[disabled]:focus,
|
||
fieldset[disabled] .btn-info:focus,
|
||
.btn-info.disabled.focus,
|
||
.btn-info[disabled].focus,
|
||
fieldset[disabled] .btn-info.focus {
|
||
background-color: #5bc0de;
|
||
border-color: #46b8da;
|
||
}
|
||
.btn-info .badge {
|
||
color: #5bc0de;
|
||
background-color: #fff;
|
||
}
|
||
.btn-warning {
|
||
color: #fff;
|
||
background-color: #f0ad4e;
|
||
border-color: #eea236;
|
||
}
|
||
.btn-warning:focus,
|
||
.btn-warning.focus {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #985f0d;
|
||
}
|
||
.btn-warning:hover {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #d58512;
|
||
}
|
||
.btn-warning:active,
|
||
.btn-warning.active,
|
||
.open > .dropdown-toggle.btn-warning {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #d58512;
|
||
}
|
||
.btn-warning:active:hover,
|
||
.btn-warning.active:hover,
|
||
.open > .dropdown-toggle.btn-warning:hover,
|
||
.btn-warning:active:focus,
|
||
.btn-warning.active:focus,
|
||
.open > .dropdown-toggle.btn-warning:focus,
|
||
.btn-warning:active.focus,
|
||
.btn-warning.active.focus,
|
||
.open > .dropdown-toggle.btn-warning.focus {
|
||
color: #fff;
|
||
background-color: #d58512;
|
||
border-color: #985f0d;
|
||
}
|
||
.btn-warning:active,
|
||
.btn-warning.active,
|
||
.open > .dropdown-toggle.btn-warning {
|
||
background-image: none;
|
||
}
|
||
.btn-warning.disabled:hover,
|
||
.btn-warning[disabled]:hover,
|
||
fieldset[disabled] .btn-warning:hover,
|
||
.btn-warning.disabled:focus,
|
||
.btn-warning[disabled]:focus,
|
||
fieldset[disabled] .btn-warning:focus,
|
||
.btn-warning.disabled.focus,
|
||
.btn-warning[disabled].focus,
|
||
fieldset[disabled] .btn-warning.focus {
|
||
background-color: #f0ad4e;
|
||
border-color: #eea236;
|
||
}
|
||
.btn-warning .badge {
|
||
color: #f0ad4e;
|
||
background-color: #fff;
|
||
}
|
||
.btn-danger {
|
||
color: #fff;
|
||
background-color: #d9534f;
|
||
border-color: #d43f3a;
|
||
}
|
||
.btn-danger:focus,
|
||
.btn-danger.focus {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #761c19;
|
||
}
|
||
.btn-danger:hover {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #ac2925;
|
||
}
|
||
.btn-danger:active,
|
||
.btn-danger.active,
|
||
.open > .dropdown-toggle.btn-danger {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #ac2925;
|
||
}
|
||
.btn-danger:active:hover,
|
||
.btn-danger.active:hover,
|
||
.open > .dropdown-toggle.btn-danger:hover,
|
||
.btn-danger:active:focus,
|
||
.btn-danger.active:focus,
|
||
.open > .dropdown-toggle.btn-danger:focus,
|
||
.btn-danger:active.focus,
|
||
.btn-danger.active.focus,
|
||
.open > .dropdown-toggle.btn-danger.focus {
|
||
color: #fff;
|
||
background-color: #ac2925;
|
||
border-color: #761c19;
|
||
}
|
||
.btn-danger:active,
|
||
.btn-danger.active,
|
||
.open > .dropdown-toggle.btn-danger {
|
||
background-image: none;
|
||
}
|
||
.btn-danger.disabled:hover,
|
||
.btn-danger[disabled]:hover,
|
||
fieldset[disabled] .btn-danger:hover,
|
||
.btn-danger.disabled:focus,
|
||
.btn-danger[disabled]:focus,
|
||
fieldset[disabled] .btn-danger:focus,
|
||
.btn-danger.disabled.focus,
|
||
.btn-danger[disabled].focus,
|
||
fieldset[disabled] .btn-danger.focus {
|
||
background-color: #d9534f;
|
||
border-color: #d43f3a;
|
||
}
|
||
.btn-danger .badge {
|
||
color: #d9534f;
|
||
background-color: #fff;
|
||
}
|
||
.btn-link {
|
||
color: #337ab7;
|
||
font-weight: normal;
|
||
border-radius: 0;
|
||
}
|
||
.btn-link,
|
||
.btn-link:active,
|
||
.btn-link.active,
|
||
.btn-link[disabled],
|
||
fieldset[disabled] .btn-link {
|
||
background-color: transparent;
|
||
-webkit-box-shadow: none;
|
||
box-shadow: none;
|
||
}
|
||
.btn-link,
|
||
.btn-link:hover,
|
||
.btn-link:focus,
|
||
.btn-link:active {
|
||
border-color: transparent;
|
||
}
|
||
.btn-link:hover,
|
||
.btn-link:focus {
|
||
color: #23527c;
|
||
text-decoration: underline;
|
||
background-color: transparent;
|
||
}
|
||
.btn-link[disabled]:hover,
|
||
fieldset[disabled] .btn-link:hover,
|
||
.btn-link[disabled]:focus,
|
||
fieldset[disabled] .btn-link:focus {
|
||
color: #777777;
|
||
text-decoration: none;
|
||
}
|
||
.btn-lg,
|
||
.btn-group-lg > .btn {
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
border-radius: 3px;
|
||
}
|
||
.btn-sm,
|
||
.btn-group-sm > .btn {
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
}
|
||
.btn-xs,
|
||
.btn-group-xs > .btn {
|
||
padding: 1px 5px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
}
|
||
.btn-block {
|
||
display: block;
|
||
width: 100%;
|
||
}
|
||
.btn-block + .btn-block {
|
||
margin-top: 5px;
|
||
}
|
||
input[type="submit"].btn-block,
|
||
input[type="reset"].btn-block,
|
||
input[type="button"].btn-block {
|
||
width: 100%;
|
||
}
|
||
.fade {
|
||
opacity: 0;
|
||
-webkit-transition: opacity 0.15s linear;
|
||
-o-transition: opacity 0.15s linear;
|
||
transition: opacity 0.15s linear;
|
||
}
|
||
.fade.in {
|
||
opacity: 1;
|
||
}
|
||
.collapse {
|
||
display: none;
|
||
}
|
||
.collapse.in {
|
||
display: block;
|
||
}
|
||
tr.collapse.in {
|
||
display: table-row;
|
||
}
|
||
tbody.collapse.in {
|
||
display: table-row-group;
|
||
}
|
||
.collapsing {
|
||
position: relative;
|
||
height: 0;
|
||
overflow: hidden;
|
||
-webkit-transition-property: height, visibility;
|
||
transition-property: height, visibility;
|
||
-webkit-transition-duration: 0.35s;
|
||
transition-duration: 0.35s;
|
||
-webkit-transition-timing-function: ease;
|
||
transition-timing-function: ease;
|
||
}
|
||
.caret {
|
||
display: inline-block;
|
||
width: 0;
|
||
height: 0;
|
||
margin-left: 2px;
|
||
vertical-align: middle;
|
||
border-top: 4px dashed;
|
||
border-top: 4px solid \9;
|
||
border-right: 4px solid transparent;
|
||
border-left: 4px solid transparent;
|
||
}
|
||
.dropup,
|
||
.dropdown {
|
||
position: relative;
|
||
}
|
||
.dropdown-toggle:focus {
|
||
outline: 0;
|
||
}
|
||
.dropdown-menu {
|
||
position: absolute;
|
||
top: 100%;
|
||
left: 0;
|
||
z-index: 1000;
|
||
display: none;
|
||
float: left;
|
||
min-width: 160px;
|
||
padding: 5px 0;
|
||
margin: 2px 0 0;
|
||
list-style: none;
|
||
font-size: 13px;
|
||
text-align: left;
|
||
background-color: #fff;
|
||
border: 1px solid #ccc;
|
||
border: 1px solid rgba(0, 0, 0, 0.15);
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175);
|
||
box-shadow: 0 6px 12px rgba(0, 0, 0, 0.175);
|
||
background-clip: padding-box;
|
||
}
|
||
.dropdown-menu.pull-right {
|
||
right: 0;
|
||
left: auto;
|
||
}
|
||
.dropdown-menu .divider {
|
||
height: 1px;
|
||
margin: 8px 0;
|
||
overflow: hidden;
|
||
background-color: #e5e5e5;
|
||
}
|
||
.dropdown-menu > li > a {
|
||
display: block;
|
||
padding: 3px 20px;
|
||
clear: both;
|
||
font-weight: normal;
|
||
line-height: 1.42857143;
|
||
color: #333333;
|
||
white-space: nowrap;
|
||
}
|
||
.dropdown-menu > li > a:hover,
|
||
.dropdown-menu > li > a:focus {
|
||
text-decoration: none;
|
||
color: #262626;
|
||
background-color: #f5f5f5;
|
||
}
|
||
.dropdown-menu > .active > a,
|
||
.dropdown-menu > .active > a:hover,
|
||
.dropdown-menu > .active > a:focus {
|
||
color: #fff;
|
||
text-decoration: none;
|
||
outline: 0;
|
||
background-color: #337ab7;
|
||
}
|
||
.dropdown-menu > .disabled > a,
|
||
.dropdown-menu > .disabled > a:hover,
|
||
.dropdown-menu > .disabled > a:focus {
|
||
color: #777777;
|
||
}
|
||
.dropdown-menu > .disabled > a:hover,
|
||
.dropdown-menu > .disabled > a:focus {
|
||
text-decoration: none;
|
||
background-color: transparent;
|
||
background-image: none;
|
||
filter: progid:DXImageTransform.Microsoft.gradient(enabled = false);
|
||
cursor: not-allowed;
|
||
}
|
||
.open > .dropdown-menu {
|
||
display: block;
|
||
}
|
||
.open > a {
|
||
outline: 0;
|
||
}
|
||
.dropdown-menu-right {
|
||
left: auto;
|
||
right: 0;
|
||
}
|
||
.dropdown-menu-left {
|
||
left: 0;
|
||
right: auto;
|
||
}
|
||
.dropdown-header {
|
||
display: block;
|
||
padding: 3px 20px;
|
||
font-size: 12px;
|
||
line-height: 1.42857143;
|
||
color: #777777;
|
||
white-space: nowrap;
|
||
}
|
||
.dropdown-backdrop {
|
||
position: fixed;
|
||
left: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
top: 0;
|
||
z-index: 990;
|
||
}
|
||
.pull-right > .dropdown-menu {
|
||
right: 0;
|
||
left: auto;
|
||
}
|
||
.dropup .caret,
|
||
.navbar-fixed-bottom .dropdown .caret {
|
||
border-top: 0;
|
||
border-bottom: 4px dashed;
|
||
border-bottom: 4px solid \9;
|
||
content: "";
|
||
}
|
||
.dropup .dropdown-menu,
|
||
.navbar-fixed-bottom .dropdown .dropdown-menu {
|
||
top: auto;
|
||
bottom: 100%;
|
||
margin-bottom: 2px;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-right .dropdown-menu {
|
||
left: auto;
|
||
right: 0;
|
||
}
|
||
.navbar-right .dropdown-menu-left {
|
||
left: 0;
|
||
right: auto;
|
||
}
|
||
}
|
||
.btn-group,
|
||
.btn-group-vertical {
|
||
position: relative;
|
||
display: inline-block;
|
||
vertical-align: middle;
|
||
}
|
||
.btn-group > .btn,
|
||
.btn-group-vertical > .btn {
|
||
position: relative;
|
||
float: left;
|
||
}
|
||
.btn-group > .btn:hover,
|
||
.btn-group-vertical > .btn:hover,
|
||
.btn-group > .btn:focus,
|
||
.btn-group-vertical > .btn:focus,
|
||
.btn-group > .btn:active,
|
||
.btn-group-vertical > .btn:active,
|
||
.btn-group > .btn.active,
|
||
.btn-group-vertical > .btn.active {
|
||
z-index: 2;
|
||
}
|
||
.btn-group .btn + .btn,
|
||
.btn-group .btn + .btn-group,
|
||
.btn-group .btn-group + .btn,
|
||
.btn-group .btn-group + .btn-group {
|
||
margin-left: -1px;
|
||
}
|
||
.btn-toolbar {
|
||
margin-left: -5px;
|
||
}
|
||
.btn-toolbar .btn,
|
||
.btn-toolbar .btn-group,
|
||
.btn-toolbar .input-group {
|
||
float: left;
|
||
}
|
||
.btn-toolbar > .btn,
|
||
.btn-toolbar > .btn-group,
|
||
.btn-toolbar > .input-group {
|
||
margin-left: 5px;
|
||
}
|
||
.btn-group > .btn:not(:first-child):not(:last-child):not(.dropdown-toggle) {
|
||
border-radius: 0;
|
||
}
|
||
.btn-group > .btn:first-child {
|
||
margin-left: 0;
|
||
}
|
||
.btn-group > .btn:first-child:not(:last-child):not(.dropdown-toggle) {
|
||
border-bottom-right-radius: 0;
|
||
border-top-right-radius: 0;
|
||
}
|
||
.btn-group > .btn:last-child:not(:first-child),
|
||
.btn-group > .dropdown-toggle:not(:first-child) {
|
||
border-bottom-left-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.btn-group > .btn-group {
|
||
float: left;
|
||
}
|
||
.btn-group > .btn-group:not(:first-child):not(:last-child) > .btn {
|
||
border-radius: 0;
|
||
}
|
||
.btn-group > .btn-group:first-child:not(:last-child) > .btn:last-child,
|
||
.btn-group > .btn-group:first-child:not(:last-child) > .dropdown-toggle {
|
||
border-bottom-right-radius: 0;
|
||
border-top-right-radius: 0;
|
||
}
|
||
.btn-group > .btn-group:last-child:not(:first-child) > .btn:first-child {
|
||
border-bottom-left-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.btn-group .dropdown-toggle:active,
|
||
.btn-group.open .dropdown-toggle {
|
||
outline: 0;
|
||
}
|
||
.btn-group > .btn + .dropdown-toggle {
|
||
padding-left: 8px;
|
||
padding-right: 8px;
|
||
}
|
||
.btn-group > .btn-lg + .dropdown-toggle {
|
||
padding-left: 12px;
|
||
padding-right: 12px;
|
||
}
|
||
.btn-group.open .dropdown-toggle {
|
||
-webkit-box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);
|
||
box-shadow: inset 0 3px 5px rgba(0, 0, 0, 0.125);
|
||
}
|
||
.btn-group.open .dropdown-toggle.btn-link {
|
||
-webkit-box-shadow: none;
|
||
box-shadow: none;
|
||
}
|
||
.btn .caret {
|
||
margin-left: 0;
|
||
}
|
||
.btn-lg .caret {
|
||
border-width: 5px 5px 0;
|
||
border-bottom-width: 0;
|
||
}
|
||
.dropup .btn-lg .caret {
|
||
border-width: 0 5px 5px;
|
||
}
|
||
.btn-group-vertical > .btn,
|
||
.btn-group-vertical > .btn-group,
|
||
.btn-group-vertical > .btn-group > .btn {
|
||
display: block;
|
||
float: none;
|
||
width: 100%;
|
||
max-width: 100%;
|
||
}
|
||
.btn-group-vertical > .btn-group > .btn {
|
||
float: none;
|
||
}
|
||
.btn-group-vertical > .btn + .btn,
|
||
.btn-group-vertical > .btn + .btn-group,
|
||
.btn-group-vertical > .btn-group + .btn,
|
||
.btn-group-vertical > .btn-group + .btn-group {
|
||
margin-top: -1px;
|
||
margin-left: 0;
|
||
}
|
||
.btn-group-vertical > .btn:not(:first-child):not(:last-child) {
|
||
border-radius: 0;
|
||
}
|
||
.btn-group-vertical > .btn:first-child:not(:last-child) {
|
||
border-top-right-radius: 2px;
|
||
border-top-left-radius: 2px;
|
||
border-bottom-right-radius: 0;
|
||
border-bottom-left-radius: 0;
|
||
}
|
||
.btn-group-vertical > .btn:last-child:not(:first-child) {
|
||
border-top-right-radius: 0;
|
||
border-top-left-radius: 0;
|
||
border-bottom-right-radius: 2px;
|
||
border-bottom-left-radius: 2px;
|
||
}
|
||
.btn-group-vertical > .btn-group:not(:first-child):not(:last-child) > .btn {
|
||
border-radius: 0;
|
||
}
|
||
.btn-group-vertical > .btn-group:first-child:not(:last-child) > .btn:last-child,
|
||
.btn-group-vertical > .btn-group:first-child:not(:last-child) > .dropdown-toggle {
|
||
border-bottom-right-radius: 0;
|
||
border-bottom-left-radius: 0;
|
||
}
|
||
.btn-group-vertical > .btn-group:last-child:not(:first-child) > .btn:first-child {
|
||
border-top-right-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.btn-group-justified {
|
||
display: table;
|
||
width: 100%;
|
||
table-layout: fixed;
|
||
border-collapse: separate;
|
||
}
|
||
.btn-group-justified > .btn,
|
||
.btn-group-justified > .btn-group {
|
||
float: none;
|
||
display: table-cell;
|
||
width: 1%;
|
||
}
|
||
.btn-group-justified > .btn-group .btn {
|
||
width: 100%;
|
||
}
|
||
.btn-group-justified > .btn-group .dropdown-menu {
|
||
left: auto;
|
||
}
|
||
[data-toggle="buttons"] > .btn input[type="radio"],
|
||
[data-toggle="buttons"] > .btn-group > .btn input[type="radio"],
|
||
[data-toggle="buttons"] > .btn input[type="checkbox"],
|
||
[data-toggle="buttons"] > .btn-group > .btn input[type="checkbox"] {
|
||
position: absolute;
|
||
clip: rect(0, 0, 0, 0);
|
||
pointer-events: none;
|
||
}
|
||
.input-group {
|
||
position: relative;
|
||
display: table;
|
||
border-collapse: separate;
|
||
}
|
||
.input-group[class*="col-"] {
|
||
float: none;
|
||
padding-left: 0;
|
||
padding-right: 0;
|
||
}
|
||
.input-group .form-control {
|
||
position: relative;
|
||
z-index: 2;
|
||
float: left;
|
||
width: 100%;
|
||
margin-bottom: 0;
|
||
}
|
||
.input-group .form-control:focus {
|
||
z-index: 3;
|
||
}
|
||
.input-group-lg > .form-control,
|
||
.input-group-lg > .input-group-addon,
|
||
.input-group-lg > .input-group-btn > .btn {
|
||
height: 45px;
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
border-radius: 3px;
|
||
}
|
||
select.input-group-lg > .form-control,
|
||
select.input-group-lg > .input-group-addon,
|
||
select.input-group-lg > .input-group-btn > .btn {
|
||
height: 45px;
|
||
line-height: 45px;
|
||
}
|
||
textarea.input-group-lg > .form-control,
|
||
textarea.input-group-lg > .input-group-addon,
|
||
textarea.input-group-lg > .input-group-btn > .btn,
|
||
select[multiple].input-group-lg > .form-control,
|
||
select[multiple].input-group-lg > .input-group-addon,
|
||
select[multiple].input-group-lg > .input-group-btn > .btn {
|
||
height: auto;
|
||
}
|
||
.input-group-sm > .form-control,
|
||
.input-group-sm > .input-group-addon,
|
||
.input-group-sm > .input-group-btn > .btn {
|
||
height: 30px;
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
}
|
||
select.input-group-sm > .form-control,
|
||
select.input-group-sm > .input-group-addon,
|
||
select.input-group-sm > .input-group-btn > .btn {
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
textarea.input-group-sm > .form-control,
|
||
textarea.input-group-sm > .input-group-addon,
|
||
textarea.input-group-sm > .input-group-btn > .btn,
|
||
select[multiple].input-group-sm > .form-control,
|
||
select[multiple].input-group-sm > .input-group-addon,
|
||
select[multiple].input-group-sm > .input-group-btn > .btn {
|
||
height: auto;
|
||
}
|
||
.input-group-addon,
|
||
.input-group-btn,
|
||
.input-group .form-control {
|
||
display: table-cell;
|
||
}
|
||
.input-group-addon:not(:first-child):not(:last-child),
|
||
.input-group-btn:not(:first-child):not(:last-child),
|
||
.input-group .form-control:not(:first-child):not(:last-child) {
|
||
border-radius: 0;
|
||
}
|
||
.input-group-addon,
|
||
.input-group-btn {
|
||
width: 1%;
|
||
white-space: nowrap;
|
||
vertical-align: middle;
|
||
}
|
||
.input-group-addon {
|
||
padding: 6px 12px;
|
||
font-size: 13px;
|
||
font-weight: normal;
|
||
line-height: 1;
|
||
color: #555555;
|
||
text-align: center;
|
||
background-color: #eeeeee;
|
||
border: 1px solid #ccc;
|
||
border-radius: 2px;
|
||
}
|
||
.input-group-addon.input-sm {
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
border-radius: 1px;
|
||
}
|
||
.input-group-addon.input-lg {
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
border-radius: 3px;
|
||
}
|
||
.input-group-addon input[type="radio"],
|
||
.input-group-addon input[type="checkbox"] {
|
||
margin-top: 0;
|
||
}
|
||
.input-group .form-control:first-child,
|
||
.input-group-addon:first-child,
|
||
.input-group-btn:first-child > .btn,
|
||
.input-group-btn:first-child > .btn-group > .btn,
|
||
.input-group-btn:first-child > .dropdown-toggle,
|
||
.input-group-btn:last-child > .btn:not(:last-child):not(.dropdown-toggle),
|
||
.input-group-btn:last-child > .btn-group:not(:last-child) > .btn {
|
||
border-bottom-right-radius: 0;
|
||
border-top-right-radius: 0;
|
||
}
|
||
.input-group-addon:first-child {
|
||
border-right: 0;
|
||
}
|
||
.input-group .form-control:last-child,
|
||
.input-group-addon:last-child,
|
||
.input-group-btn:last-child > .btn,
|
||
.input-group-btn:last-child > .btn-group > .btn,
|
||
.input-group-btn:last-child > .dropdown-toggle,
|
||
.input-group-btn:first-child > .btn:not(:first-child),
|
||
.input-group-btn:first-child > .btn-group:not(:first-child) > .btn {
|
||
border-bottom-left-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.input-group-addon:last-child {
|
||
border-left: 0;
|
||
}
|
||
.input-group-btn {
|
||
position: relative;
|
||
font-size: 0;
|
||
white-space: nowrap;
|
||
}
|
||
.input-group-btn > .btn {
|
||
position: relative;
|
||
}
|
||
.input-group-btn > .btn + .btn {
|
||
margin-left: -1px;
|
||
}
|
||
.input-group-btn > .btn:hover,
|
||
.input-group-btn > .btn:focus,
|
||
.input-group-btn > .btn:active {
|
||
z-index: 2;
|
||
}
|
||
.input-group-btn:first-child > .btn,
|
||
.input-group-btn:first-child > .btn-group {
|
||
margin-right: -1px;
|
||
}
|
||
.input-group-btn:last-child > .btn,
|
||
.input-group-btn:last-child > .btn-group {
|
||
z-index: 2;
|
||
margin-left: -1px;
|
||
}
|
||
.nav {
|
||
margin-bottom: 0;
|
||
padding-left: 0;
|
||
list-style: none;
|
||
}
|
||
.nav > li {
|
||
position: relative;
|
||
display: block;
|
||
}
|
||
.nav > li > a {
|
||
position: relative;
|
||
display: block;
|
||
padding: 10px 15px;
|
||
}
|
||
.nav > li > a:hover,
|
||
.nav > li > a:focus {
|
||
text-decoration: none;
|
||
background-color: #eeeeee;
|
||
}
|
||
.nav > li.disabled > a {
|
||
color: #777777;
|
||
}
|
||
.nav > li.disabled > a:hover,
|
||
.nav > li.disabled > a:focus {
|
||
color: #777777;
|
||
text-decoration: none;
|
||
background-color: transparent;
|
||
cursor: not-allowed;
|
||
}
|
||
.nav .open > a,
|
||
.nav .open > a:hover,
|
||
.nav .open > a:focus {
|
||
background-color: #eeeeee;
|
||
border-color: #337ab7;
|
||
}
|
||
.nav .nav-divider {
|
||
height: 1px;
|
||
margin: 8px 0;
|
||
overflow: hidden;
|
||
background-color: #e5e5e5;
|
||
}
|
||
.nav > li > a > img {
|
||
max-width: none;
|
||
}
|
||
.nav-tabs {
|
||
border-bottom: 1px solid #ddd;
|
||
}
|
||
.nav-tabs > li {
|
||
float: left;
|
||
margin-bottom: -1px;
|
||
}
|
||
.nav-tabs > li > a {
|
||
margin-right: 2px;
|
||
line-height: 1.42857143;
|
||
border: 1px solid transparent;
|
||
border-radius: 2px 2px 0 0;
|
||
}
|
||
.nav-tabs > li > a:hover {
|
||
border-color: #eeeeee #eeeeee #ddd;
|
||
}
|
||
.nav-tabs > li.active > a,
|
||
.nav-tabs > li.active > a:hover,
|
||
.nav-tabs > li.active > a:focus {
|
||
color: #555555;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
border-bottom-color: transparent;
|
||
cursor: default;
|
||
}
|
||
.nav-tabs.nav-justified {
|
||
width: 100%;
|
||
border-bottom: 0;
|
||
}
|
||
.nav-tabs.nav-justified > li {
|
||
float: none;
|
||
}
|
||
.nav-tabs.nav-justified > li > a {
|
||
text-align: center;
|
||
margin-bottom: 5px;
|
||
}
|
||
.nav-tabs.nav-justified > .dropdown .dropdown-menu {
|
||
top: auto;
|
||
left: auto;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.nav-tabs.nav-justified > li {
|
||
display: table-cell;
|
||
width: 1%;
|
||
}
|
||
.nav-tabs.nav-justified > li > a {
|
||
margin-bottom: 0;
|
||
}
|
||
}
|
||
.nav-tabs.nav-justified > li > a {
|
||
margin-right: 0;
|
||
border-radius: 2px;
|
||
}
|
||
.nav-tabs.nav-justified > .active > a,
|
||
.nav-tabs.nav-justified > .active > a:hover,
|
||
.nav-tabs.nav-justified > .active > a:focus {
|
||
border: 1px solid #ddd;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.nav-tabs.nav-justified > li > a {
|
||
border-bottom: 1px solid #ddd;
|
||
border-radius: 2px 2px 0 0;
|
||
}
|
||
.nav-tabs.nav-justified > .active > a,
|
||
.nav-tabs.nav-justified > .active > a:hover,
|
||
.nav-tabs.nav-justified > .active > a:focus {
|
||
border-bottom-color: #fff;
|
||
}
|
||
}
|
||
.nav-pills > li {
|
||
float: left;
|
||
}
|
||
.nav-pills > li > a {
|
||
border-radius: 2px;
|
||
}
|
||
.nav-pills > li + li {
|
||
margin-left: 2px;
|
||
}
|
||
.nav-pills > li.active > a,
|
||
.nav-pills > li.active > a:hover,
|
||
.nav-pills > li.active > a:focus {
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
}
|
||
.nav-stacked > li {
|
||
float: none;
|
||
}
|
||
.nav-stacked > li + li {
|
||
margin-top: 2px;
|
||
margin-left: 0;
|
||
}
|
||
.nav-justified {
|
||
width: 100%;
|
||
}
|
||
.nav-justified > li {
|
||
float: none;
|
||
}
|
||
.nav-justified > li > a {
|
||
text-align: center;
|
||
margin-bottom: 5px;
|
||
}
|
||
.nav-justified > .dropdown .dropdown-menu {
|
||
top: auto;
|
||
left: auto;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.nav-justified > li {
|
||
display: table-cell;
|
||
width: 1%;
|
||
}
|
||
.nav-justified > li > a {
|
||
margin-bottom: 0;
|
||
}
|
||
}
|
||
.nav-tabs-justified {
|
||
border-bottom: 0;
|
||
}
|
||
.nav-tabs-justified > li > a {
|
||
margin-right: 0;
|
||
border-radius: 2px;
|
||
}
|
||
.nav-tabs-justified > .active > a,
|
||
.nav-tabs-justified > .active > a:hover,
|
||
.nav-tabs-justified > .active > a:focus {
|
||
border: 1px solid #ddd;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.nav-tabs-justified > li > a {
|
||
border-bottom: 1px solid #ddd;
|
||
border-radius: 2px 2px 0 0;
|
||
}
|
||
.nav-tabs-justified > .active > a,
|
||
.nav-tabs-justified > .active > a:hover,
|
||
.nav-tabs-justified > .active > a:focus {
|
||
border-bottom-color: #fff;
|
||
}
|
||
}
|
||
.tab-content > .tab-pane {
|
||
display: none;
|
||
}
|
||
.tab-content > .active {
|
||
display: block;
|
||
}
|
||
.nav-tabs .dropdown-menu {
|
||
margin-top: -1px;
|
||
border-top-right-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.navbar {
|
||
position: relative;
|
||
min-height: 30px;
|
||
margin-bottom: 18px;
|
||
border: 1px solid transparent;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar {
|
||
border-radius: 2px;
|
||
}
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-header {
|
||
float: left;
|
||
}
|
||
}
|
||
.navbar-collapse {
|
||
overflow-x: visible;
|
||
padding-right: 0px;
|
||
padding-left: 0px;
|
||
border-top: 1px solid transparent;
|
||
box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1);
|
||
-webkit-overflow-scrolling: touch;
|
||
}
|
||
.navbar-collapse.in {
|
||
overflow-y: auto;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-collapse {
|
||
width: auto;
|
||
border-top: 0;
|
||
box-shadow: none;
|
||
}
|
||
.navbar-collapse.collapse {
|
||
display: block !important;
|
||
height: auto !important;
|
||
padding-bottom: 0;
|
||
overflow: visible !important;
|
||
}
|
||
.navbar-collapse.in {
|
||
overflow-y: visible;
|
||
}
|
||
.navbar-fixed-top .navbar-collapse,
|
||
.navbar-static-top .navbar-collapse,
|
||
.navbar-fixed-bottom .navbar-collapse {
|
||
padding-left: 0;
|
||
padding-right: 0;
|
||
}
|
||
}
|
||
.navbar-fixed-top .navbar-collapse,
|
||
.navbar-fixed-bottom .navbar-collapse {
|
||
max-height: 340px;
|
||
}
|
||
@media (max-device-width: 540px) and (orientation: landscape) {
|
||
.navbar-fixed-top .navbar-collapse,
|
||
.navbar-fixed-bottom .navbar-collapse {
|
||
max-height: 200px;
|
||
}
|
||
}
|
||
.container > .navbar-header,
|
||
.container-fluid > .navbar-header,
|
||
.container > .navbar-collapse,
|
||
.container-fluid > .navbar-collapse {
|
||
margin-right: 0px;
|
||
margin-left: 0px;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.container > .navbar-header,
|
||
.container-fluid > .navbar-header,
|
||
.container > .navbar-collapse,
|
||
.container-fluid > .navbar-collapse {
|
||
margin-right: 0;
|
||
margin-left: 0;
|
||
}
|
||
}
|
||
.navbar-static-top {
|
||
z-index: 1000;
|
||
border-width: 0 0 1px;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-static-top {
|
||
border-radius: 0;
|
||
}
|
||
}
|
||
.navbar-fixed-top,
|
||
.navbar-fixed-bottom {
|
||
position: fixed;
|
||
right: 0;
|
||
left: 0;
|
||
z-index: 1030;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-fixed-top,
|
||
.navbar-fixed-bottom {
|
||
border-radius: 0;
|
||
}
|
||
}
|
||
.navbar-fixed-top {
|
||
top: 0;
|
||
border-width: 0 0 1px;
|
||
}
|
||
.navbar-fixed-bottom {
|
||
bottom: 0;
|
||
margin-bottom: 0;
|
||
border-width: 1px 0 0;
|
||
}
|
||
.navbar-brand {
|
||
float: left;
|
||
padding: 6px 0px;
|
||
font-size: 17px;
|
||
line-height: 18px;
|
||
height: 30px;
|
||
}
|
||
.navbar-brand:hover,
|
||
.navbar-brand:focus {
|
||
text-decoration: none;
|
||
}
|
||
.navbar-brand > img {
|
||
display: block;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar > .container .navbar-brand,
|
||
.navbar > .container-fluid .navbar-brand {
|
||
margin-left: 0px;
|
||
}
|
||
}
|
||
.navbar-toggle {
|
||
position: relative;
|
||
float: right;
|
||
margin-right: 0px;
|
||
padding: 9px 10px;
|
||
margin-top: -2px;
|
||
margin-bottom: -2px;
|
||
background-color: transparent;
|
||
background-image: none;
|
||
border: 1px solid transparent;
|
||
border-radius: 2px;
|
||
}
|
||
.navbar-toggle:focus {
|
||
outline: 0;
|
||
}
|
||
.navbar-toggle .icon-bar {
|
||
display: block;
|
||
width: 22px;
|
||
height: 2px;
|
||
border-radius: 1px;
|
||
}
|
||
.navbar-toggle .icon-bar + .icon-bar {
|
||
margin-top: 4px;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-toggle {
|
||
display: none;
|
||
}
|
||
}
|
||
.navbar-nav {
|
||
margin: 3px 0px;
|
||
}
|
||
.navbar-nav > li > a {
|
||
padding-top: 10px;
|
||
padding-bottom: 10px;
|
||
line-height: 18px;
|
||
}
|
||
@media (max-width: 540px) {
|
||
.navbar-nav .open .dropdown-menu {
|
||
position: static;
|
||
float: none;
|
||
width: auto;
|
||
margin-top: 0;
|
||
background-color: transparent;
|
||
border: 0;
|
||
box-shadow: none;
|
||
}
|
||
.navbar-nav .open .dropdown-menu > li > a,
|
||
.navbar-nav .open .dropdown-menu .dropdown-header {
|
||
padding: 5px 15px 5px 25px;
|
||
}
|
||
.navbar-nav .open .dropdown-menu > li > a {
|
||
line-height: 18px;
|
||
}
|
||
.navbar-nav .open .dropdown-menu > li > a:hover,
|
||
.navbar-nav .open .dropdown-menu > li > a:focus {
|
||
background-image: none;
|
||
}
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-nav {
|
||
float: left;
|
||
margin: 0;
|
||
}
|
||
.navbar-nav > li {
|
||
float: left;
|
||
}
|
||
.navbar-nav > li > a {
|
||
padding-top: 6px;
|
||
padding-bottom: 6px;
|
||
}
|
||
}
|
||
.navbar-form {
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
padding: 10px 0px;
|
||
border-top: 1px solid transparent;
|
||
border-bottom: 1px solid transparent;
|
||
-webkit-box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1), 0 1px 0 rgba(255, 255, 255, 0.1);
|
||
box-shadow: inset 0 1px 0 rgba(255, 255, 255, 0.1), 0 1px 0 rgba(255, 255, 255, 0.1);
|
||
margin-top: -1px;
|
||
margin-bottom: -1px;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.navbar-form .form-group {
|
||
display: inline-block;
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.navbar-form .form-control {
|
||
display: inline-block;
|
||
width: auto;
|
||
vertical-align: middle;
|
||
}
|
||
.navbar-form .form-control-static {
|
||
display: inline-block;
|
||
}
|
||
.navbar-form .input-group {
|
||
display: inline-table;
|
||
vertical-align: middle;
|
||
}
|
||
.navbar-form .input-group .input-group-addon,
|
||
.navbar-form .input-group .input-group-btn,
|
||
.navbar-form .input-group .form-control {
|
||
width: auto;
|
||
}
|
||
.navbar-form .input-group > .form-control {
|
||
width: 100%;
|
||
}
|
||
.navbar-form .control-label {
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.navbar-form .radio,
|
||
.navbar-form .checkbox {
|
||
display: inline-block;
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
vertical-align: middle;
|
||
}
|
||
.navbar-form .radio label,
|
||
.navbar-form .checkbox label {
|
||
padding-left: 0;
|
||
}
|
||
.navbar-form .radio input[type="radio"],
|
||
.navbar-form .checkbox input[type="checkbox"] {
|
||
position: relative;
|
||
margin-left: 0;
|
||
}
|
||
.navbar-form .has-feedback .form-control-feedback {
|
||
top: 0;
|
||
}
|
||
}
|
||
@media (max-width: 540px) {
|
||
.navbar-form .form-group {
|
||
margin-bottom: 5px;
|
||
}
|
||
.navbar-form .form-group:last-child {
|
||
margin-bottom: 0;
|
||
}
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-form {
|
||
width: auto;
|
||
border: 0;
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
padding-top: 0;
|
||
padding-bottom: 0;
|
||
-webkit-box-shadow: none;
|
||
box-shadow: none;
|
||
}
|
||
}
|
||
.navbar-nav > li > .dropdown-menu {
|
||
margin-top: 0;
|
||
border-top-right-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.navbar-fixed-bottom .navbar-nav > li > .dropdown-menu {
|
||
margin-bottom: 0;
|
||
border-top-right-radius: 2px;
|
||
border-top-left-radius: 2px;
|
||
border-bottom-right-radius: 0;
|
||
border-bottom-left-radius: 0;
|
||
}
|
||
.navbar-btn {
|
||
margin-top: -1px;
|
||
margin-bottom: -1px;
|
||
}
|
||
.navbar-btn.btn-sm {
|
||
margin-top: 0px;
|
||
margin-bottom: 0px;
|
||
}
|
||
.navbar-btn.btn-xs {
|
||
margin-top: 4px;
|
||
margin-bottom: 4px;
|
||
}
|
||
.navbar-text {
|
||
margin-top: 6px;
|
||
margin-bottom: 6px;
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-text {
|
||
float: left;
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
}
|
||
}
|
||
@media (min-width: 541px) {
|
||
.navbar-left {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.navbar-right {
|
||
float: right !important;
|
||
float: right;
|
||
margin-right: 0px;
|
||
}
|
||
.navbar-right ~ .navbar-right {
|
||
margin-right: 0;
|
||
}
|
||
}
|
||
.navbar-default {
|
||
background-color: #f8f8f8;
|
||
border-color: #e7e7e7;
|
||
}
|
||
.navbar-default .navbar-brand {
|
||
color: #777;
|
||
}
|
||
.navbar-default .navbar-brand:hover,
|
||
.navbar-default .navbar-brand:focus {
|
||
color: #5e5e5e;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-default .navbar-text {
|
||
color: #777;
|
||
}
|
||
.navbar-default .navbar-nav > li > a {
|
||
color: #777;
|
||
}
|
||
.navbar-default .navbar-nav > li > a:hover,
|
||
.navbar-default .navbar-nav > li > a:focus {
|
||
color: #333;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-default .navbar-nav > .active > a,
|
||
.navbar-default .navbar-nav > .active > a:hover,
|
||
.navbar-default .navbar-nav > .active > a:focus {
|
||
color: #555;
|
||
background-color: #e7e7e7;
|
||
}
|
||
.navbar-default .navbar-nav > .disabled > a,
|
||
.navbar-default .navbar-nav > .disabled > a:hover,
|
||
.navbar-default .navbar-nav > .disabled > a:focus {
|
||
color: #ccc;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-default .navbar-toggle {
|
||
border-color: #ddd;
|
||
}
|
||
.navbar-default .navbar-toggle:hover,
|
||
.navbar-default .navbar-toggle:focus {
|
||
background-color: #ddd;
|
||
}
|
||
.navbar-default .navbar-toggle .icon-bar {
|
||
background-color: #888;
|
||
}
|
||
.navbar-default .navbar-collapse,
|
||
.navbar-default .navbar-form {
|
||
border-color: #e7e7e7;
|
||
}
|
||
.navbar-default .navbar-nav > .open > a,
|
||
.navbar-default .navbar-nav > .open > a:hover,
|
||
.navbar-default .navbar-nav > .open > a:focus {
|
||
background-color: #e7e7e7;
|
||
color: #555;
|
||
}
|
||
@media (max-width: 540px) {
|
||
.navbar-default .navbar-nav .open .dropdown-menu > li > a {
|
||
color: #777;
|
||
}
|
||
.navbar-default .navbar-nav .open .dropdown-menu > li > a:hover,
|
||
.navbar-default .navbar-nav .open .dropdown-menu > li > a:focus {
|
||
color: #333;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .active > a,
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .active > a:hover,
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .active > a:focus {
|
||
color: #555;
|
||
background-color: #e7e7e7;
|
||
}
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .disabled > a,
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .disabled > a:hover,
|
||
.navbar-default .navbar-nav .open .dropdown-menu > .disabled > a:focus {
|
||
color: #ccc;
|
||
background-color: transparent;
|
||
}
|
||
}
|
||
.navbar-default .navbar-link {
|
||
color: #777;
|
||
}
|
||
.navbar-default .navbar-link:hover {
|
||
color: #333;
|
||
}
|
||
.navbar-default .btn-link {
|
||
color: #777;
|
||
}
|
||
.navbar-default .btn-link:hover,
|
||
.navbar-default .btn-link:focus {
|
||
color: #333;
|
||
}
|
||
.navbar-default .btn-link[disabled]:hover,
|
||
fieldset[disabled] .navbar-default .btn-link:hover,
|
||
.navbar-default .btn-link[disabled]:focus,
|
||
fieldset[disabled] .navbar-default .btn-link:focus {
|
||
color: #ccc;
|
||
}
|
||
.navbar-inverse {
|
||
background-color: #222;
|
||
border-color: #080808;
|
||
}
|
||
.navbar-inverse .navbar-brand {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .navbar-brand:hover,
|
||
.navbar-inverse .navbar-brand:focus {
|
||
color: #fff;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-inverse .navbar-text {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .navbar-nav > li > a {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .navbar-nav > li > a:hover,
|
||
.navbar-inverse .navbar-nav > li > a:focus {
|
||
color: #fff;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-inverse .navbar-nav > .active > a,
|
||
.navbar-inverse .navbar-nav > .active > a:hover,
|
||
.navbar-inverse .navbar-nav > .active > a:focus {
|
||
color: #fff;
|
||
background-color: #080808;
|
||
}
|
||
.navbar-inverse .navbar-nav > .disabled > a,
|
||
.navbar-inverse .navbar-nav > .disabled > a:hover,
|
||
.navbar-inverse .navbar-nav > .disabled > a:focus {
|
||
color: #444;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-inverse .navbar-toggle {
|
||
border-color: #333;
|
||
}
|
||
.navbar-inverse .navbar-toggle:hover,
|
||
.navbar-inverse .navbar-toggle:focus {
|
||
background-color: #333;
|
||
}
|
||
.navbar-inverse .navbar-toggle .icon-bar {
|
||
background-color: #fff;
|
||
}
|
||
.navbar-inverse .navbar-collapse,
|
||
.navbar-inverse .navbar-form {
|
||
border-color: #101010;
|
||
}
|
||
.navbar-inverse .navbar-nav > .open > a,
|
||
.navbar-inverse .navbar-nav > .open > a:hover,
|
||
.navbar-inverse .navbar-nav > .open > a:focus {
|
||
background-color: #080808;
|
||
color: #fff;
|
||
}
|
||
@media (max-width: 540px) {
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .dropdown-header {
|
||
border-color: #080808;
|
||
}
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu .divider {
|
||
background-color: #080808;
|
||
}
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > li > a {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > li > a:hover,
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > li > a:focus {
|
||
color: #fff;
|
||
background-color: transparent;
|
||
}
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .active > a,
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .active > a:hover,
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .active > a:focus {
|
||
color: #fff;
|
||
background-color: #080808;
|
||
}
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a,
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a:hover,
|
||
.navbar-inverse .navbar-nav .open .dropdown-menu > .disabled > a:focus {
|
||
color: #444;
|
||
background-color: transparent;
|
||
}
|
||
}
|
||
.navbar-inverse .navbar-link {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .navbar-link:hover {
|
||
color: #fff;
|
||
}
|
||
.navbar-inverse .btn-link {
|
||
color: #9d9d9d;
|
||
}
|
||
.navbar-inverse .btn-link:hover,
|
||
.navbar-inverse .btn-link:focus {
|
||
color: #fff;
|
||
}
|
||
.navbar-inverse .btn-link[disabled]:hover,
|
||
fieldset[disabled] .navbar-inverse .btn-link:hover,
|
||
.navbar-inverse .btn-link[disabled]:focus,
|
||
fieldset[disabled] .navbar-inverse .btn-link:focus {
|
||
color: #444;
|
||
}
|
||
.breadcrumb {
|
||
padding: 8px 15px;
|
||
margin-bottom: 18px;
|
||
list-style: none;
|
||
background-color: #f5f5f5;
|
||
border-radius: 2px;
|
||
}
|
||
.breadcrumb > li {
|
||
display: inline-block;
|
||
}
|
||
.breadcrumb > li + li:before {
|
||
content: "/\00a0";
|
||
padding: 0 5px;
|
||
color: #5e5e5e;
|
||
}
|
||
.breadcrumb > .active {
|
||
color: #777777;
|
||
}
|
||
.pagination {
|
||
display: inline-block;
|
||
padding-left: 0;
|
||
margin: 18px 0;
|
||
border-radius: 2px;
|
||
}
|
||
.pagination > li {
|
||
display: inline;
|
||
}
|
||
.pagination > li > a,
|
||
.pagination > li > span {
|
||
position: relative;
|
||
float: left;
|
||
padding: 6px 12px;
|
||
line-height: 1.42857143;
|
||
text-decoration: none;
|
||
color: #337ab7;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
margin-left: -1px;
|
||
}
|
||
.pagination > li:first-child > a,
|
||
.pagination > li:first-child > span {
|
||
margin-left: 0;
|
||
border-bottom-left-radius: 2px;
|
||
border-top-left-radius: 2px;
|
||
}
|
||
.pagination > li:last-child > a,
|
||
.pagination > li:last-child > span {
|
||
border-bottom-right-radius: 2px;
|
||
border-top-right-radius: 2px;
|
||
}
|
||
.pagination > li > a:hover,
|
||
.pagination > li > span:hover,
|
||
.pagination > li > a:focus,
|
||
.pagination > li > span:focus {
|
||
z-index: 2;
|
||
color: #23527c;
|
||
background-color: #eeeeee;
|
||
border-color: #ddd;
|
||
}
|
||
.pagination > .active > a,
|
||
.pagination > .active > span,
|
||
.pagination > .active > a:hover,
|
||
.pagination > .active > span:hover,
|
||
.pagination > .active > a:focus,
|
||
.pagination > .active > span:focus {
|
||
z-index: 3;
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
border-color: #337ab7;
|
||
cursor: default;
|
||
}
|
||
.pagination > .disabled > span,
|
||
.pagination > .disabled > span:hover,
|
||
.pagination > .disabled > span:focus,
|
||
.pagination > .disabled > a,
|
||
.pagination > .disabled > a:hover,
|
||
.pagination > .disabled > a:focus {
|
||
color: #777777;
|
||
background-color: #fff;
|
||
border-color: #ddd;
|
||
cursor: not-allowed;
|
||
}
|
||
.pagination-lg > li > a,
|
||
.pagination-lg > li > span {
|
||
padding: 10px 16px;
|
||
font-size: 17px;
|
||
line-height: 1.3333333;
|
||
}
|
||
.pagination-lg > li:first-child > a,
|
||
.pagination-lg > li:first-child > span {
|
||
border-bottom-left-radius: 3px;
|
||
border-top-left-radius: 3px;
|
||
}
|
||
.pagination-lg > li:last-child > a,
|
||
.pagination-lg > li:last-child > span {
|
||
border-bottom-right-radius: 3px;
|
||
border-top-right-radius: 3px;
|
||
}
|
||
.pagination-sm > li > a,
|
||
.pagination-sm > li > span {
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
}
|
||
.pagination-sm > li:first-child > a,
|
||
.pagination-sm > li:first-child > span {
|
||
border-bottom-left-radius: 1px;
|
||
border-top-left-radius: 1px;
|
||
}
|
||
.pagination-sm > li:last-child > a,
|
||
.pagination-sm > li:last-child > span {
|
||
border-bottom-right-radius: 1px;
|
||
border-top-right-radius: 1px;
|
||
}
|
||
.pager {
|
||
padding-left: 0;
|
||
margin: 18px 0;
|
||
list-style: none;
|
||
text-align: center;
|
||
}
|
||
.pager li {
|
||
display: inline;
|
||
}
|
||
.pager li > a,
|
||
.pager li > span {
|
||
display: inline-block;
|
||
padding: 5px 14px;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
border-radius: 15px;
|
||
}
|
||
.pager li > a:hover,
|
||
.pager li > a:focus {
|
||
text-decoration: none;
|
||
background-color: #eeeeee;
|
||
}
|
||
.pager .next > a,
|
||
.pager .next > span {
|
||
float: right;
|
||
}
|
||
.pager .previous > a,
|
||
.pager .previous > span {
|
||
float: left;
|
||
}
|
||
.pager .disabled > a,
|
||
.pager .disabled > a:hover,
|
||
.pager .disabled > a:focus,
|
||
.pager .disabled > span {
|
||
color: #777777;
|
||
background-color: #fff;
|
||
cursor: not-allowed;
|
||
}
|
||
.label {
|
||
display: inline;
|
||
padding: .2em .6em .3em;
|
||
font-size: 75%;
|
||
font-weight: bold;
|
||
line-height: 1;
|
||
color: #fff;
|
||
text-align: center;
|
||
white-space: nowrap;
|
||
vertical-align: baseline;
|
||
border-radius: .25em;
|
||
}
|
||
a.label:hover,
|
||
a.label:focus {
|
||
color: #fff;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
}
|
||
.label:empty {
|
||
display: none;
|
||
}
|
||
.btn .label {
|
||
position: relative;
|
||
top: -1px;
|
||
}
|
||
.label-default {
|
||
background-color: #777777;
|
||
}
|
||
.label-default[href]:hover,
|
||
.label-default[href]:focus {
|
||
background-color: #5e5e5e;
|
||
}
|
||
.label-primary {
|
||
background-color: #337ab7;
|
||
}
|
||
.label-primary[href]:hover,
|
||
.label-primary[href]:focus {
|
||
background-color: #286090;
|
||
}
|
||
.label-success {
|
||
background-color: #5cb85c;
|
||
}
|
||
.label-success[href]:hover,
|
||
.label-success[href]:focus {
|
||
background-color: #449d44;
|
||
}
|
||
.label-info {
|
||
background-color: #5bc0de;
|
||
}
|
||
.label-info[href]:hover,
|
||
.label-info[href]:focus {
|
||
background-color: #31b0d5;
|
||
}
|
||
.label-warning {
|
||
background-color: #f0ad4e;
|
||
}
|
||
.label-warning[href]:hover,
|
||
.label-warning[href]:focus {
|
||
background-color: #ec971f;
|
||
}
|
||
.label-danger {
|
||
background-color: #d9534f;
|
||
}
|
||
.label-danger[href]:hover,
|
||
.label-danger[href]:focus {
|
||
background-color: #c9302c;
|
||
}
|
||
.badge {
|
||
display: inline-block;
|
||
min-width: 10px;
|
||
padding: 3px 7px;
|
||
font-size: 12px;
|
||
font-weight: bold;
|
||
color: #fff;
|
||
line-height: 1;
|
||
vertical-align: middle;
|
||
white-space: nowrap;
|
||
text-align: center;
|
||
background-color: #777777;
|
||
border-radius: 10px;
|
||
}
|
||
.badge:empty {
|
||
display: none;
|
||
}
|
||
.btn .badge {
|
||
position: relative;
|
||
top: -1px;
|
||
}
|
||
.btn-xs .badge,
|
||
.btn-group-xs > .btn .badge {
|
||
top: 0;
|
||
padding: 1px 5px;
|
||
}
|
||
a.badge:hover,
|
||
a.badge:focus {
|
||
color: #fff;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
}
|
||
.list-group-item.active > .badge,
|
||
.nav-pills > .active > a > .badge {
|
||
color: #337ab7;
|
||
background-color: #fff;
|
||
}
|
||
.list-group-item > .badge {
|
||
float: right;
|
||
}
|
||
.list-group-item > .badge + .badge {
|
||
margin-right: 5px;
|
||
}
|
||
.nav-pills > li > a > .badge {
|
||
margin-left: 3px;
|
||
}
|
||
.jumbotron {
|
||
padding-top: 30px;
|
||
padding-bottom: 30px;
|
||
margin-bottom: 30px;
|
||
color: inherit;
|
||
background-color: #eeeeee;
|
||
}
|
||
.jumbotron h1,
|
||
.jumbotron .h1 {
|
||
color: inherit;
|
||
}
|
||
.jumbotron p {
|
||
margin-bottom: 15px;
|
||
font-size: 20px;
|
||
font-weight: 200;
|
||
}
|
||
.jumbotron > hr {
|
||
border-top-color: #d5d5d5;
|
||
}
|
||
.container .jumbotron,
|
||
.container-fluid .jumbotron {
|
||
border-radius: 3px;
|
||
padding-left: 0px;
|
||
padding-right: 0px;
|
||
}
|
||
.jumbotron .container {
|
||
max-width: 100%;
|
||
}
|
||
@media screen and (min-width: 768px) {
|
||
.jumbotron {
|
||
padding-top: 48px;
|
||
padding-bottom: 48px;
|
||
}
|
||
.container .jumbotron,
|
||
.container-fluid .jumbotron {
|
||
padding-left: 60px;
|
||
padding-right: 60px;
|
||
}
|
||
.jumbotron h1,
|
||
.jumbotron .h1 {
|
||
font-size: 59px;
|
||
}
|
||
}
|
||
.thumbnail {
|
||
display: block;
|
||
padding: 4px;
|
||
margin-bottom: 18px;
|
||
line-height: 1.42857143;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
border-radius: 2px;
|
||
-webkit-transition: border 0.2s ease-in-out;
|
||
-o-transition: border 0.2s ease-in-out;
|
||
transition: border 0.2s ease-in-out;
|
||
}
|
||
.thumbnail > img,
|
||
.thumbnail a > img {
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
}
|
||
a.thumbnail:hover,
|
||
a.thumbnail:focus,
|
||
a.thumbnail.active {
|
||
border-color: #337ab7;
|
||
}
|
||
.thumbnail .caption {
|
||
padding: 9px;
|
||
color: #000;
|
||
}
|
||
.alert {
|
||
padding: 15px;
|
||
margin-bottom: 18px;
|
||
border: 1px solid transparent;
|
||
border-radius: 2px;
|
||
}
|
||
.alert h4 {
|
||
margin-top: 0;
|
||
color: inherit;
|
||
}
|
||
.alert .alert-link {
|
||
font-weight: bold;
|
||
}
|
||
.alert > p,
|
||
.alert > ul {
|
||
margin-bottom: 0;
|
||
}
|
||
.alert > p + p {
|
||
margin-top: 5px;
|
||
}
|
||
.alert-dismissable,
|
||
.alert-dismissible {
|
||
padding-right: 35px;
|
||
}
|
||
.alert-dismissable .close,
|
||
.alert-dismissible .close {
|
||
position: relative;
|
||
top: -2px;
|
||
right: -21px;
|
||
color: inherit;
|
||
}
|
||
.alert-success {
|
||
background-color: #dff0d8;
|
||
border-color: #d6e9c6;
|
||
color: #3c763d;
|
||
}
|
||
.alert-success hr {
|
||
border-top-color: #c9e2b3;
|
||
}
|
||
.alert-success .alert-link {
|
||
color: #2b542c;
|
||
}
|
||
.alert-info {
|
||
background-color: #d9edf7;
|
||
border-color: #bce8f1;
|
||
color: #31708f;
|
||
}
|
||
.alert-info hr {
|
||
border-top-color: #a6e1ec;
|
||
}
|
||
.alert-info .alert-link {
|
||
color: #245269;
|
||
}
|
||
.alert-warning {
|
||
background-color: #fcf8e3;
|
||
border-color: #faebcc;
|
||
color: #8a6d3b;
|
||
}
|
||
.alert-warning hr {
|
||
border-top-color: #f7e1b5;
|
||
}
|
||
.alert-warning .alert-link {
|
||
color: #66512c;
|
||
}
|
||
.alert-danger {
|
||
background-color: #f2dede;
|
||
border-color: #ebccd1;
|
||
color: #a94442;
|
||
}
|
||
.alert-danger hr {
|
||
border-top-color: #e4b9c0;
|
||
}
|
||
.alert-danger .alert-link {
|
||
color: #843534;
|
||
}
|
||
@-webkit-keyframes progress-bar-stripes {
|
||
from {
|
||
background-position: 40px 0;
|
||
}
|
||
to {
|
||
background-position: 0 0;
|
||
}
|
||
}
|
||
@keyframes progress-bar-stripes {
|
||
from {
|
||
background-position: 40px 0;
|
||
}
|
||
to {
|
||
background-position: 0 0;
|
||
}
|
||
}
|
||
.progress {
|
||
overflow: hidden;
|
||
height: 18px;
|
||
margin-bottom: 18px;
|
||
background-color: #f5f5f5;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1);
|
||
box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1);
|
||
}
|
||
.progress-bar {
|
||
float: left;
|
||
width: 0%;
|
||
height: 100%;
|
||
font-size: 12px;
|
||
line-height: 18px;
|
||
color: #fff;
|
||
text-align: center;
|
||
background-color: #337ab7;
|
||
-webkit-box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.15);
|
||
box-shadow: inset 0 -1px 0 rgba(0, 0, 0, 0.15);
|
||
-webkit-transition: width 0.6s ease;
|
||
-o-transition: width 0.6s ease;
|
||
transition: width 0.6s ease;
|
||
}
|
||
.progress-striped .progress-bar,
|
||
.progress-bar-striped {
|
||
background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-size: 40px 40px;
|
||
}
|
||
.progress.active .progress-bar,
|
||
.progress-bar.active {
|
||
-webkit-animation: progress-bar-stripes 2s linear infinite;
|
||
-o-animation: progress-bar-stripes 2s linear infinite;
|
||
animation: progress-bar-stripes 2s linear infinite;
|
||
}
|
||
.progress-bar-success {
|
||
background-color: #5cb85c;
|
||
}
|
||
.progress-striped .progress-bar-success {
|
||
background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
}
|
||
.progress-bar-info {
|
||
background-color: #5bc0de;
|
||
}
|
||
.progress-striped .progress-bar-info {
|
||
background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
}
|
||
.progress-bar-warning {
|
||
background-color: #f0ad4e;
|
||
}
|
||
.progress-striped .progress-bar-warning {
|
||
background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
}
|
||
.progress-bar-danger {
|
||
background-color: #d9534f;
|
||
}
|
||
.progress-striped .progress-bar-danger {
|
||
background-image: -webkit-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: -o-linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
background-image: linear-gradient(45deg, rgba(255, 255, 255, 0.15) 25%, transparent 25%, transparent 50%, rgba(255, 255, 255, 0.15) 50%, rgba(255, 255, 255, 0.15) 75%, transparent 75%, transparent);
|
||
}
|
||
.media {
|
||
margin-top: 15px;
|
||
}
|
||
.media:first-child {
|
||
margin-top: 0;
|
||
}
|
||
.media,
|
||
.media-body {
|
||
zoom: 1;
|
||
overflow: hidden;
|
||
}
|
||
.media-body {
|
||
width: 10000px;
|
||
}
|
||
.media-object {
|
||
display: block;
|
||
}
|
||
.media-object.img-thumbnail {
|
||
max-width: none;
|
||
}
|
||
.media-right,
|
||
.media > .pull-right {
|
||
padding-left: 10px;
|
||
}
|
||
.media-left,
|
||
.media > .pull-left {
|
||
padding-right: 10px;
|
||
}
|
||
.media-left,
|
||
.media-right,
|
||
.media-body {
|
||
display: table-cell;
|
||
vertical-align: top;
|
||
}
|
||
.media-middle {
|
||
vertical-align: middle;
|
||
}
|
||
.media-bottom {
|
||
vertical-align: bottom;
|
||
}
|
||
.media-heading {
|
||
margin-top: 0;
|
||
margin-bottom: 5px;
|
||
}
|
||
.media-list {
|
||
padding-left: 0;
|
||
list-style: none;
|
||
}
|
||
.list-group {
|
||
margin-bottom: 20px;
|
||
padding-left: 0;
|
||
}
|
||
.list-group-item {
|
||
position: relative;
|
||
display: block;
|
||
padding: 10px 15px;
|
||
margin-bottom: -1px;
|
||
background-color: #fff;
|
||
border: 1px solid #ddd;
|
||
}
|
||
.list-group-item:first-child {
|
||
border-top-right-radius: 2px;
|
||
border-top-left-radius: 2px;
|
||
}
|
||
.list-group-item:last-child {
|
||
margin-bottom: 0;
|
||
border-bottom-right-radius: 2px;
|
||
border-bottom-left-radius: 2px;
|
||
}
|
||
a.list-group-item,
|
||
button.list-group-item {
|
||
color: #555;
|
||
}
|
||
a.list-group-item .list-group-item-heading,
|
||
button.list-group-item .list-group-item-heading {
|
||
color: #333;
|
||
}
|
||
a.list-group-item:hover,
|
||
button.list-group-item:hover,
|
||
a.list-group-item:focus,
|
||
button.list-group-item:focus {
|
||
text-decoration: none;
|
||
color: #555;
|
||
background-color: #f5f5f5;
|
||
}
|
||
button.list-group-item {
|
||
width: 100%;
|
||
text-align: left;
|
||
}
|
||
.list-group-item.disabled,
|
||
.list-group-item.disabled:hover,
|
||
.list-group-item.disabled:focus {
|
||
background-color: #eeeeee;
|
||
color: #777777;
|
||
cursor: not-allowed;
|
||
}
|
||
.list-group-item.disabled .list-group-item-heading,
|
||
.list-group-item.disabled:hover .list-group-item-heading,
|
||
.list-group-item.disabled:focus .list-group-item-heading {
|
||
color: inherit;
|
||
}
|
||
.list-group-item.disabled .list-group-item-text,
|
||
.list-group-item.disabled:hover .list-group-item-text,
|
||
.list-group-item.disabled:focus .list-group-item-text {
|
||
color: #777777;
|
||
}
|
||
.list-group-item.active,
|
||
.list-group-item.active:hover,
|
||
.list-group-item.active:focus {
|
||
z-index: 2;
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
border-color: #337ab7;
|
||
}
|
||
.list-group-item.active .list-group-item-heading,
|
||
.list-group-item.active:hover .list-group-item-heading,
|
||
.list-group-item.active:focus .list-group-item-heading,
|
||
.list-group-item.active .list-group-item-heading > small,
|
||
.list-group-item.active:hover .list-group-item-heading > small,
|
||
.list-group-item.active:focus .list-group-item-heading > small,
|
||
.list-group-item.active .list-group-item-heading > .small,
|
||
.list-group-item.active:hover .list-group-item-heading > .small,
|
||
.list-group-item.active:focus .list-group-item-heading > .small {
|
||
color: inherit;
|
||
}
|
||
.list-group-item.active .list-group-item-text,
|
||
.list-group-item.active:hover .list-group-item-text,
|
||
.list-group-item.active:focus .list-group-item-text {
|
||
color: #c7ddef;
|
||
}
|
||
.list-group-item-success {
|
||
color: #3c763d;
|
||
background-color: #dff0d8;
|
||
}
|
||
a.list-group-item-success,
|
||
button.list-group-item-success {
|
||
color: #3c763d;
|
||
}
|
||
a.list-group-item-success .list-group-item-heading,
|
||
button.list-group-item-success .list-group-item-heading {
|
||
color: inherit;
|
||
}
|
||
a.list-group-item-success:hover,
|
||
button.list-group-item-success:hover,
|
||
a.list-group-item-success:focus,
|
||
button.list-group-item-success:focus {
|
||
color: #3c763d;
|
||
background-color: #d0e9c6;
|
||
}
|
||
a.list-group-item-success.active,
|
||
button.list-group-item-success.active,
|
||
a.list-group-item-success.active:hover,
|
||
button.list-group-item-success.active:hover,
|
||
a.list-group-item-success.active:focus,
|
||
button.list-group-item-success.active:focus {
|
||
color: #fff;
|
||
background-color: #3c763d;
|
||
border-color: #3c763d;
|
||
}
|
||
.list-group-item-info {
|
||
color: #31708f;
|
||
background-color: #d9edf7;
|
||
}
|
||
a.list-group-item-info,
|
||
button.list-group-item-info {
|
||
color: #31708f;
|
||
}
|
||
a.list-group-item-info .list-group-item-heading,
|
||
button.list-group-item-info .list-group-item-heading {
|
||
color: inherit;
|
||
}
|
||
a.list-group-item-info:hover,
|
||
button.list-group-item-info:hover,
|
||
a.list-group-item-info:focus,
|
||
button.list-group-item-info:focus {
|
||
color: #31708f;
|
||
background-color: #c4e3f3;
|
||
}
|
||
a.list-group-item-info.active,
|
||
button.list-group-item-info.active,
|
||
a.list-group-item-info.active:hover,
|
||
button.list-group-item-info.active:hover,
|
||
a.list-group-item-info.active:focus,
|
||
button.list-group-item-info.active:focus {
|
||
color: #fff;
|
||
background-color: #31708f;
|
||
border-color: #31708f;
|
||
}
|
||
.list-group-item-warning {
|
||
color: #8a6d3b;
|
||
background-color: #fcf8e3;
|
||
}
|
||
a.list-group-item-warning,
|
||
button.list-group-item-warning {
|
||
color: #8a6d3b;
|
||
}
|
||
a.list-group-item-warning .list-group-item-heading,
|
||
button.list-group-item-warning .list-group-item-heading {
|
||
color: inherit;
|
||
}
|
||
a.list-group-item-warning:hover,
|
||
button.list-group-item-warning:hover,
|
||
a.list-group-item-warning:focus,
|
||
button.list-group-item-warning:focus {
|
||
color: #8a6d3b;
|
||
background-color: #faf2cc;
|
||
}
|
||
a.list-group-item-warning.active,
|
||
button.list-group-item-warning.active,
|
||
a.list-group-item-warning.active:hover,
|
||
button.list-group-item-warning.active:hover,
|
||
a.list-group-item-warning.active:focus,
|
||
button.list-group-item-warning.active:focus {
|
||
color: #fff;
|
||
background-color: #8a6d3b;
|
||
border-color: #8a6d3b;
|
||
}
|
||
.list-group-item-danger {
|
||
color: #a94442;
|
||
background-color: #f2dede;
|
||
}
|
||
a.list-group-item-danger,
|
||
button.list-group-item-danger {
|
||
color: #a94442;
|
||
}
|
||
a.list-group-item-danger .list-group-item-heading,
|
||
button.list-group-item-danger .list-group-item-heading {
|
||
color: inherit;
|
||
}
|
||
a.list-group-item-danger:hover,
|
||
button.list-group-item-danger:hover,
|
||
a.list-group-item-danger:focus,
|
||
button.list-group-item-danger:focus {
|
||
color: #a94442;
|
||
background-color: #ebcccc;
|
||
}
|
||
a.list-group-item-danger.active,
|
||
button.list-group-item-danger.active,
|
||
a.list-group-item-danger.active:hover,
|
||
button.list-group-item-danger.active:hover,
|
||
a.list-group-item-danger.active:focus,
|
||
button.list-group-item-danger.active:focus {
|
||
color: #fff;
|
||
background-color: #a94442;
|
||
border-color: #a94442;
|
||
}
|
||
.list-group-item-heading {
|
||
margin-top: 0;
|
||
margin-bottom: 5px;
|
||
}
|
||
.list-group-item-text {
|
||
margin-bottom: 0;
|
||
line-height: 1.3;
|
||
}
|
||
.panel {
|
||
margin-bottom: 18px;
|
||
background-color: #fff;
|
||
border: 1px solid transparent;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: 0 1px 1px rgba(0, 0, 0, 0.05);
|
||
box-shadow: 0 1px 1px rgba(0, 0, 0, 0.05);
|
||
}
|
||
.panel-body {
|
||
padding: 15px;
|
||
}
|
||
.panel-heading {
|
||
padding: 10px 15px;
|
||
border-bottom: 1px solid transparent;
|
||
border-top-right-radius: 1px;
|
||
border-top-left-radius: 1px;
|
||
}
|
||
.panel-heading > .dropdown .dropdown-toggle {
|
||
color: inherit;
|
||
}
|
||
.panel-title {
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
font-size: 15px;
|
||
color: inherit;
|
||
}
|
||
.panel-title > a,
|
||
.panel-title > small,
|
||
.panel-title > .small,
|
||
.panel-title > small > a,
|
||
.panel-title > .small > a {
|
||
color: inherit;
|
||
}
|
||
.panel-footer {
|
||
padding: 10px 15px;
|
||
background-color: #f5f5f5;
|
||
border-top: 1px solid #ddd;
|
||
border-bottom-right-radius: 1px;
|
||
border-bottom-left-radius: 1px;
|
||
}
|
||
.panel > .list-group,
|
||
.panel > .panel-collapse > .list-group {
|
||
margin-bottom: 0;
|
||
}
|
||
.panel > .list-group .list-group-item,
|
||
.panel > .panel-collapse > .list-group .list-group-item {
|
||
border-width: 1px 0;
|
||
border-radius: 0;
|
||
}
|
||
.panel > .list-group:first-child .list-group-item:first-child,
|
||
.panel > .panel-collapse > .list-group:first-child .list-group-item:first-child {
|
||
border-top: 0;
|
||
border-top-right-radius: 1px;
|
||
border-top-left-radius: 1px;
|
||
}
|
||
.panel > .list-group:last-child .list-group-item:last-child,
|
||
.panel > .panel-collapse > .list-group:last-child .list-group-item:last-child {
|
||
border-bottom: 0;
|
||
border-bottom-right-radius: 1px;
|
||
border-bottom-left-radius: 1px;
|
||
}
|
||
.panel > .panel-heading + .panel-collapse > .list-group .list-group-item:first-child {
|
||
border-top-right-radius: 0;
|
||
border-top-left-radius: 0;
|
||
}
|
||
.panel-heading + .list-group .list-group-item:first-child {
|
||
border-top-width: 0;
|
||
}
|
||
.list-group + .panel-footer {
|
||
border-top-width: 0;
|
||
}
|
||
.panel > .table,
|
||
.panel > .table-responsive > .table,
|
||
.panel > .panel-collapse > .table {
|
||
margin-bottom: 0;
|
||
}
|
||
.panel > .table caption,
|
||
.panel > .table-responsive > .table caption,
|
||
.panel > .panel-collapse > .table caption {
|
||
padding-left: 15px;
|
||
padding-right: 15px;
|
||
}
|
||
.panel > .table:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child {
|
||
border-top-right-radius: 1px;
|
||
border-top-left-radius: 1px;
|
||
}
|
||
.panel > .table:first-child > thead:first-child > tr:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > thead:first-child > tr:first-child,
|
||
.panel > .table:first-child > tbody:first-child > tr:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > tbody:first-child > tr:first-child {
|
||
border-top-left-radius: 1px;
|
||
border-top-right-radius: 1px;
|
||
}
|
||
.panel > .table:first-child > thead:first-child > tr:first-child td:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > thead:first-child > tr:first-child td:first-child,
|
||
.panel > .table:first-child > tbody:first-child > tr:first-child td:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > tbody:first-child > tr:first-child td:first-child,
|
||
.panel > .table:first-child > thead:first-child > tr:first-child th:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > thead:first-child > tr:first-child th:first-child,
|
||
.panel > .table:first-child > tbody:first-child > tr:first-child th:first-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > tbody:first-child > tr:first-child th:first-child {
|
||
border-top-left-radius: 1px;
|
||
}
|
||
.panel > .table:first-child > thead:first-child > tr:first-child td:last-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > thead:first-child > tr:first-child td:last-child,
|
||
.panel > .table:first-child > tbody:first-child > tr:first-child td:last-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > tbody:first-child > tr:first-child td:last-child,
|
||
.panel > .table:first-child > thead:first-child > tr:first-child th:last-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > thead:first-child > tr:first-child th:last-child,
|
||
.panel > .table:first-child > tbody:first-child > tr:first-child th:last-child,
|
||
.panel > .table-responsive:first-child > .table:first-child > tbody:first-child > tr:first-child th:last-child {
|
||
border-top-right-radius: 1px;
|
||
}
|
||
.panel > .table:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child {
|
||
border-bottom-right-radius: 1px;
|
||
border-bottom-left-radius: 1px;
|
||
}
|
||
.panel > .table:last-child > tbody:last-child > tr:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tbody:last-child > tr:last-child,
|
||
.panel > .table:last-child > tfoot:last-child > tr:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tfoot:last-child > tr:last-child {
|
||
border-bottom-left-radius: 1px;
|
||
border-bottom-right-radius: 1px;
|
||
}
|
||
.panel > .table:last-child > tbody:last-child > tr:last-child td:first-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tbody:last-child > tr:last-child td:first-child,
|
||
.panel > .table:last-child > tfoot:last-child > tr:last-child td:first-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tfoot:last-child > tr:last-child td:first-child,
|
||
.panel > .table:last-child > tbody:last-child > tr:last-child th:first-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tbody:last-child > tr:last-child th:first-child,
|
||
.panel > .table:last-child > tfoot:last-child > tr:last-child th:first-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tfoot:last-child > tr:last-child th:first-child {
|
||
border-bottom-left-radius: 1px;
|
||
}
|
||
.panel > .table:last-child > tbody:last-child > tr:last-child td:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tbody:last-child > tr:last-child td:last-child,
|
||
.panel > .table:last-child > tfoot:last-child > tr:last-child td:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tfoot:last-child > tr:last-child td:last-child,
|
||
.panel > .table:last-child > tbody:last-child > tr:last-child th:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tbody:last-child > tr:last-child th:last-child,
|
||
.panel > .table:last-child > tfoot:last-child > tr:last-child th:last-child,
|
||
.panel > .table-responsive:last-child > .table:last-child > tfoot:last-child > tr:last-child th:last-child {
|
||
border-bottom-right-radius: 1px;
|
||
}
|
||
.panel > .panel-body + .table,
|
||
.panel > .panel-body + .table-responsive,
|
||
.panel > .table + .panel-body,
|
||
.panel > .table-responsive + .panel-body {
|
||
border-top: 1px solid #ddd;
|
||
}
|
||
.panel > .table > tbody:first-child > tr:first-child th,
|
||
.panel > .table > tbody:first-child > tr:first-child td {
|
||
border-top: 0;
|
||
}
|
||
.panel > .table-bordered,
|
||
.panel > .table-responsive > .table-bordered {
|
||
border: 0;
|
||
}
|
||
.panel > .table-bordered > thead > tr > th:first-child,
|
||
.panel > .table-responsive > .table-bordered > thead > tr > th:first-child,
|
||
.panel > .table-bordered > tbody > tr > th:first-child,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr > th:first-child,
|
||
.panel > .table-bordered > tfoot > tr > th:first-child,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr > th:first-child,
|
||
.panel > .table-bordered > thead > tr > td:first-child,
|
||
.panel > .table-responsive > .table-bordered > thead > tr > td:first-child,
|
||
.panel > .table-bordered > tbody > tr > td:first-child,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr > td:first-child,
|
||
.panel > .table-bordered > tfoot > tr > td:first-child,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr > td:first-child {
|
||
border-left: 0;
|
||
}
|
||
.panel > .table-bordered > thead > tr > th:last-child,
|
||
.panel > .table-responsive > .table-bordered > thead > tr > th:last-child,
|
||
.panel > .table-bordered > tbody > tr > th:last-child,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr > th:last-child,
|
||
.panel > .table-bordered > tfoot > tr > th:last-child,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr > th:last-child,
|
||
.panel > .table-bordered > thead > tr > td:last-child,
|
||
.panel > .table-responsive > .table-bordered > thead > tr > td:last-child,
|
||
.panel > .table-bordered > tbody > tr > td:last-child,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr > td:last-child,
|
||
.panel > .table-bordered > tfoot > tr > td:last-child,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr > td:last-child {
|
||
border-right: 0;
|
||
}
|
||
.panel > .table-bordered > thead > tr:first-child > td,
|
||
.panel > .table-responsive > .table-bordered > thead > tr:first-child > td,
|
||
.panel > .table-bordered > tbody > tr:first-child > td,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr:first-child > td,
|
||
.panel > .table-bordered > thead > tr:first-child > th,
|
||
.panel > .table-responsive > .table-bordered > thead > tr:first-child > th,
|
||
.panel > .table-bordered > tbody > tr:first-child > th,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr:first-child > th {
|
||
border-bottom: 0;
|
||
}
|
||
.panel > .table-bordered > tbody > tr:last-child > td,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr:last-child > td,
|
||
.panel > .table-bordered > tfoot > tr:last-child > td,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr:last-child > td,
|
||
.panel > .table-bordered > tbody > tr:last-child > th,
|
||
.panel > .table-responsive > .table-bordered > tbody > tr:last-child > th,
|
||
.panel > .table-bordered > tfoot > tr:last-child > th,
|
||
.panel > .table-responsive > .table-bordered > tfoot > tr:last-child > th {
|
||
border-bottom: 0;
|
||
}
|
||
.panel > .table-responsive {
|
||
border: 0;
|
||
margin-bottom: 0;
|
||
}
|
||
.panel-group {
|
||
margin-bottom: 18px;
|
||
}
|
||
.panel-group .panel {
|
||
margin-bottom: 0;
|
||
border-radius: 2px;
|
||
}
|
||
.panel-group .panel + .panel {
|
||
margin-top: 5px;
|
||
}
|
||
.panel-group .panel-heading {
|
||
border-bottom: 0;
|
||
}
|
||
.panel-group .panel-heading + .panel-collapse > .panel-body,
|
||
.panel-group .panel-heading + .panel-collapse > .list-group {
|
||
border-top: 1px solid #ddd;
|
||
}
|
||
.panel-group .panel-footer {
|
||
border-top: 0;
|
||
}
|
||
.panel-group .panel-footer + .panel-collapse .panel-body {
|
||
border-bottom: 1px solid #ddd;
|
||
}
|
||
.panel-default {
|
||
border-color: #ddd;
|
||
}
|
||
.panel-default > .panel-heading {
|
||
color: #333333;
|
||
background-color: #f5f5f5;
|
||
border-color: #ddd;
|
||
}
|
||
.panel-default > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #ddd;
|
||
}
|
||
.panel-default > .panel-heading .badge {
|
||
color: #f5f5f5;
|
||
background-color: #333333;
|
||
}
|
||
.panel-default > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #ddd;
|
||
}
|
||
.panel-primary {
|
||
border-color: #337ab7;
|
||
}
|
||
.panel-primary > .panel-heading {
|
||
color: #fff;
|
||
background-color: #337ab7;
|
||
border-color: #337ab7;
|
||
}
|
||
.panel-primary > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #337ab7;
|
||
}
|
||
.panel-primary > .panel-heading .badge {
|
||
color: #337ab7;
|
||
background-color: #fff;
|
||
}
|
||
.panel-primary > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #337ab7;
|
||
}
|
||
.panel-success {
|
||
border-color: #d6e9c6;
|
||
}
|
||
.panel-success > .panel-heading {
|
||
color: #3c763d;
|
||
background-color: #dff0d8;
|
||
border-color: #d6e9c6;
|
||
}
|
||
.panel-success > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #d6e9c6;
|
||
}
|
||
.panel-success > .panel-heading .badge {
|
||
color: #dff0d8;
|
||
background-color: #3c763d;
|
||
}
|
||
.panel-success > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #d6e9c6;
|
||
}
|
||
.panel-info {
|
||
border-color: #bce8f1;
|
||
}
|
||
.panel-info > .panel-heading {
|
||
color: #31708f;
|
||
background-color: #d9edf7;
|
||
border-color: #bce8f1;
|
||
}
|
||
.panel-info > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #bce8f1;
|
||
}
|
||
.panel-info > .panel-heading .badge {
|
||
color: #d9edf7;
|
||
background-color: #31708f;
|
||
}
|
||
.panel-info > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #bce8f1;
|
||
}
|
||
.panel-warning {
|
||
border-color: #faebcc;
|
||
}
|
||
.panel-warning > .panel-heading {
|
||
color: #8a6d3b;
|
||
background-color: #fcf8e3;
|
||
border-color: #faebcc;
|
||
}
|
||
.panel-warning > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #faebcc;
|
||
}
|
||
.panel-warning > .panel-heading .badge {
|
||
color: #fcf8e3;
|
||
background-color: #8a6d3b;
|
||
}
|
||
.panel-warning > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #faebcc;
|
||
}
|
||
.panel-danger {
|
||
border-color: #ebccd1;
|
||
}
|
||
.panel-danger > .panel-heading {
|
||
color: #a94442;
|
||
background-color: #f2dede;
|
||
border-color: #ebccd1;
|
||
}
|
||
.panel-danger > .panel-heading + .panel-collapse > .panel-body {
|
||
border-top-color: #ebccd1;
|
||
}
|
||
.panel-danger > .panel-heading .badge {
|
||
color: #f2dede;
|
||
background-color: #a94442;
|
||
}
|
||
.panel-danger > .panel-footer + .panel-collapse > .panel-body {
|
||
border-bottom-color: #ebccd1;
|
||
}
|
||
.embed-responsive {
|
||
position: relative;
|
||
display: block;
|
||
height: 0;
|
||
padding: 0;
|
||
overflow: hidden;
|
||
}
|
||
.embed-responsive .embed-responsive-item,
|
||
.embed-responsive iframe,
|
||
.embed-responsive embed,
|
||
.embed-responsive object,
|
||
.embed-responsive video {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
bottom: 0;
|
||
height: 100%;
|
||
width: 100%;
|
||
border: 0;
|
||
}
|
||
.embed-responsive-16by9 {
|
||
padding-bottom: 56.25%;
|
||
}
|
||
.embed-responsive-4by3 {
|
||
padding-bottom: 75%;
|
||
}
|
||
.well {
|
||
min-height: 20px;
|
||
padding: 19px;
|
||
margin-bottom: 20px;
|
||
background-color: #f5f5f5;
|
||
border: 1px solid #e3e3e3;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.05);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.05);
|
||
}
|
||
.well blockquote {
|
||
border-color: #ddd;
|
||
border-color: rgba(0, 0, 0, 0.15);
|
||
}
|
||
.well-lg {
|
||
padding: 24px;
|
||
border-radius: 3px;
|
||
}
|
||
.well-sm {
|
||
padding: 9px;
|
||
border-radius: 1px;
|
||
}
|
||
.close {
|
||
float: right;
|
||
font-size: 19.5px;
|
||
font-weight: bold;
|
||
line-height: 1;
|
||
color: #000;
|
||
text-shadow: 0 1px 0 #fff;
|
||
opacity: 0.2;
|
||
filter: alpha(opacity=20);
|
||
}
|
||
.close:hover,
|
||
.close:focus {
|
||
color: #000;
|
||
text-decoration: none;
|
||
cursor: pointer;
|
||
opacity: 0.5;
|
||
filter: alpha(opacity=50);
|
||
}
|
||
button.close {
|
||
padding: 0;
|
||
cursor: pointer;
|
||
background: transparent;
|
||
border: 0;
|
||
-webkit-appearance: none;
|
||
}
|
||
.modal-open {
|
||
overflow: hidden;
|
||
}
|
||
.modal {
|
||
display: none;
|
||
overflow: hidden;
|
||
position: fixed;
|
||
top: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
left: 0;
|
||
z-index: 1050;
|
||
-webkit-overflow-scrolling: touch;
|
||
outline: 0;
|
||
}
|
||
.modal.fade .modal-dialog {
|
||
-webkit-transform: translate(0, -25%);
|
||
-ms-transform: translate(0, -25%);
|
||
-o-transform: translate(0, -25%);
|
||
transform: translate(0, -25%);
|
||
-webkit-transition: -webkit-transform 0.3s ease-out;
|
||
-moz-transition: -moz-transform 0.3s ease-out;
|
||
-o-transition: -o-transform 0.3s ease-out;
|
||
transition: transform 0.3s ease-out;
|
||
}
|
||
.modal.in .modal-dialog {
|
||
-webkit-transform: translate(0, 0);
|
||
-ms-transform: translate(0, 0);
|
||
-o-transform: translate(0, 0);
|
||
transform: translate(0, 0);
|
||
}
|
||
.modal-open .modal {
|
||
overflow-x: hidden;
|
||
overflow-y: auto;
|
||
}
|
||
.modal-dialog {
|
||
position: relative;
|
||
width: auto;
|
||
margin: 10px;
|
||
}
|
||
.modal-content {
|
||
position: relative;
|
||
background-color: #fff;
|
||
border: 1px solid #999;
|
||
border: 1px solid rgba(0, 0, 0, 0.2);
|
||
border-radius: 3px;
|
||
-webkit-box-shadow: 0 3px 9px rgba(0, 0, 0, 0.5);
|
||
box-shadow: 0 3px 9px rgba(0, 0, 0, 0.5);
|
||
background-clip: padding-box;
|
||
outline: 0;
|
||
}
|
||
.modal-backdrop {
|
||
position: fixed;
|
||
top: 0;
|
||
right: 0;
|
||
bottom: 0;
|
||
left: 0;
|
||
z-index: 1040;
|
||
background-color: #000;
|
||
}
|
||
.modal-backdrop.fade {
|
||
opacity: 0;
|
||
filter: alpha(opacity=0);
|
||
}
|
||
.modal-backdrop.in {
|
||
opacity: 0.5;
|
||
filter: alpha(opacity=50);
|
||
}
|
||
.modal-header {
|
||
padding: 15px;
|
||
border-bottom: 1px solid #e5e5e5;
|
||
}
|
||
.modal-header .close {
|
||
margin-top: -2px;
|
||
}
|
||
.modal-title {
|
||
margin: 0;
|
||
line-height: 1.42857143;
|
||
}
|
||
.modal-body {
|
||
position: relative;
|
||
padding: 15px;
|
||
}
|
||
.modal-footer {
|
||
padding: 15px;
|
||
text-align: right;
|
||
border-top: 1px solid #e5e5e5;
|
||
}
|
||
.modal-footer .btn + .btn {
|
||
margin-left: 5px;
|
||
margin-bottom: 0;
|
||
}
|
||
.modal-footer .btn-group .btn + .btn {
|
||
margin-left: -1px;
|
||
}
|
||
.modal-footer .btn-block + .btn-block {
|
||
margin-left: 0;
|
||
}
|
||
.modal-scrollbar-measure {
|
||
position: absolute;
|
||
top: -9999px;
|
||
width: 50px;
|
||
height: 50px;
|
||
overflow: scroll;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.modal-dialog {
|
||
width: 600px;
|
||
margin: 30px auto;
|
||
}
|
||
.modal-content {
|
||
-webkit-box-shadow: 0 5px 15px rgba(0, 0, 0, 0.5);
|
||
box-shadow: 0 5px 15px rgba(0, 0, 0, 0.5);
|
||
}
|
||
.modal-sm {
|
||
width: 300px;
|
||
}
|
||
}
|
||
@media (min-width: 992px) {
|
||
.modal-lg {
|
||
width: 900px;
|
||
}
|
||
}
|
||
.tooltip {
|
||
position: absolute;
|
||
z-index: 1070;
|
||
display: block;
|
||
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
|
||
font-style: normal;
|
||
font-weight: normal;
|
||
letter-spacing: normal;
|
||
line-break: auto;
|
||
line-height: 1.42857143;
|
||
text-align: left;
|
||
text-align: start;
|
||
text-decoration: none;
|
||
text-shadow: none;
|
||
text-transform: none;
|
||
white-space: normal;
|
||
word-break: normal;
|
||
word-spacing: normal;
|
||
word-wrap: normal;
|
||
font-size: 12px;
|
||
opacity: 0;
|
||
filter: alpha(opacity=0);
|
||
}
|
||
.tooltip.in {
|
||
opacity: 0.9;
|
||
filter: alpha(opacity=90);
|
||
}
|
||
.tooltip.top {
|
||
margin-top: -3px;
|
||
padding: 5px 0;
|
||
}
|
||
.tooltip.right {
|
||
margin-left: 3px;
|
||
padding: 0 5px;
|
||
}
|
||
.tooltip.bottom {
|
||
margin-top: 3px;
|
||
padding: 5px 0;
|
||
}
|
||
.tooltip.left {
|
||
margin-left: -3px;
|
||
padding: 0 5px;
|
||
}
|
||
.tooltip-inner {
|
||
max-width: 200px;
|
||
padding: 3px 8px;
|
||
color: #fff;
|
||
text-align: center;
|
||
background-color: #000;
|
||
border-radius: 2px;
|
||
}
|
||
.tooltip-arrow {
|
||
position: absolute;
|
||
width: 0;
|
||
height: 0;
|
||
border-color: transparent;
|
||
border-style: solid;
|
||
}
|
||
.tooltip.top .tooltip-arrow {
|
||
bottom: 0;
|
||
left: 50%;
|
||
margin-left: -5px;
|
||
border-width: 5px 5px 0;
|
||
border-top-color: #000;
|
||
}
|
||
.tooltip.top-left .tooltip-arrow {
|
||
bottom: 0;
|
||
right: 5px;
|
||
margin-bottom: -5px;
|
||
border-width: 5px 5px 0;
|
||
border-top-color: #000;
|
||
}
|
||
.tooltip.top-right .tooltip-arrow {
|
||
bottom: 0;
|
||
left: 5px;
|
||
margin-bottom: -5px;
|
||
border-width: 5px 5px 0;
|
||
border-top-color: #000;
|
||
}
|
||
.tooltip.right .tooltip-arrow {
|
||
top: 50%;
|
||
left: 0;
|
||
margin-top: -5px;
|
||
border-width: 5px 5px 5px 0;
|
||
border-right-color: #000;
|
||
}
|
||
.tooltip.left .tooltip-arrow {
|
||
top: 50%;
|
||
right: 0;
|
||
margin-top: -5px;
|
||
border-width: 5px 0 5px 5px;
|
||
border-left-color: #000;
|
||
}
|
||
.tooltip.bottom .tooltip-arrow {
|
||
top: 0;
|
||
left: 50%;
|
||
margin-left: -5px;
|
||
border-width: 0 5px 5px;
|
||
border-bottom-color: #000;
|
||
}
|
||
.tooltip.bottom-left .tooltip-arrow {
|
||
top: 0;
|
||
right: 5px;
|
||
margin-top: -5px;
|
||
border-width: 0 5px 5px;
|
||
border-bottom-color: #000;
|
||
}
|
||
.tooltip.bottom-right .tooltip-arrow {
|
||
top: 0;
|
||
left: 5px;
|
||
margin-top: -5px;
|
||
border-width: 0 5px 5px;
|
||
border-bottom-color: #000;
|
||
}
|
||
.popover {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
z-index: 1060;
|
||
display: none;
|
||
max-width: 276px;
|
||
padding: 1px;
|
||
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
|
||
font-style: normal;
|
||
font-weight: normal;
|
||
letter-spacing: normal;
|
||
line-break: auto;
|
||
line-height: 1.42857143;
|
||
text-align: left;
|
||
text-align: start;
|
||
text-decoration: none;
|
||
text-shadow: none;
|
||
text-transform: none;
|
||
white-space: normal;
|
||
word-break: normal;
|
||
word-spacing: normal;
|
||
word-wrap: normal;
|
||
font-size: 13px;
|
||
background-color: #fff;
|
||
background-clip: padding-box;
|
||
border: 1px solid #ccc;
|
||
border: 1px solid rgba(0, 0, 0, 0.2);
|
||
border-radius: 3px;
|
||
-webkit-box-shadow: 0 5px 10px rgba(0, 0, 0, 0.2);
|
||
box-shadow: 0 5px 10px rgba(0, 0, 0, 0.2);
|
||
}
|
||
.popover.top {
|
||
margin-top: -10px;
|
||
}
|
||
.popover.right {
|
||
margin-left: 10px;
|
||
}
|
||
.popover.bottom {
|
||
margin-top: 10px;
|
||
}
|
||
.popover.left {
|
||
margin-left: -10px;
|
||
}
|
||
.popover-title {
|
||
margin: 0;
|
||
padding: 8px 14px;
|
||
font-size: 13px;
|
||
background-color: #f7f7f7;
|
||
border-bottom: 1px solid #ebebeb;
|
||
border-radius: 2px 2px 0 0;
|
||
}
|
||
.popover-content {
|
||
padding: 9px 14px;
|
||
}
|
||
.popover > .arrow,
|
||
.popover > .arrow:after {
|
||
position: absolute;
|
||
display: block;
|
||
width: 0;
|
||
height: 0;
|
||
border-color: transparent;
|
||
border-style: solid;
|
||
}
|
||
.popover > .arrow {
|
||
border-width: 11px;
|
||
}
|
||
.popover > .arrow:after {
|
||
border-width: 10px;
|
||
content: "";
|
||
}
|
||
.popover.top > .arrow {
|
||
left: 50%;
|
||
margin-left: -11px;
|
||
border-bottom-width: 0;
|
||
border-top-color: #999999;
|
||
border-top-color: rgba(0, 0, 0, 0.25);
|
||
bottom: -11px;
|
||
}
|
||
.popover.top > .arrow:after {
|
||
content: " ";
|
||
bottom: 1px;
|
||
margin-left: -10px;
|
||
border-bottom-width: 0;
|
||
border-top-color: #fff;
|
||
}
|
||
.popover.right > .arrow {
|
||
top: 50%;
|
||
left: -11px;
|
||
margin-top: -11px;
|
||
border-left-width: 0;
|
||
border-right-color: #999999;
|
||
border-right-color: rgba(0, 0, 0, 0.25);
|
||
}
|
||
.popover.right > .arrow:after {
|
||
content: " ";
|
||
left: 1px;
|
||
bottom: -10px;
|
||
border-left-width: 0;
|
||
border-right-color: #fff;
|
||
}
|
||
.popover.bottom > .arrow {
|
||
left: 50%;
|
||
margin-left: -11px;
|
||
border-top-width: 0;
|
||
border-bottom-color: #999999;
|
||
border-bottom-color: rgba(0, 0, 0, 0.25);
|
||
top: -11px;
|
||
}
|
||
.popover.bottom > .arrow:after {
|
||
content: " ";
|
||
top: 1px;
|
||
margin-left: -10px;
|
||
border-top-width: 0;
|
||
border-bottom-color: #fff;
|
||
}
|
||
.popover.left > .arrow {
|
||
top: 50%;
|
||
right: -11px;
|
||
margin-top: -11px;
|
||
border-right-width: 0;
|
||
border-left-color: #999999;
|
||
border-left-color: rgba(0, 0, 0, 0.25);
|
||
}
|
||
.popover.left > .arrow:after {
|
||
content: " ";
|
||
right: 1px;
|
||
border-right-width: 0;
|
||
border-left-color: #fff;
|
||
bottom: -10px;
|
||
}
|
||
.carousel {
|
||
position: relative;
|
||
}
|
||
.carousel-inner {
|
||
position: relative;
|
||
overflow: hidden;
|
||
width: 100%;
|
||
}
|
||
.carousel-inner > .item {
|
||
display: none;
|
||
position: relative;
|
||
-webkit-transition: 0.6s ease-in-out left;
|
||
-o-transition: 0.6s ease-in-out left;
|
||
transition: 0.6s ease-in-out left;
|
||
}
|
||
.carousel-inner > .item > img,
|
||
.carousel-inner > .item > a > img {
|
||
line-height: 1;
|
||
}
|
||
@media all and (transform-3d), (-webkit-transform-3d) {
|
||
.carousel-inner > .item {
|
||
-webkit-transition: -webkit-transform 0.6s ease-in-out;
|
||
-moz-transition: -moz-transform 0.6s ease-in-out;
|
||
-o-transition: -o-transform 0.6s ease-in-out;
|
||
transition: transform 0.6s ease-in-out;
|
||
-webkit-backface-visibility: hidden;
|
||
-moz-backface-visibility: hidden;
|
||
backface-visibility: hidden;
|
||
-webkit-perspective: 1000px;
|
||
-moz-perspective: 1000px;
|
||
perspective: 1000px;
|
||
}
|
||
.carousel-inner > .item.next,
|
||
.carousel-inner > .item.active.right {
|
||
-webkit-transform: translate3d(100%, 0, 0);
|
||
transform: translate3d(100%, 0, 0);
|
||
left: 0;
|
||
}
|
||
.carousel-inner > .item.prev,
|
||
.carousel-inner > .item.active.left {
|
||
-webkit-transform: translate3d(-100%, 0, 0);
|
||
transform: translate3d(-100%, 0, 0);
|
||
left: 0;
|
||
}
|
||
.carousel-inner > .item.next.left,
|
||
.carousel-inner > .item.prev.right,
|
||
.carousel-inner > .item.active {
|
||
-webkit-transform: translate3d(0, 0, 0);
|
||
transform: translate3d(0, 0, 0);
|
||
left: 0;
|
||
}
|
||
}
|
||
.carousel-inner > .active,
|
||
.carousel-inner > .next,
|
||
.carousel-inner > .prev {
|
||
display: block;
|
||
}
|
||
.carousel-inner > .active {
|
||
left: 0;
|
||
}
|
||
.carousel-inner > .next,
|
||
.carousel-inner > .prev {
|
||
position: absolute;
|
||
top: 0;
|
||
width: 100%;
|
||
}
|
||
.carousel-inner > .next {
|
||
left: 100%;
|
||
}
|
||
.carousel-inner > .prev {
|
||
left: -100%;
|
||
}
|
||
.carousel-inner > .next.left,
|
||
.carousel-inner > .prev.right {
|
||
left: 0;
|
||
}
|
||
.carousel-inner > .active.left {
|
||
left: -100%;
|
||
}
|
||
.carousel-inner > .active.right {
|
||
left: 100%;
|
||
}
|
||
.carousel-control {
|
||
position: absolute;
|
||
top: 0;
|
||
left: 0;
|
||
bottom: 0;
|
||
width: 15%;
|
||
opacity: 0.5;
|
||
filter: alpha(opacity=50);
|
||
font-size: 20px;
|
||
color: #fff;
|
||
text-align: center;
|
||
text-shadow: 0 1px 2px rgba(0, 0, 0, 0.6);
|
||
background-color: rgba(0, 0, 0, 0);
|
||
}
|
||
.carousel-control.left {
|
||
background-image: -webkit-linear-gradient(left, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%);
|
||
background-image: -o-linear-gradient(left, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%);
|
||
background-image: linear-gradient(to right, rgba(0, 0, 0, 0.5) 0%, rgba(0, 0, 0, 0.0001) 100%);
|
||
background-repeat: repeat-x;
|
||
filter: progid:DXImageTransform.Microsoft.gradient(startColorstr='#80000000', endColorstr='#00000000', GradientType=1);
|
||
}
|
||
.carousel-control.right {
|
||
left: auto;
|
||
right: 0;
|
||
background-image: -webkit-linear-gradient(left, rgba(0, 0, 0, 0.0001) 0%, rgba(0, 0, 0, 0.5) 100%);
|
||
background-image: -o-linear-gradient(left, rgba(0, 0, 0, 0.0001) 0%, rgba(0, 0, 0, 0.5) 100%);
|
||
background-image: linear-gradient(to right, rgba(0, 0, 0, 0.0001) 0%, rgba(0, 0, 0, 0.5) 100%);
|
||
background-repeat: repeat-x;
|
||
filter: progid:DXImageTransform.Microsoft.gradient(startColorstr='#00000000', endColorstr='#80000000', GradientType=1);
|
||
}
|
||
.carousel-control:hover,
|
||
.carousel-control:focus {
|
||
outline: 0;
|
||
color: #fff;
|
||
text-decoration: none;
|
||
opacity: 0.9;
|
||
filter: alpha(opacity=90);
|
||
}
|
||
.carousel-control .icon-prev,
|
||
.carousel-control .icon-next,
|
||
.carousel-control .glyphicon-chevron-left,
|
||
.carousel-control .glyphicon-chevron-right {
|
||
position: absolute;
|
||
top: 50%;
|
||
margin-top: -10px;
|
||
z-index: 5;
|
||
display: inline-block;
|
||
}
|
||
.carousel-control .icon-prev,
|
||
.carousel-control .glyphicon-chevron-left {
|
||
left: 50%;
|
||
margin-left: -10px;
|
||
}
|
||
.carousel-control .icon-next,
|
||
.carousel-control .glyphicon-chevron-right {
|
||
right: 50%;
|
||
margin-right: -10px;
|
||
}
|
||
.carousel-control .icon-prev,
|
||
.carousel-control .icon-next {
|
||
width: 20px;
|
||
height: 20px;
|
||
line-height: 1;
|
||
font-family: serif;
|
||
}
|
||
.carousel-control .icon-prev:before {
|
||
content: '\2039';
|
||
}
|
||
.carousel-control .icon-next:before {
|
||
content: '\203a';
|
||
}
|
||
.carousel-indicators {
|
||
position: absolute;
|
||
bottom: 10px;
|
||
left: 50%;
|
||
z-index: 15;
|
||
width: 60%;
|
||
margin-left: -30%;
|
||
padding-left: 0;
|
||
list-style: none;
|
||
text-align: center;
|
||
}
|
||
.carousel-indicators li {
|
||
display: inline-block;
|
||
width: 10px;
|
||
height: 10px;
|
||
margin: 1px;
|
||
text-indent: -999px;
|
||
border: 1px solid #fff;
|
||
border-radius: 10px;
|
||
cursor: pointer;
|
||
background-color: #000 \9;
|
||
background-color: rgba(0, 0, 0, 0);
|
||
}
|
||
.carousel-indicators .active {
|
||
margin: 0;
|
||
width: 12px;
|
||
height: 12px;
|
||
background-color: #fff;
|
||
}
|
||
.carousel-caption {
|
||
position: absolute;
|
||
left: 15%;
|
||
right: 15%;
|
||
bottom: 20px;
|
||
z-index: 10;
|
||
padding-top: 20px;
|
||
padding-bottom: 20px;
|
||
color: #fff;
|
||
text-align: center;
|
||
text-shadow: 0 1px 2px rgba(0, 0, 0, 0.6);
|
||
}
|
||
.carousel-caption .btn {
|
||
text-shadow: none;
|
||
}
|
||
@media screen and (min-width: 768px) {
|
||
.carousel-control .glyphicon-chevron-left,
|
||
.carousel-control .glyphicon-chevron-right,
|
||
.carousel-control .icon-prev,
|
||
.carousel-control .icon-next {
|
||
width: 30px;
|
||
height: 30px;
|
||
margin-top: -10px;
|
||
font-size: 30px;
|
||
}
|
||
.carousel-control .glyphicon-chevron-left,
|
||
.carousel-control .icon-prev {
|
||
margin-left: -10px;
|
||
}
|
||
.carousel-control .glyphicon-chevron-right,
|
||
.carousel-control .icon-next {
|
||
margin-right: -10px;
|
||
}
|
||
.carousel-caption {
|
||
left: 20%;
|
||
right: 20%;
|
||
padding-bottom: 30px;
|
||
}
|
||
.carousel-indicators {
|
||
bottom: 20px;
|
||
}
|
||
}
|
||
.clearfix:before,
|
||
.clearfix:after,
|
||
.dl-horizontal dd:before,
|
||
.dl-horizontal dd:after,
|
||
.container:before,
|
||
.container:after,
|
||
.container-fluid:before,
|
||
.container-fluid:after,
|
||
.row:before,
|
||
.row:after,
|
||
.form-horizontal .form-group:before,
|
||
.form-horizontal .form-group:after,
|
||
.btn-toolbar:before,
|
||
.btn-toolbar:after,
|
||
.btn-group-vertical > .btn-group:before,
|
||
.btn-group-vertical > .btn-group:after,
|
||
.nav:before,
|
||
.nav:after,
|
||
.navbar:before,
|
||
.navbar:after,
|
||
.navbar-header:before,
|
||
.navbar-header:after,
|
||
.navbar-collapse:before,
|
||
.navbar-collapse:after,
|
||
.pager:before,
|
||
.pager:after,
|
||
.panel-body:before,
|
||
.panel-body:after,
|
||
.modal-header:before,
|
||
.modal-header:after,
|
||
.modal-footer:before,
|
||
.modal-footer:after,
|
||
.item_buttons:before,
|
||
.item_buttons:after {
|
||
content: " ";
|
||
display: table;
|
||
}
|
||
.clearfix:after,
|
||
.dl-horizontal dd:after,
|
||
.container:after,
|
||
.container-fluid:after,
|
||
.row:after,
|
||
.form-horizontal .form-group:after,
|
||
.btn-toolbar:after,
|
||
.btn-group-vertical > .btn-group:after,
|
||
.nav:after,
|
||
.navbar:after,
|
||
.navbar-header:after,
|
||
.navbar-collapse:after,
|
||
.pager:after,
|
||
.panel-body:after,
|
||
.modal-header:after,
|
||
.modal-footer:after,
|
||
.item_buttons:after {
|
||
clear: both;
|
||
}
|
||
.center-block {
|
||
display: block;
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
}
|
||
.pull-right {
|
||
float: right !important;
|
||
}
|
||
.pull-left {
|
||
float: left !important;
|
||
}
|
||
.hide {
|
||
display: none !important;
|
||
}
|
||
.show {
|
||
display: block !important;
|
||
}
|
||
.invisible {
|
||
visibility: hidden;
|
||
}
|
||
.text-hide {
|
||
font: 0/0 a;
|
||
color: transparent;
|
||
text-shadow: none;
|
||
background-color: transparent;
|
||
border: 0;
|
||
}
|
||
.hidden {
|
||
display: none !important;
|
||
}
|
||
.affix {
|
||
position: fixed;
|
||
}
|
||
@-ms-viewport {
|
||
width: device-width;
|
||
}
|
||
.visible-xs,
|
||
.visible-sm,
|
||
.visible-md,
|
||
.visible-lg {
|
||
display: none !important;
|
||
}
|
||
.visible-xs-block,
|
||
.visible-xs-inline,
|
||
.visible-xs-inline-block,
|
||
.visible-sm-block,
|
||
.visible-sm-inline,
|
||
.visible-sm-inline-block,
|
||
.visible-md-block,
|
||
.visible-md-inline,
|
||
.visible-md-inline-block,
|
||
.visible-lg-block,
|
||
.visible-lg-inline,
|
||
.visible-lg-inline-block {
|
||
display: none !important;
|
||
}
|
||
@media (max-width: 767px) {
|
||
.visible-xs {
|
||
display: block !important;
|
||
}
|
||
table.visible-xs {
|
||
display: table !important;
|
||
}
|
||
tr.visible-xs {
|
||
display: table-row !important;
|
||
}
|
||
th.visible-xs,
|
||
td.visible-xs {
|
||
display: table-cell !important;
|
||
}
|
||
}
|
||
@media (max-width: 767px) {
|
||
.visible-xs-block {
|
||
display: block !important;
|
||
}
|
||
}
|
||
@media (max-width: 767px) {
|
||
.visible-xs-inline {
|
||
display: inline !important;
|
||
}
|
||
}
|
||
@media (max-width: 767px) {
|
||
.visible-xs-inline-block {
|
||
display: inline-block !important;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
.visible-sm {
|
||
display: block !important;
|
||
}
|
||
table.visible-sm {
|
||
display: table !important;
|
||
}
|
||
tr.visible-sm {
|
||
display: table-row !important;
|
||
}
|
||
th.visible-sm,
|
||
td.visible-sm {
|
||
display: table-cell !important;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
.visible-sm-block {
|
||
display: block !important;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
.visible-sm-inline {
|
||
display: inline !important;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
.visible-sm-inline-block {
|
||
display: inline-block !important;
|
||
}
|
||
}
|
||
@media (min-width: 992px) and (max-width: 1199px) {
|
||
.visible-md {
|
||
display: block !important;
|
||
}
|
||
table.visible-md {
|
||
display: table !important;
|
||
}
|
||
tr.visible-md {
|
||
display: table-row !important;
|
||
}
|
||
th.visible-md,
|
||
td.visible-md {
|
||
display: table-cell !important;
|
||
}
|
||
}
|
||
@media (min-width: 992px) and (max-width: 1199px) {
|
||
.visible-md-block {
|
||
display: block !important;
|
||
}
|
||
}
|
||
@media (min-width: 992px) and (max-width: 1199px) {
|
||
.visible-md-inline {
|
||
display: inline !important;
|
||
}
|
||
}
|
||
@media (min-width: 992px) and (max-width: 1199px) {
|
||
.visible-md-inline-block {
|
||
display: inline-block !important;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.visible-lg {
|
||
display: block !important;
|
||
}
|
||
table.visible-lg {
|
||
display: table !important;
|
||
}
|
||
tr.visible-lg {
|
||
display: table-row !important;
|
||
}
|
||
th.visible-lg,
|
||
td.visible-lg {
|
||
display: table-cell !important;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.visible-lg-block {
|
||
display: block !important;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.visible-lg-inline {
|
||
display: inline !important;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.visible-lg-inline-block {
|
||
display: inline-block !important;
|
||
}
|
||
}
|
||
@media (max-width: 767px) {
|
||
.hidden-xs {
|
||
display: none !important;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
.hidden-sm {
|
||
display: none !important;
|
||
}
|
||
}
|
||
@media (min-width: 992px) and (max-width: 1199px) {
|
||
.hidden-md {
|
||
display: none !important;
|
||
}
|
||
}
|
||
@media (min-width: 1200px) {
|
||
.hidden-lg {
|
||
display: none !important;
|
||
}
|
||
}
|
||
.visible-print {
|
||
display: none !important;
|
||
}
|
||
@media print {
|
||
.visible-print {
|
||
display: block !important;
|
||
}
|
||
table.visible-print {
|
||
display: table !important;
|
||
}
|
||
tr.visible-print {
|
||
display: table-row !important;
|
||
}
|
||
th.visible-print,
|
||
td.visible-print {
|
||
display: table-cell !important;
|
||
}
|
||
}
|
||
.visible-print-block {
|
||
display: none !important;
|
||
}
|
||
@media print {
|
||
.visible-print-block {
|
||
display: block !important;
|
||
}
|
||
}
|
||
.visible-print-inline {
|
||
display: none !important;
|
||
}
|
||
@media print {
|
||
.visible-print-inline {
|
||
display: inline !important;
|
||
}
|
||
}
|
||
.visible-print-inline-block {
|
||
display: none !important;
|
||
}
|
||
@media print {
|
||
.visible-print-inline-block {
|
||
display: inline-block !important;
|
||
}
|
||
}
|
||
@media print {
|
||
.hidden-print {
|
||
display: none !important;
|
||
}
|
||
}
|
||
/*!
|
||
*
|
||
* Font Awesome
|
||
*
|
||
*/
|
||
/*!
|
||
* Font Awesome 4.7.0 by @davegandy - http://fontawesome.io - @fontawesome
|
||
* License - http://fontawesome.io/license (Font: SIL OFL 1.1, CSS: MIT License)
|
||
*/
|
||
/* FONT PATH
|
||
* -------------------------- */
|
||
@font-face {
|
||
font-family: 'FontAwesome';
|
||
src: url('../components/font-awesome/fonts/fontawesome-webfont.eot?v=4.7.0');
|
||
src: url('../components/font-awesome/fonts/fontawesome-webfont.eot?#iefix&v=4.7.0') format('embedded-opentype'), url('../components/font-awesome/fonts/fontawesome-webfont.woff2?v=4.7.0') format('woff2'), url('../components/font-awesome/fonts/fontawesome-webfont.woff?v=4.7.0') format('woff'), url('../components/font-awesome/fonts/fontawesome-webfont.ttf?v=4.7.0') format('truetype'), url('../components/font-awesome/fonts/fontawesome-webfont.svg?v=4.7.0#fontawesomeregular') format('svg');
|
||
font-weight: normal;
|
||
font-style: normal;
|
||
}
|
||
.fa {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
}
|
||
/* makes the font 33% larger relative to the icon container */
|
||
.fa-lg {
|
||
font-size: 1.33333333em;
|
||
line-height: 0.75em;
|
||
vertical-align: -15%;
|
||
}
|
||
.fa-2x {
|
||
font-size: 2em;
|
||
}
|
||
.fa-3x {
|
||
font-size: 3em;
|
||
}
|
||
.fa-4x {
|
||
font-size: 4em;
|
||
}
|
||
.fa-5x {
|
||
font-size: 5em;
|
||
}
|
||
.fa-fw {
|
||
width: 1.28571429em;
|
||
text-align: center;
|
||
}
|
||
.fa-ul {
|
||
padding-left: 0;
|
||
margin-left: 2.14285714em;
|
||
list-style-type: none;
|
||
}
|
||
.fa-ul > li {
|
||
position: relative;
|
||
}
|
||
.fa-li {
|
||
position: absolute;
|
||
left: -2.14285714em;
|
||
width: 2.14285714em;
|
||
top: 0.14285714em;
|
||
text-align: center;
|
||
}
|
||
.fa-li.fa-lg {
|
||
left: -1.85714286em;
|
||
}
|
||
.fa-border {
|
||
padding: .2em .25em .15em;
|
||
border: solid 0.08em #eee;
|
||
border-radius: .1em;
|
||
}
|
||
.fa-pull-left {
|
||
float: left;
|
||
}
|
||
.fa-pull-right {
|
||
float: right;
|
||
}
|
||
.fa.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.fa.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
/* Deprecated as of 4.4.0 */
|
||
.pull-right {
|
||
float: right;
|
||
}
|
||
.pull-left {
|
||
float: left;
|
||
}
|
||
.fa.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.fa.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.fa-spin {
|
||
-webkit-animation: fa-spin 2s infinite linear;
|
||
animation: fa-spin 2s infinite linear;
|
||
}
|
||
.fa-pulse {
|
||
-webkit-animation: fa-spin 1s infinite steps(8);
|
||
animation: fa-spin 1s infinite steps(8);
|
||
}
|
||
@-webkit-keyframes fa-spin {
|
||
0% {
|
||
-webkit-transform: rotate(0deg);
|
||
transform: rotate(0deg);
|
||
}
|
||
100% {
|
||
-webkit-transform: rotate(359deg);
|
||
transform: rotate(359deg);
|
||
}
|
||
}
|
||
@keyframes fa-spin {
|
||
0% {
|
||
-webkit-transform: rotate(0deg);
|
||
transform: rotate(0deg);
|
||
}
|
||
100% {
|
||
-webkit-transform: rotate(359deg);
|
||
transform: rotate(359deg);
|
||
}
|
||
}
|
||
.fa-rotate-90 {
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=1)";
|
||
-webkit-transform: rotate(90deg);
|
||
-ms-transform: rotate(90deg);
|
||
transform: rotate(90deg);
|
||
}
|
||
.fa-rotate-180 {
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2)";
|
||
-webkit-transform: rotate(180deg);
|
||
-ms-transform: rotate(180deg);
|
||
transform: rotate(180deg);
|
||
}
|
||
.fa-rotate-270 {
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=3)";
|
||
-webkit-transform: rotate(270deg);
|
||
-ms-transform: rotate(270deg);
|
||
transform: rotate(270deg);
|
||
}
|
||
.fa-flip-horizontal {
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1)";
|
||
-webkit-transform: scale(-1, 1);
|
||
-ms-transform: scale(-1, 1);
|
||
transform: scale(-1, 1);
|
||
}
|
||
.fa-flip-vertical {
|
||
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";
|
||
-webkit-transform: scale(1, -1);
|
||
-ms-transform: scale(1, -1);
|
||
transform: scale(1, -1);
|
||
}
|
||
:root .fa-rotate-90,
|
||
:root .fa-rotate-180,
|
||
:root .fa-rotate-270,
|
||
:root .fa-flip-horizontal,
|
||
:root .fa-flip-vertical {
|
||
filter: none;
|
||
}
|
||
.fa-stack {
|
||
position: relative;
|
||
display: inline-block;
|
||
width: 2em;
|
||
height: 2em;
|
||
line-height: 2em;
|
||
vertical-align: middle;
|
||
}
|
||
.fa-stack-1x,
|
||
.fa-stack-2x {
|
||
position: absolute;
|
||
left: 0;
|
||
width: 100%;
|
||
text-align: center;
|
||
}
|
||
.fa-stack-1x {
|
||
line-height: inherit;
|
||
}
|
||
.fa-stack-2x {
|
||
font-size: 2em;
|
||
}
|
||
.fa-inverse {
|
||
color: #fff;
|
||
}
|
||
/* Font Awesome uses the Unicode Private Use Area (PUA) to ensure screen
|
||
readers do not read off random characters that represent icons */
|
||
.fa-glass:before {
|
||
content: "\f000";
|
||
}
|
||
.fa-music:before {
|
||
content: "\f001";
|
||
}
|
||
.fa-search:before {
|
||
content: "\f002";
|
||
}
|
||
.fa-envelope-o:before {
|
||
content: "\f003";
|
||
}
|
||
.fa-heart:before {
|
||
content: "\f004";
|
||
}
|
||
.fa-star:before {
|
||
content: "\f005";
|
||
}
|
||
.fa-star-o:before {
|
||
content: "\f006";
|
||
}
|
||
.fa-user:before {
|
||
content: "\f007";
|
||
}
|
||
.fa-film:before {
|
||
content: "\f008";
|
||
}
|
||
.fa-th-large:before {
|
||
content: "\f009";
|
||
}
|
||
.fa-th:before {
|
||
content: "\f00a";
|
||
}
|
||
.fa-th-list:before {
|
||
content: "\f00b";
|
||
}
|
||
.fa-check:before {
|
||
content: "\f00c";
|
||
}
|
||
.fa-remove:before,
|
||
.fa-close:before,
|
||
.fa-times:before {
|
||
content: "\f00d";
|
||
}
|
||
.fa-search-plus:before {
|
||
content: "\f00e";
|
||
}
|
||
.fa-search-minus:before {
|
||
content: "\f010";
|
||
}
|
||
.fa-power-off:before {
|
||
content: "\f011";
|
||
}
|
||
.fa-signal:before {
|
||
content: "\f012";
|
||
}
|
||
.fa-gear:before,
|
||
.fa-cog:before {
|
||
content: "\f013";
|
||
}
|
||
.fa-trash-o:before {
|
||
content: "\f014";
|
||
}
|
||
.fa-home:before {
|
||
content: "\f015";
|
||
}
|
||
.fa-file-o:before {
|
||
content: "\f016";
|
||
}
|
||
.fa-clock-o:before {
|
||
content: "\f017";
|
||
}
|
||
.fa-road:before {
|
||
content: "\f018";
|
||
}
|
||
.fa-download:before {
|
||
content: "\f019";
|
||
}
|
||
.fa-arrow-circle-o-down:before {
|
||
content: "\f01a";
|
||
}
|
||
.fa-arrow-circle-o-up:before {
|
||
content: "\f01b";
|
||
}
|
||
.fa-inbox:before {
|
||
content: "\f01c";
|
||
}
|
||
.fa-play-circle-o:before {
|
||
content: "\f01d";
|
||
}
|
||
.fa-rotate-right:before,
|
||
.fa-repeat:before {
|
||
content: "\f01e";
|
||
}
|
||
.fa-refresh:before {
|
||
content: "\f021";
|
||
}
|
||
.fa-list-alt:before {
|
||
content: "\f022";
|
||
}
|
||
.fa-lock:before {
|
||
content: "\f023";
|
||
}
|
||
.fa-flag:before {
|
||
content: "\f024";
|
||
}
|
||
.fa-headphones:before {
|
||
content: "\f025";
|
||
}
|
||
.fa-volume-off:before {
|
||
content: "\f026";
|
||
}
|
||
.fa-volume-down:before {
|
||
content: "\f027";
|
||
}
|
||
.fa-volume-up:before {
|
||
content: "\f028";
|
||
}
|
||
.fa-qrcode:before {
|
||
content: "\f029";
|
||
}
|
||
.fa-barcode:before {
|
||
content: "\f02a";
|
||
}
|
||
.fa-tag:before {
|
||
content: "\f02b";
|
||
}
|
||
.fa-tags:before {
|
||
content: "\f02c";
|
||
}
|
||
.fa-book:before {
|
||
content: "\f02d";
|
||
}
|
||
.fa-bookmark:before {
|
||
content: "\f02e";
|
||
}
|
||
.fa-print:before {
|
||
content: "\f02f";
|
||
}
|
||
.fa-camera:before {
|
||
content: "\f030";
|
||
}
|
||
.fa-font:before {
|
||
content: "\f031";
|
||
}
|
||
.fa-bold:before {
|
||
content: "\f032";
|
||
}
|
||
.fa-italic:before {
|
||
content: "\f033";
|
||
}
|
||
.fa-text-height:before {
|
||
content: "\f034";
|
||
}
|
||
.fa-text-width:before {
|
||
content: "\f035";
|
||
}
|
||
.fa-align-left:before {
|
||
content: "\f036";
|
||
}
|
||
.fa-align-center:before {
|
||
content: "\f037";
|
||
}
|
||
.fa-align-right:before {
|
||
content: "\f038";
|
||
}
|
||
.fa-align-justify:before {
|
||
content: "\f039";
|
||
}
|
||
.fa-list:before {
|
||
content: "\f03a";
|
||
}
|
||
.fa-dedent:before,
|
||
.fa-outdent:before {
|
||
content: "\f03b";
|
||
}
|
||
.fa-indent:before {
|
||
content: "\f03c";
|
||
}
|
||
.fa-video-camera:before {
|
||
content: "\f03d";
|
||
}
|
||
.fa-photo:before,
|
||
.fa-image:before,
|
||
.fa-picture-o:before {
|
||
content: "\f03e";
|
||
}
|
||
.fa-pencil:before {
|
||
content: "\f040";
|
||
}
|
||
.fa-map-marker:before {
|
||
content: "\f041";
|
||
}
|
||
.fa-adjust:before {
|
||
content: "\f042";
|
||
}
|
||
.fa-tint:before {
|
||
content: "\f043";
|
||
}
|
||
.fa-edit:before,
|
||
.fa-pencil-square-o:before {
|
||
content: "\f044";
|
||
}
|
||
.fa-share-square-o:before {
|
||
content: "\f045";
|
||
}
|
||
.fa-check-square-o:before {
|
||
content: "\f046";
|
||
}
|
||
.fa-arrows:before {
|
||
content: "\f047";
|
||
}
|
||
.fa-step-backward:before {
|
||
content: "\f048";
|
||
}
|
||
.fa-fast-backward:before {
|
||
content: "\f049";
|
||
}
|
||
.fa-backward:before {
|
||
content: "\f04a";
|
||
}
|
||
.fa-play:before {
|
||
content: "\f04b";
|
||
}
|
||
.fa-pause:before {
|
||
content: "\f04c";
|
||
}
|
||
.fa-stop:before {
|
||
content: "\f04d";
|
||
}
|
||
.fa-forward:before {
|
||
content: "\f04e";
|
||
}
|
||
.fa-fast-forward:before {
|
||
content: "\f050";
|
||
}
|
||
.fa-step-forward:before {
|
||
content: "\f051";
|
||
}
|
||
.fa-eject:before {
|
||
content: "\f052";
|
||
}
|
||
.fa-chevron-left:before {
|
||
content: "\f053";
|
||
}
|
||
.fa-chevron-right:before {
|
||
content: "\f054";
|
||
}
|
||
.fa-plus-circle:before {
|
||
content: "\f055";
|
||
}
|
||
.fa-minus-circle:before {
|
||
content: "\f056";
|
||
}
|
||
.fa-times-circle:before {
|
||
content: "\f057";
|
||
}
|
||
.fa-check-circle:before {
|
||
content: "\f058";
|
||
}
|
||
.fa-question-circle:before {
|
||
content: "\f059";
|
||
}
|
||
.fa-info-circle:before {
|
||
content: "\f05a";
|
||
}
|
||
.fa-crosshairs:before {
|
||
content: "\f05b";
|
||
}
|
||
.fa-times-circle-o:before {
|
||
content: "\f05c";
|
||
}
|
||
.fa-check-circle-o:before {
|
||
content: "\f05d";
|
||
}
|
||
.fa-ban:before {
|
||
content: "\f05e";
|
||
}
|
||
.fa-arrow-left:before {
|
||
content: "\f060";
|
||
}
|
||
.fa-arrow-right:before {
|
||
content: "\f061";
|
||
}
|
||
.fa-arrow-up:before {
|
||
content: "\f062";
|
||
}
|
||
.fa-arrow-down:before {
|
||
content: "\f063";
|
||
}
|
||
.fa-mail-forward:before,
|
||
.fa-share:before {
|
||
content: "\f064";
|
||
}
|
||
.fa-expand:before {
|
||
content: "\f065";
|
||
}
|
||
.fa-compress:before {
|
||
content: "\f066";
|
||
}
|
||
.fa-plus:before {
|
||
content: "\f067";
|
||
}
|
||
.fa-minus:before {
|
||
content: "\f068";
|
||
}
|
||
.fa-asterisk:before {
|
||
content: "\f069";
|
||
}
|
||
.fa-exclamation-circle:before {
|
||
content: "\f06a";
|
||
}
|
||
.fa-gift:before {
|
||
content: "\f06b";
|
||
}
|
||
.fa-leaf:before {
|
||
content: "\f06c";
|
||
}
|
||
.fa-fire:before {
|
||
content: "\f06d";
|
||
}
|
||
.fa-eye:before {
|
||
content: "\f06e";
|
||
}
|
||
.fa-eye-slash:before {
|
||
content: "\f070";
|
||
}
|
||
.fa-warning:before,
|
||
.fa-exclamation-triangle:before {
|
||
content: "\f071";
|
||
}
|
||
.fa-plane:before {
|
||
content: "\f072";
|
||
}
|
||
.fa-calendar:before {
|
||
content: "\f073";
|
||
}
|
||
.fa-random:before {
|
||
content: "\f074";
|
||
}
|
||
.fa-comment:before {
|
||
content: "\f075";
|
||
}
|
||
.fa-magnet:before {
|
||
content: "\f076";
|
||
}
|
||
.fa-chevron-up:before {
|
||
content: "\f077";
|
||
}
|
||
.fa-chevron-down:before {
|
||
content: "\f078";
|
||
}
|
||
.fa-retweet:before {
|
||
content: "\f079";
|
||
}
|
||
.fa-shopping-cart:before {
|
||
content: "\f07a";
|
||
}
|
||
.fa-folder:before {
|
||
content: "\f07b";
|
||
}
|
||
.fa-folder-open:before {
|
||
content: "\f07c";
|
||
}
|
||
.fa-arrows-v:before {
|
||
content: "\f07d";
|
||
}
|
||
.fa-arrows-h:before {
|
||
content: "\f07e";
|
||
}
|
||
.fa-bar-chart-o:before,
|
||
.fa-bar-chart:before {
|
||
content: "\f080";
|
||
}
|
||
.fa-twitter-square:before {
|
||
content: "\f081";
|
||
}
|
||
.fa-facebook-square:before {
|
||
content: "\f082";
|
||
}
|
||
.fa-camera-retro:before {
|
||
content: "\f083";
|
||
}
|
||
.fa-key:before {
|
||
content: "\f084";
|
||
}
|
||
.fa-gears:before,
|
||
.fa-cogs:before {
|
||
content: "\f085";
|
||
}
|
||
.fa-comments:before {
|
||
content: "\f086";
|
||
}
|
||
.fa-thumbs-o-up:before {
|
||
content: "\f087";
|
||
}
|
||
.fa-thumbs-o-down:before {
|
||
content: "\f088";
|
||
}
|
||
.fa-star-half:before {
|
||
content: "\f089";
|
||
}
|
||
.fa-heart-o:before {
|
||
content: "\f08a";
|
||
}
|
||
.fa-sign-out:before {
|
||
content: "\f08b";
|
||
}
|
||
.fa-linkedin-square:before {
|
||
content: "\f08c";
|
||
}
|
||
.fa-thumb-tack:before {
|
||
content: "\f08d";
|
||
}
|
||
.fa-external-link:before {
|
||
content: "\f08e";
|
||
}
|
||
.fa-sign-in:before {
|
||
content: "\f090";
|
||
}
|
||
.fa-trophy:before {
|
||
content: "\f091";
|
||
}
|
||
.fa-github-square:before {
|
||
content: "\f092";
|
||
}
|
||
.fa-upload:before {
|
||
content: "\f093";
|
||
}
|
||
.fa-lemon-o:before {
|
||
content: "\f094";
|
||
}
|
||
.fa-phone:before {
|
||
content: "\f095";
|
||
}
|
||
.fa-square-o:before {
|
||
content: "\f096";
|
||
}
|
||
.fa-bookmark-o:before {
|
||
content: "\f097";
|
||
}
|
||
.fa-phone-square:before {
|
||
content: "\f098";
|
||
}
|
||
.fa-twitter:before {
|
||
content: "\f099";
|
||
}
|
||
.fa-facebook-f:before,
|
||
.fa-facebook:before {
|
||
content: "\f09a";
|
||
}
|
||
.fa-github:before {
|
||
content: "\f09b";
|
||
}
|
||
.fa-unlock:before {
|
||
content: "\f09c";
|
||
}
|
||
.fa-credit-card:before {
|
||
content: "\f09d";
|
||
}
|
||
.fa-feed:before,
|
||
.fa-rss:before {
|
||
content: "\f09e";
|
||
}
|
||
.fa-hdd-o:before {
|
||
content: "\f0a0";
|
||
}
|
||
.fa-bullhorn:before {
|
||
content: "\f0a1";
|
||
}
|
||
.fa-bell:before {
|
||
content: "\f0f3";
|
||
}
|
||
.fa-certificate:before {
|
||
content: "\f0a3";
|
||
}
|
||
.fa-hand-o-right:before {
|
||
content: "\f0a4";
|
||
}
|
||
.fa-hand-o-left:before {
|
||
content: "\f0a5";
|
||
}
|
||
.fa-hand-o-up:before {
|
||
content: "\f0a6";
|
||
}
|
||
.fa-hand-o-down:before {
|
||
content: "\f0a7";
|
||
}
|
||
.fa-arrow-circle-left:before {
|
||
content: "\f0a8";
|
||
}
|
||
.fa-arrow-circle-right:before {
|
||
content: "\f0a9";
|
||
}
|
||
.fa-arrow-circle-up:before {
|
||
content: "\f0aa";
|
||
}
|
||
.fa-arrow-circle-down:before {
|
||
content: "\f0ab";
|
||
}
|
||
.fa-globe:before {
|
||
content: "\f0ac";
|
||
}
|
||
.fa-wrench:before {
|
||
content: "\f0ad";
|
||
}
|
||
.fa-tasks:before {
|
||
content: "\f0ae";
|
||
}
|
||
.fa-filter:before {
|
||
content: "\f0b0";
|
||
}
|
||
.fa-briefcase:before {
|
||
content: "\f0b1";
|
||
}
|
||
.fa-arrows-alt:before {
|
||
content: "\f0b2";
|
||
}
|
||
.fa-group:before,
|
||
.fa-users:before {
|
||
content: "\f0c0";
|
||
}
|
||
.fa-chain:before,
|
||
.fa-link:before {
|
||
content: "\f0c1";
|
||
}
|
||
.fa-cloud:before {
|
||
content: "\f0c2";
|
||
}
|
||
.fa-flask:before {
|
||
content: "\f0c3";
|
||
}
|
||
.fa-cut:before,
|
||
.fa-scissors:before {
|
||
content: "\f0c4";
|
||
}
|
||
.fa-copy:before,
|
||
.fa-files-o:before {
|
||
content: "\f0c5";
|
||
}
|
||
.fa-paperclip:before {
|
||
content: "\f0c6";
|
||
}
|
||
.fa-save:before,
|
||
.fa-floppy-o:before {
|
||
content: "\f0c7";
|
||
}
|
||
.fa-square:before {
|
||
content: "\f0c8";
|
||
}
|
||
.fa-navicon:before,
|
||
.fa-reorder:before,
|
||
.fa-bars:before {
|
||
content: "\f0c9";
|
||
}
|
||
.fa-list-ul:before {
|
||
content: "\f0ca";
|
||
}
|
||
.fa-list-ol:before {
|
||
content: "\f0cb";
|
||
}
|
||
.fa-strikethrough:before {
|
||
content: "\f0cc";
|
||
}
|
||
.fa-underline:before {
|
||
content: "\f0cd";
|
||
}
|
||
.fa-table:before {
|
||
content: "\f0ce";
|
||
}
|
||
.fa-magic:before {
|
||
content: "\f0d0";
|
||
}
|
||
.fa-truck:before {
|
||
content: "\f0d1";
|
||
}
|
||
.fa-pinterest:before {
|
||
content: "\f0d2";
|
||
}
|
||
.fa-pinterest-square:before {
|
||
content: "\f0d3";
|
||
}
|
||
.fa-google-plus-square:before {
|
||
content: "\f0d4";
|
||
}
|
||
.fa-google-plus:before {
|
||
content: "\f0d5";
|
||
}
|
||
.fa-money:before {
|
||
content: "\f0d6";
|
||
}
|
||
.fa-caret-down:before {
|
||
content: "\f0d7";
|
||
}
|
||
.fa-caret-up:before {
|
||
content: "\f0d8";
|
||
}
|
||
.fa-caret-left:before {
|
||
content: "\f0d9";
|
||
}
|
||
.fa-caret-right:before {
|
||
content: "\f0da";
|
||
}
|
||
.fa-columns:before {
|
||
content: "\f0db";
|
||
}
|
||
.fa-unsorted:before,
|
||
.fa-sort:before {
|
||
content: "\f0dc";
|
||
}
|
||
.fa-sort-down:before,
|
||
.fa-sort-desc:before {
|
||
content: "\f0dd";
|
||
}
|
||
.fa-sort-up:before,
|
||
.fa-sort-asc:before {
|
||
content: "\f0de";
|
||
}
|
||
.fa-envelope:before {
|
||
content: "\f0e0";
|
||
}
|
||
.fa-linkedin:before {
|
||
content: "\f0e1";
|
||
}
|
||
.fa-rotate-left:before,
|
||
.fa-undo:before {
|
||
content: "\f0e2";
|
||
}
|
||
.fa-legal:before,
|
||
.fa-gavel:before {
|
||
content: "\f0e3";
|
||
}
|
||
.fa-dashboard:before,
|
||
.fa-tachometer:before {
|
||
content: "\f0e4";
|
||
}
|
||
.fa-comment-o:before {
|
||
content: "\f0e5";
|
||
}
|
||
.fa-comments-o:before {
|
||
content: "\f0e6";
|
||
}
|
||
.fa-flash:before,
|
||
.fa-bolt:before {
|
||
content: "\f0e7";
|
||
}
|
||
.fa-sitemap:before {
|
||
content: "\f0e8";
|
||
}
|
||
.fa-umbrella:before {
|
||
content: "\f0e9";
|
||
}
|
||
.fa-paste:before,
|
||
.fa-clipboard:before {
|
||
content: "\f0ea";
|
||
}
|
||
.fa-lightbulb-o:before {
|
||
content: "\f0eb";
|
||
}
|
||
.fa-exchange:before {
|
||
content: "\f0ec";
|
||
}
|
||
.fa-cloud-download:before {
|
||
content: "\f0ed";
|
||
}
|
||
.fa-cloud-upload:before {
|
||
content: "\f0ee";
|
||
}
|
||
.fa-user-md:before {
|
||
content: "\f0f0";
|
||
}
|
||
.fa-stethoscope:before {
|
||
content: "\f0f1";
|
||
}
|
||
.fa-suitcase:before {
|
||
content: "\f0f2";
|
||
}
|
||
.fa-bell-o:before {
|
||
content: "\f0a2";
|
||
}
|
||
.fa-coffee:before {
|
||
content: "\f0f4";
|
||
}
|
||
.fa-cutlery:before {
|
||
content: "\f0f5";
|
||
}
|
||
.fa-file-text-o:before {
|
||
content: "\f0f6";
|
||
}
|
||
.fa-building-o:before {
|
||
content: "\f0f7";
|
||
}
|
||
.fa-hospital-o:before {
|
||
content: "\f0f8";
|
||
}
|
||
.fa-ambulance:before {
|
||
content: "\f0f9";
|
||
}
|
||
.fa-medkit:before {
|
||
content: "\f0fa";
|
||
}
|
||
.fa-fighter-jet:before {
|
||
content: "\f0fb";
|
||
}
|
||
.fa-beer:before {
|
||
content: "\f0fc";
|
||
}
|
||
.fa-h-square:before {
|
||
content: "\f0fd";
|
||
}
|
||
.fa-plus-square:before {
|
||
content: "\f0fe";
|
||
}
|
||
.fa-angle-double-left:before {
|
||
content: "\f100";
|
||
}
|
||
.fa-angle-double-right:before {
|
||
content: "\f101";
|
||
}
|
||
.fa-angle-double-up:before {
|
||
content: "\f102";
|
||
}
|
||
.fa-angle-double-down:before {
|
||
content: "\f103";
|
||
}
|
||
.fa-angle-left:before {
|
||
content: "\f104";
|
||
}
|
||
.fa-angle-right:before {
|
||
content: "\f105";
|
||
}
|
||
.fa-angle-up:before {
|
||
content: "\f106";
|
||
}
|
||
.fa-angle-down:before {
|
||
content: "\f107";
|
||
}
|
||
.fa-desktop:before {
|
||
content: "\f108";
|
||
}
|
||
.fa-laptop:before {
|
||
content: "\f109";
|
||
}
|
||
.fa-tablet:before {
|
||
content: "\f10a";
|
||
}
|
||
.fa-mobile-phone:before,
|
||
.fa-mobile:before {
|
||
content: "\f10b";
|
||
}
|
||
.fa-circle-o:before {
|
||
content: "\f10c";
|
||
}
|
||
.fa-quote-left:before {
|
||
content: "\f10d";
|
||
}
|
||
.fa-quote-right:before {
|
||
content: "\f10e";
|
||
}
|
||
.fa-spinner:before {
|
||
content: "\f110";
|
||
}
|
||
.fa-circle:before {
|
||
content: "\f111";
|
||
}
|
||
.fa-mail-reply:before,
|
||
.fa-reply:before {
|
||
content: "\f112";
|
||
}
|
||
.fa-github-alt:before {
|
||
content: "\f113";
|
||
}
|
||
.fa-folder-o:before {
|
||
content: "\f114";
|
||
}
|
||
.fa-folder-open-o:before {
|
||
content: "\f115";
|
||
}
|
||
.fa-smile-o:before {
|
||
content: "\f118";
|
||
}
|
||
.fa-frown-o:before {
|
||
content: "\f119";
|
||
}
|
||
.fa-meh-o:before {
|
||
content: "\f11a";
|
||
}
|
||
.fa-gamepad:before {
|
||
content: "\f11b";
|
||
}
|
||
.fa-keyboard-o:before {
|
||
content: "\f11c";
|
||
}
|
||
.fa-flag-o:before {
|
||
content: "\f11d";
|
||
}
|
||
.fa-flag-checkered:before {
|
||
content: "\f11e";
|
||
}
|
||
.fa-terminal:before {
|
||
content: "\f120";
|
||
}
|
||
.fa-code:before {
|
||
content: "\f121";
|
||
}
|
||
.fa-mail-reply-all:before,
|
||
.fa-reply-all:before {
|
||
content: "\f122";
|
||
}
|
||
.fa-star-half-empty:before,
|
||
.fa-star-half-full:before,
|
||
.fa-star-half-o:before {
|
||
content: "\f123";
|
||
}
|
||
.fa-location-arrow:before {
|
||
content: "\f124";
|
||
}
|
||
.fa-crop:before {
|
||
content: "\f125";
|
||
}
|
||
.fa-code-fork:before {
|
||
content: "\f126";
|
||
}
|
||
.fa-unlink:before,
|
||
.fa-chain-broken:before {
|
||
content: "\f127";
|
||
}
|
||
.fa-question:before {
|
||
content: "\f128";
|
||
}
|
||
.fa-info:before {
|
||
content: "\f129";
|
||
}
|
||
.fa-exclamation:before {
|
||
content: "\f12a";
|
||
}
|
||
.fa-superscript:before {
|
||
content: "\f12b";
|
||
}
|
||
.fa-subscript:before {
|
||
content: "\f12c";
|
||
}
|
||
.fa-eraser:before {
|
||
content: "\f12d";
|
||
}
|
||
.fa-puzzle-piece:before {
|
||
content: "\f12e";
|
||
}
|
||
.fa-microphone:before {
|
||
content: "\f130";
|
||
}
|
||
.fa-microphone-slash:before {
|
||
content: "\f131";
|
||
}
|
||
.fa-shield:before {
|
||
content: "\f132";
|
||
}
|
||
.fa-calendar-o:before {
|
||
content: "\f133";
|
||
}
|
||
.fa-fire-extinguisher:before {
|
||
content: "\f134";
|
||
}
|
||
.fa-rocket:before {
|
||
content: "\f135";
|
||
}
|
||
.fa-maxcdn:before {
|
||
content: "\f136";
|
||
}
|
||
.fa-chevron-circle-left:before {
|
||
content: "\f137";
|
||
}
|
||
.fa-chevron-circle-right:before {
|
||
content: "\f138";
|
||
}
|
||
.fa-chevron-circle-up:before {
|
||
content: "\f139";
|
||
}
|
||
.fa-chevron-circle-down:before {
|
||
content: "\f13a";
|
||
}
|
||
.fa-html5:before {
|
||
content: "\f13b";
|
||
}
|
||
.fa-css3:before {
|
||
content: "\f13c";
|
||
}
|
||
.fa-anchor:before {
|
||
content: "\f13d";
|
||
}
|
||
.fa-unlock-alt:before {
|
||
content: "\f13e";
|
||
}
|
||
.fa-bullseye:before {
|
||
content: "\f140";
|
||
}
|
||
.fa-ellipsis-h:before {
|
||
content: "\f141";
|
||
}
|
||
.fa-ellipsis-v:before {
|
||
content: "\f142";
|
||
}
|
||
.fa-rss-square:before {
|
||
content: "\f143";
|
||
}
|
||
.fa-play-circle:before {
|
||
content: "\f144";
|
||
}
|
||
.fa-ticket:before {
|
||
content: "\f145";
|
||
}
|
||
.fa-minus-square:before {
|
||
content: "\f146";
|
||
}
|
||
.fa-minus-square-o:before {
|
||
content: "\f147";
|
||
}
|
||
.fa-level-up:before {
|
||
content: "\f148";
|
||
}
|
||
.fa-level-down:before {
|
||
content: "\f149";
|
||
}
|
||
.fa-check-square:before {
|
||
content: "\f14a";
|
||
}
|
||
.fa-pencil-square:before {
|
||
content: "\f14b";
|
||
}
|
||
.fa-external-link-square:before {
|
||
content: "\f14c";
|
||
}
|
||
.fa-share-square:before {
|
||
content: "\f14d";
|
||
}
|
||
.fa-compass:before {
|
||
content: "\f14e";
|
||
}
|
||
.fa-toggle-down:before,
|
||
.fa-caret-square-o-down:before {
|
||
content: "\f150";
|
||
}
|
||
.fa-toggle-up:before,
|
||
.fa-caret-square-o-up:before {
|
||
content: "\f151";
|
||
}
|
||
.fa-toggle-right:before,
|
||
.fa-caret-square-o-right:before {
|
||
content: "\f152";
|
||
}
|
||
.fa-euro:before,
|
||
.fa-eur:before {
|
||
content: "\f153";
|
||
}
|
||
.fa-gbp:before {
|
||
content: "\f154";
|
||
}
|
||
.fa-dollar:before,
|
||
.fa-usd:before {
|
||
content: "\f155";
|
||
}
|
||
.fa-rupee:before,
|
||
.fa-inr:before {
|
||
content: "\f156";
|
||
}
|
||
.fa-cny:before,
|
||
.fa-rmb:before,
|
||
.fa-yen:before,
|
||
.fa-jpy:before {
|
||
content: "\f157";
|
||
}
|
||
.fa-ruble:before,
|
||
.fa-rouble:before,
|
||
.fa-rub:before {
|
||
content: "\f158";
|
||
}
|
||
.fa-won:before,
|
||
.fa-krw:before {
|
||
content: "\f159";
|
||
}
|
||
.fa-bitcoin:before,
|
||
.fa-btc:before {
|
||
content: "\f15a";
|
||
}
|
||
.fa-file:before {
|
||
content: "\f15b";
|
||
}
|
||
.fa-file-text:before {
|
||
content: "\f15c";
|
||
}
|
||
.fa-sort-alpha-asc:before {
|
||
content: "\f15d";
|
||
}
|
||
.fa-sort-alpha-desc:before {
|
||
content: "\f15e";
|
||
}
|
||
.fa-sort-amount-asc:before {
|
||
content: "\f160";
|
||
}
|
||
.fa-sort-amount-desc:before {
|
||
content: "\f161";
|
||
}
|
||
.fa-sort-numeric-asc:before {
|
||
content: "\f162";
|
||
}
|
||
.fa-sort-numeric-desc:before {
|
||
content: "\f163";
|
||
}
|
||
.fa-thumbs-up:before {
|
||
content: "\f164";
|
||
}
|
||
.fa-thumbs-down:before {
|
||
content: "\f165";
|
||
}
|
||
.fa-youtube-square:before {
|
||
content: "\f166";
|
||
}
|
||
.fa-youtube:before {
|
||
content: "\f167";
|
||
}
|
||
.fa-xing:before {
|
||
content: "\f168";
|
||
}
|
||
.fa-xing-square:before {
|
||
content: "\f169";
|
||
}
|
||
.fa-youtube-play:before {
|
||
content: "\f16a";
|
||
}
|
||
.fa-dropbox:before {
|
||
content: "\f16b";
|
||
}
|
||
.fa-stack-overflow:before {
|
||
content: "\f16c";
|
||
}
|
||
.fa-instagram:before {
|
||
content: "\f16d";
|
||
}
|
||
.fa-flickr:before {
|
||
content: "\f16e";
|
||
}
|
||
.fa-adn:before {
|
||
content: "\f170";
|
||
}
|
||
.fa-bitbucket:before {
|
||
content: "\f171";
|
||
}
|
||
.fa-bitbucket-square:before {
|
||
content: "\f172";
|
||
}
|
||
.fa-tumblr:before {
|
||
content: "\f173";
|
||
}
|
||
.fa-tumblr-square:before {
|
||
content: "\f174";
|
||
}
|
||
.fa-long-arrow-down:before {
|
||
content: "\f175";
|
||
}
|
||
.fa-long-arrow-up:before {
|
||
content: "\f176";
|
||
}
|
||
.fa-long-arrow-left:before {
|
||
content: "\f177";
|
||
}
|
||
.fa-long-arrow-right:before {
|
||
content: "\f178";
|
||
}
|
||
.fa-apple:before {
|
||
content: "\f179";
|
||
}
|
||
.fa-windows:before {
|
||
content: "\f17a";
|
||
}
|
||
.fa-android:before {
|
||
content: "\f17b";
|
||
}
|
||
.fa-linux:before {
|
||
content: "\f17c";
|
||
}
|
||
.fa-dribbble:before {
|
||
content: "\f17d";
|
||
}
|
||
.fa-skype:before {
|
||
content: "\f17e";
|
||
}
|
||
.fa-foursquare:before {
|
||
content: "\f180";
|
||
}
|
||
.fa-trello:before {
|
||
content: "\f181";
|
||
}
|
||
.fa-female:before {
|
||
content: "\f182";
|
||
}
|
||
.fa-male:before {
|
||
content: "\f183";
|
||
}
|
||
.fa-gittip:before,
|
||
.fa-gratipay:before {
|
||
content: "\f184";
|
||
}
|
||
.fa-sun-o:before {
|
||
content: "\f185";
|
||
}
|
||
.fa-moon-o:before {
|
||
content: "\f186";
|
||
}
|
||
.fa-archive:before {
|
||
content: "\f187";
|
||
}
|
||
.fa-bug:before {
|
||
content: "\f188";
|
||
}
|
||
.fa-vk:before {
|
||
content: "\f189";
|
||
}
|
||
.fa-weibo:before {
|
||
content: "\f18a";
|
||
}
|
||
.fa-renren:before {
|
||
content: "\f18b";
|
||
}
|
||
.fa-pagelines:before {
|
||
content: "\f18c";
|
||
}
|
||
.fa-stack-exchange:before {
|
||
content: "\f18d";
|
||
}
|
||
.fa-arrow-circle-o-right:before {
|
||
content: "\f18e";
|
||
}
|
||
.fa-arrow-circle-o-left:before {
|
||
content: "\f190";
|
||
}
|
||
.fa-toggle-left:before,
|
||
.fa-caret-square-o-left:before {
|
||
content: "\f191";
|
||
}
|
||
.fa-dot-circle-o:before {
|
||
content: "\f192";
|
||
}
|
||
.fa-wheelchair:before {
|
||
content: "\f193";
|
||
}
|
||
.fa-vimeo-square:before {
|
||
content: "\f194";
|
||
}
|
||
.fa-turkish-lira:before,
|
||
.fa-try:before {
|
||
content: "\f195";
|
||
}
|
||
.fa-plus-square-o:before {
|
||
content: "\f196";
|
||
}
|
||
.fa-space-shuttle:before {
|
||
content: "\f197";
|
||
}
|
||
.fa-slack:before {
|
||
content: "\f198";
|
||
}
|
||
.fa-envelope-square:before {
|
||
content: "\f199";
|
||
}
|
||
.fa-wordpress:before {
|
||
content: "\f19a";
|
||
}
|
||
.fa-openid:before {
|
||
content: "\f19b";
|
||
}
|
||
.fa-institution:before,
|
||
.fa-bank:before,
|
||
.fa-university:before {
|
||
content: "\f19c";
|
||
}
|
||
.fa-mortar-board:before,
|
||
.fa-graduation-cap:before {
|
||
content: "\f19d";
|
||
}
|
||
.fa-yahoo:before {
|
||
content: "\f19e";
|
||
}
|
||
.fa-google:before {
|
||
content: "\f1a0";
|
||
}
|
||
.fa-reddit:before {
|
||
content: "\f1a1";
|
||
}
|
||
.fa-reddit-square:before {
|
||
content: "\f1a2";
|
||
}
|
||
.fa-stumbleupon-circle:before {
|
||
content: "\f1a3";
|
||
}
|
||
.fa-stumbleupon:before {
|
||
content: "\f1a4";
|
||
}
|
||
.fa-delicious:before {
|
||
content: "\f1a5";
|
||
}
|
||
.fa-digg:before {
|
||
content: "\f1a6";
|
||
}
|
||
.fa-pied-piper-pp:before {
|
||
content: "\f1a7";
|
||
}
|
||
.fa-pied-piper-alt:before {
|
||
content: "\f1a8";
|
||
}
|
||
.fa-drupal:before {
|
||
content: "\f1a9";
|
||
}
|
||
.fa-joomla:before {
|
||
content: "\f1aa";
|
||
}
|
||
.fa-language:before {
|
||
content: "\f1ab";
|
||
}
|
||
.fa-fax:before {
|
||
content: "\f1ac";
|
||
}
|
||
.fa-building:before {
|
||
content: "\f1ad";
|
||
}
|
||
.fa-child:before {
|
||
content: "\f1ae";
|
||
}
|
||
.fa-paw:before {
|
||
content: "\f1b0";
|
||
}
|
||
.fa-spoon:before {
|
||
content: "\f1b1";
|
||
}
|
||
.fa-cube:before {
|
||
content: "\f1b2";
|
||
}
|
||
.fa-cubes:before {
|
||
content: "\f1b3";
|
||
}
|
||
.fa-behance:before {
|
||
content: "\f1b4";
|
||
}
|
||
.fa-behance-square:before {
|
||
content: "\f1b5";
|
||
}
|
||
.fa-steam:before {
|
||
content: "\f1b6";
|
||
}
|
||
.fa-steam-square:before {
|
||
content: "\f1b7";
|
||
}
|
||
.fa-recycle:before {
|
||
content: "\f1b8";
|
||
}
|
||
.fa-automobile:before,
|
||
.fa-car:before {
|
||
content: "\f1b9";
|
||
}
|
||
.fa-cab:before,
|
||
.fa-taxi:before {
|
||
content: "\f1ba";
|
||
}
|
||
.fa-tree:before {
|
||
content: "\f1bb";
|
||
}
|
||
.fa-spotify:before {
|
||
content: "\f1bc";
|
||
}
|
||
.fa-deviantart:before {
|
||
content: "\f1bd";
|
||
}
|
||
.fa-soundcloud:before {
|
||
content: "\f1be";
|
||
}
|
||
.fa-database:before {
|
||
content: "\f1c0";
|
||
}
|
||
.fa-file-pdf-o:before {
|
||
content: "\f1c1";
|
||
}
|
||
.fa-file-word-o:before {
|
||
content: "\f1c2";
|
||
}
|
||
.fa-file-excel-o:before {
|
||
content: "\f1c3";
|
||
}
|
||
.fa-file-powerpoint-o:before {
|
||
content: "\f1c4";
|
||
}
|
||
.fa-file-photo-o:before,
|
||
.fa-file-picture-o:before,
|
||
.fa-file-image-o:before {
|
||
content: "\f1c5";
|
||
}
|
||
.fa-file-zip-o:before,
|
||
.fa-file-archive-o:before {
|
||
content: "\f1c6";
|
||
}
|
||
.fa-file-sound-o:before,
|
||
.fa-file-audio-o:before {
|
||
content: "\f1c7";
|
||
}
|
||
.fa-file-movie-o:before,
|
||
.fa-file-video-o:before {
|
||
content: "\f1c8";
|
||
}
|
||
.fa-file-code-o:before {
|
||
content: "\f1c9";
|
||
}
|
||
.fa-vine:before {
|
||
content: "\f1ca";
|
||
}
|
||
.fa-codepen:before {
|
||
content: "\f1cb";
|
||
}
|
||
.fa-jsfiddle:before {
|
||
content: "\f1cc";
|
||
}
|
||
.fa-life-bouy:before,
|
||
.fa-life-buoy:before,
|
||
.fa-life-saver:before,
|
||
.fa-support:before,
|
||
.fa-life-ring:before {
|
||
content: "\f1cd";
|
||
}
|
||
.fa-circle-o-notch:before {
|
||
content: "\f1ce";
|
||
}
|
||
.fa-ra:before,
|
||
.fa-resistance:before,
|
||
.fa-rebel:before {
|
||
content: "\f1d0";
|
||
}
|
||
.fa-ge:before,
|
||
.fa-empire:before {
|
||
content: "\f1d1";
|
||
}
|
||
.fa-git-square:before {
|
||
content: "\f1d2";
|
||
}
|
||
.fa-git:before {
|
||
content: "\f1d3";
|
||
}
|
||
.fa-y-combinator-square:before,
|
||
.fa-yc-square:before,
|
||
.fa-hacker-news:before {
|
||
content: "\f1d4";
|
||
}
|
||
.fa-tencent-weibo:before {
|
||
content: "\f1d5";
|
||
}
|
||
.fa-qq:before {
|
||
content: "\f1d6";
|
||
}
|
||
.fa-wechat:before,
|
||
.fa-weixin:before {
|
||
content: "\f1d7";
|
||
}
|
||
.fa-send:before,
|
||
.fa-paper-plane:before {
|
||
content: "\f1d8";
|
||
}
|
||
.fa-send-o:before,
|
||
.fa-paper-plane-o:before {
|
||
content: "\f1d9";
|
||
}
|
||
.fa-history:before {
|
||
content: "\f1da";
|
||
}
|
||
.fa-circle-thin:before {
|
||
content: "\f1db";
|
||
}
|
||
.fa-header:before {
|
||
content: "\f1dc";
|
||
}
|
||
.fa-paragraph:before {
|
||
content: "\f1dd";
|
||
}
|
||
.fa-sliders:before {
|
||
content: "\f1de";
|
||
}
|
||
.fa-share-alt:before {
|
||
content: "\f1e0";
|
||
}
|
||
.fa-share-alt-square:before {
|
||
content: "\f1e1";
|
||
}
|
||
.fa-bomb:before {
|
||
content: "\f1e2";
|
||
}
|
||
.fa-soccer-ball-o:before,
|
||
.fa-futbol-o:before {
|
||
content: "\f1e3";
|
||
}
|
||
.fa-tty:before {
|
||
content: "\f1e4";
|
||
}
|
||
.fa-binoculars:before {
|
||
content: "\f1e5";
|
||
}
|
||
.fa-plug:before {
|
||
content: "\f1e6";
|
||
}
|
||
.fa-slideshare:before {
|
||
content: "\f1e7";
|
||
}
|
||
.fa-twitch:before {
|
||
content: "\f1e8";
|
||
}
|
||
.fa-yelp:before {
|
||
content: "\f1e9";
|
||
}
|
||
.fa-newspaper-o:before {
|
||
content: "\f1ea";
|
||
}
|
||
.fa-wifi:before {
|
||
content: "\f1eb";
|
||
}
|
||
.fa-calculator:before {
|
||
content: "\f1ec";
|
||
}
|
||
.fa-paypal:before {
|
||
content: "\f1ed";
|
||
}
|
||
.fa-google-wallet:before {
|
||
content: "\f1ee";
|
||
}
|
||
.fa-cc-visa:before {
|
||
content: "\f1f0";
|
||
}
|
||
.fa-cc-mastercard:before {
|
||
content: "\f1f1";
|
||
}
|
||
.fa-cc-discover:before {
|
||
content: "\f1f2";
|
||
}
|
||
.fa-cc-amex:before {
|
||
content: "\f1f3";
|
||
}
|
||
.fa-cc-paypal:before {
|
||
content: "\f1f4";
|
||
}
|
||
.fa-cc-stripe:before {
|
||
content: "\f1f5";
|
||
}
|
||
.fa-bell-slash:before {
|
||
content: "\f1f6";
|
||
}
|
||
.fa-bell-slash-o:before {
|
||
content: "\f1f7";
|
||
}
|
||
.fa-trash:before {
|
||
content: "\f1f8";
|
||
}
|
||
.fa-copyright:before {
|
||
content: "\f1f9";
|
||
}
|
||
.fa-at:before {
|
||
content: "\f1fa";
|
||
}
|
||
.fa-eyedropper:before {
|
||
content: "\f1fb";
|
||
}
|
||
.fa-paint-brush:before {
|
||
content: "\f1fc";
|
||
}
|
||
.fa-birthday-cake:before {
|
||
content: "\f1fd";
|
||
}
|
||
.fa-area-chart:before {
|
||
content: "\f1fe";
|
||
}
|
||
.fa-pie-chart:before {
|
||
content: "\f200";
|
||
}
|
||
.fa-line-chart:before {
|
||
content: "\f201";
|
||
}
|
||
.fa-lastfm:before {
|
||
content: "\f202";
|
||
}
|
||
.fa-lastfm-square:before {
|
||
content: "\f203";
|
||
}
|
||
.fa-toggle-off:before {
|
||
content: "\f204";
|
||
}
|
||
.fa-toggle-on:before {
|
||
content: "\f205";
|
||
}
|
||
.fa-bicycle:before {
|
||
content: "\f206";
|
||
}
|
||
.fa-bus:before {
|
||
content: "\f207";
|
||
}
|
||
.fa-ioxhost:before {
|
||
content: "\f208";
|
||
}
|
||
.fa-angellist:before {
|
||
content: "\f209";
|
||
}
|
||
.fa-cc:before {
|
||
content: "\f20a";
|
||
}
|
||
.fa-shekel:before,
|
||
.fa-sheqel:before,
|
||
.fa-ils:before {
|
||
content: "\f20b";
|
||
}
|
||
.fa-meanpath:before {
|
||
content: "\f20c";
|
||
}
|
||
.fa-buysellads:before {
|
||
content: "\f20d";
|
||
}
|
||
.fa-connectdevelop:before {
|
||
content: "\f20e";
|
||
}
|
||
.fa-dashcube:before {
|
||
content: "\f210";
|
||
}
|
||
.fa-forumbee:before {
|
||
content: "\f211";
|
||
}
|
||
.fa-leanpub:before {
|
||
content: "\f212";
|
||
}
|
||
.fa-sellsy:before {
|
||
content: "\f213";
|
||
}
|
||
.fa-shirtsinbulk:before {
|
||
content: "\f214";
|
||
}
|
||
.fa-simplybuilt:before {
|
||
content: "\f215";
|
||
}
|
||
.fa-skyatlas:before {
|
||
content: "\f216";
|
||
}
|
||
.fa-cart-plus:before {
|
||
content: "\f217";
|
||
}
|
||
.fa-cart-arrow-down:before {
|
||
content: "\f218";
|
||
}
|
||
.fa-diamond:before {
|
||
content: "\f219";
|
||
}
|
||
.fa-ship:before {
|
||
content: "\f21a";
|
||
}
|
||
.fa-user-secret:before {
|
||
content: "\f21b";
|
||
}
|
||
.fa-motorcycle:before {
|
||
content: "\f21c";
|
||
}
|
||
.fa-street-view:before {
|
||
content: "\f21d";
|
||
}
|
||
.fa-heartbeat:before {
|
||
content: "\f21e";
|
||
}
|
||
.fa-venus:before {
|
||
content: "\f221";
|
||
}
|
||
.fa-mars:before {
|
||
content: "\f222";
|
||
}
|
||
.fa-mercury:before {
|
||
content: "\f223";
|
||
}
|
||
.fa-intersex:before,
|
||
.fa-transgender:before {
|
||
content: "\f224";
|
||
}
|
||
.fa-transgender-alt:before {
|
||
content: "\f225";
|
||
}
|
||
.fa-venus-double:before {
|
||
content: "\f226";
|
||
}
|
||
.fa-mars-double:before {
|
||
content: "\f227";
|
||
}
|
||
.fa-venus-mars:before {
|
||
content: "\f228";
|
||
}
|
||
.fa-mars-stroke:before {
|
||
content: "\f229";
|
||
}
|
||
.fa-mars-stroke-v:before {
|
||
content: "\f22a";
|
||
}
|
||
.fa-mars-stroke-h:before {
|
||
content: "\f22b";
|
||
}
|
||
.fa-neuter:before {
|
||
content: "\f22c";
|
||
}
|
||
.fa-genderless:before {
|
||
content: "\f22d";
|
||
}
|
||
.fa-facebook-official:before {
|
||
content: "\f230";
|
||
}
|
||
.fa-pinterest-p:before {
|
||
content: "\f231";
|
||
}
|
||
.fa-whatsapp:before {
|
||
content: "\f232";
|
||
}
|
||
.fa-server:before {
|
||
content: "\f233";
|
||
}
|
||
.fa-user-plus:before {
|
||
content: "\f234";
|
||
}
|
||
.fa-user-times:before {
|
||
content: "\f235";
|
||
}
|
||
.fa-hotel:before,
|
||
.fa-bed:before {
|
||
content: "\f236";
|
||
}
|
||
.fa-viacoin:before {
|
||
content: "\f237";
|
||
}
|
||
.fa-train:before {
|
||
content: "\f238";
|
||
}
|
||
.fa-subway:before {
|
||
content: "\f239";
|
||
}
|
||
.fa-medium:before {
|
||
content: "\f23a";
|
||
}
|
||
.fa-yc:before,
|
||
.fa-y-combinator:before {
|
||
content: "\f23b";
|
||
}
|
||
.fa-optin-monster:before {
|
||
content: "\f23c";
|
||
}
|
||
.fa-opencart:before {
|
||
content: "\f23d";
|
||
}
|
||
.fa-expeditedssl:before {
|
||
content: "\f23e";
|
||
}
|
||
.fa-battery-4:before,
|
||
.fa-battery:before,
|
||
.fa-battery-full:before {
|
||
content: "\f240";
|
||
}
|
||
.fa-battery-3:before,
|
||
.fa-battery-three-quarters:before {
|
||
content: "\f241";
|
||
}
|
||
.fa-battery-2:before,
|
||
.fa-battery-half:before {
|
||
content: "\f242";
|
||
}
|
||
.fa-battery-1:before,
|
||
.fa-battery-quarter:before {
|
||
content: "\f243";
|
||
}
|
||
.fa-battery-0:before,
|
||
.fa-battery-empty:before {
|
||
content: "\f244";
|
||
}
|
||
.fa-mouse-pointer:before {
|
||
content: "\f245";
|
||
}
|
||
.fa-i-cursor:before {
|
||
content: "\f246";
|
||
}
|
||
.fa-object-group:before {
|
||
content: "\f247";
|
||
}
|
||
.fa-object-ungroup:before {
|
||
content: "\f248";
|
||
}
|
||
.fa-sticky-note:before {
|
||
content: "\f249";
|
||
}
|
||
.fa-sticky-note-o:before {
|
||
content: "\f24a";
|
||
}
|
||
.fa-cc-jcb:before {
|
||
content: "\f24b";
|
||
}
|
||
.fa-cc-diners-club:before {
|
||
content: "\f24c";
|
||
}
|
||
.fa-clone:before {
|
||
content: "\f24d";
|
||
}
|
||
.fa-balance-scale:before {
|
||
content: "\f24e";
|
||
}
|
||
.fa-hourglass-o:before {
|
||
content: "\f250";
|
||
}
|
||
.fa-hourglass-1:before,
|
||
.fa-hourglass-start:before {
|
||
content: "\f251";
|
||
}
|
||
.fa-hourglass-2:before,
|
||
.fa-hourglass-half:before {
|
||
content: "\f252";
|
||
}
|
||
.fa-hourglass-3:before,
|
||
.fa-hourglass-end:before {
|
||
content: "\f253";
|
||
}
|
||
.fa-hourglass:before {
|
||
content: "\f254";
|
||
}
|
||
.fa-hand-grab-o:before,
|
||
.fa-hand-rock-o:before {
|
||
content: "\f255";
|
||
}
|
||
.fa-hand-stop-o:before,
|
||
.fa-hand-paper-o:before {
|
||
content: "\f256";
|
||
}
|
||
.fa-hand-scissors-o:before {
|
||
content: "\f257";
|
||
}
|
||
.fa-hand-lizard-o:before {
|
||
content: "\f258";
|
||
}
|
||
.fa-hand-spock-o:before {
|
||
content: "\f259";
|
||
}
|
||
.fa-hand-pointer-o:before {
|
||
content: "\f25a";
|
||
}
|
||
.fa-hand-peace-o:before {
|
||
content: "\f25b";
|
||
}
|
||
.fa-trademark:before {
|
||
content: "\f25c";
|
||
}
|
||
.fa-registered:before {
|
||
content: "\f25d";
|
||
}
|
||
.fa-creative-commons:before {
|
||
content: "\f25e";
|
||
}
|
||
.fa-gg:before {
|
||
content: "\f260";
|
||
}
|
||
.fa-gg-circle:before {
|
||
content: "\f261";
|
||
}
|
||
.fa-tripadvisor:before {
|
||
content: "\f262";
|
||
}
|
||
.fa-odnoklassniki:before {
|
||
content: "\f263";
|
||
}
|
||
.fa-odnoklassniki-square:before {
|
||
content: "\f264";
|
||
}
|
||
.fa-get-pocket:before {
|
||
content: "\f265";
|
||
}
|
||
.fa-wikipedia-w:before {
|
||
content: "\f266";
|
||
}
|
||
.fa-safari:before {
|
||
content: "\f267";
|
||
}
|
||
.fa-chrome:before {
|
||
content: "\f268";
|
||
}
|
||
.fa-firefox:before {
|
||
content: "\f269";
|
||
}
|
||
.fa-opera:before {
|
||
content: "\f26a";
|
||
}
|
||
.fa-internet-explorer:before {
|
||
content: "\f26b";
|
||
}
|
||
.fa-tv:before,
|
||
.fa-television:before {
|
||
content: "\f26c";
|
||
}
|
||
.fa-contao:before {
|
||
content: "\f26d";
|
||
}
|
||
.fa-500px:before {
|
||
content: "\f26e";
|
||
}
|
||
.fa-amazon:before {
|
||
content: "\f270";
|
||
}
|
||
.fa-calendar-plus-o:before {
|
||
content: "\f271";
|
||
}
|
||
.fa-calendar-minus-o:before {
|
||
content: "\f272";
|
||
}
|
||
.fa-calendar-times-o:before {
|
||
content: "\f273";
|
||
}
|
||
.fa-calendar-check-o:before {
|
||
content: "\f274";
|
||
}
|
||
.fa-industry:before {
|
||
content: "\f275";
|
||
}
|
||
.fa-map-pin:before {
|
||
content: "\f276";
|
||
}
|
||
.fa-map-signs:before {
|
||
content: "\f277";
|
||
}
|
||
.fa-map-o:before {
|
||
content: "\f278";
|
||
}
|
||
.fa-map:before {
|
||
content: "\f279";
|
||
}
|
||
.fa-commenting:before {
|
||
content: "\f27a";
|
||
}
|
||
.fa-commenting-o:before {
|
||
content: "\f27b";
|
||
}
|
||
.fa-houzz:before {
|
||
content: "\f27c";
|
||
}
|
||
.fa-vimeo:before {
|
||
content: "\f27d";
|
||
}
|
||
.fa-black-tie:before {
|
||
content: "\f27e";
|
||
}
|
||
.fa-fonticons:before {
|
||
content: "\f280";
|
||
}
|
||
.fa-reddit-alien:before {
|
||
content: "\f281";
|
||
}
|
||
.fa-edge:before {
|
||
content: "\f282";
|
||
}
|
||
.fa-credit-card-alt:before {
|
||
content: "\f283";
|
||
}
|
||
.fa-codiepie:before {
|
||
content: "\f284";
|
||
}
|
||
.fa-modx:before {
|
||
content: "\f285";
|
||
}
|
||
.fa-fort-awesome:before {
|
||
content: "\f286";
|
||
}
|
||
.fa-usb:before {
|
||
content: "\f287";
|
||
}
|
||
.fa-product-hunt:before {
|
||
content: "\f288";
|
||
}
|
||
.fa-mixcloud:before {
|
||
content: "\f289";
|
||
}
|
||
.fa-scribd:before {
|
||
content: "\f28a";
|
||
}
|
||
.fa-pause-circle:before {
|
||
content: "\f28b";
|
||
}
|
||
.fa-pause-circle-o:before {
|
||
content: "\f28c";
|
||
}
|
||
.fa-stop-circle:before {
|
||
content: "\f28d";
|
||
}
|
||
.fa-stop-circle-o:before {
|
||
content: "\f28e";
|
||
}
|
||
.fa-shopping-bag:before {
|
||
content: "\f290";
|
||
}
|
||
.fa-shopping-basket:before {
|
||
content: "\f291";
|
||
}
|
||
.fa-hashtag:before {
|
||
content: "\f292";
|
||
}
|
||
.fa-bluetooth:before {
|
||
content: "\f293";
|
||
}
|
||
.fa-bluetooth-b:before {
|
||
content: "\f294";
|
||
}
|
||
.fa-percent:before {
|
||
content: "\f295";
|
||
}
|
||
.fa-gitlab:before {
|
||
content: "\f296";
|
||
}
|
||
.fa-wpbeginner:before {
|
||
content: "\f297";
|
||
}
|
||
.fa-wpforms:before {
|
||
content: "\f298";
|
||
}
|
||
.fa-envira:before {
|
||
content: "\f299";
|
||
}
|
||
.fa-universal-access:before {
|
||
content: "\f29a";
|
||
}
|
||
.fa-wheelchair-alt:before {
|
||
content: "\f29b";
|
||
}
|
||
.fa-question-circle-o:before {
|
||
content: "\f29c";
|
||
}
|
||
.fa-blind:before {
|
||
content: "\f29d";
|
||
}
|
||
.fa-audio-description:before {
|
||
content: "\f29e";
|
||
}
|
||
.fa-volume-control-phone:before {
|
||
content: "\f2a0";
|
||
}
|
||
.fa-braille:before {
|
||
content: "\f2a1";
|
||
}
|
||
.fa-assistive-listening-systems:before {
|
||
content: "\f2a2";
|
||
}
|
||
.fa-asl-interpreting:before,
|
||
.fa-american-sign-language-interpreting:before {
|
||
content: "\f2a3";
|
||
}
|
||
.fa-deafness:before,
|
||
.fa-hard-of-hearing:before,
|
||
.fa-deaf:before {
|
||
content: "\f2a4";
|
||
}
|
||
.fa-glide:before {
|
||
content: "\f2a5";
|
||
}
|
||
.fa-glide-g:before {
|
||
content: "\f2a6";
|
||
}
|
||
.fa-signing:before,
|
||
.fa-sign-language:before {
|
||
content: "\f2a7";
|
||
}
|
||
.fa-low-vision:before {
|
||
content: "\f2a8";
|
||
}
|
||
.fa-viadeo:before {
|
||
content: "\f2a9";
|
||
}
|
||
.fa-viadeo-square:before {
|
||
content: "\f2aa";
|
||
}
|
||
.fa-snapchat:before {
|
||
content: "\f2ab";
|
||
}
|
||
.fa-snapchat-ghost:before {
|
||
content: "\f2ac";
|
||
}
|
||
.fa-snapchat-square:before {
|
||
content: "\f2ad";
|
||
}
|
||
.fa-pied-piper:before {
|
||
content: "\f2ae";
|
||
}
|
||
.fa-first-order:before {
|
||
content: "\f2b0";
|
||
}
|
||
.fa-yoast:before {
|
||
content: "\f2b1";
|
||
}
|
||
.fa-themeisle:before {
|
||
content: "\f2b2";
|
||
}
|
||
.fa-google-plus-circle:before,
|
||
.fa-google-plus-official:before {
|
||
content: "\f2b3";
|
||
}
|
||
.fa-fa:before,
|
||
.fa-font-awesome:before {
|
||
content: "\f2b4";
|
||
}
|
||
.fa-handshake-o:before {
|
||
content: "\f2b5";
|
||
}
|
||
.fa-envelope-open:before {
|
||
content: "\f2b6";
|
||
}
|
||
.fa-envelope-open-o:before {
|
||
content: "\f2b7";
|
||
}
|
||
.fa-linode:before {
|
||
content: "\f2b8";
|
||
}
|
||
.fa-address-book:before {
|
||
content: "\f2b9";
|
||
}
|
||
.fa-address-book-o:before {
|
||
content: "\f2ba";
|
||
}
|
||
.fa-vcard:before,
|
||
.fa-address-card:before {
|
||
content: "\f2bb";
|
||
}
|
||
.fa-vcard-o:before,
|
||
.fa-address-card-o:before {
|
||
content: "\f2bc";
|
||
}
|
||
.fa-user-circle:before {
|
||
content: "\f2bd";
|
||
}
|
||
.fa-user-circle-o:before {
|
||
content: "\f2be";
|
||
}
|
||
.fa-user-o:before {
|
||
content: "\f2c0";
|
||
}
|
||
.fa-id-badge:before {
|
||
content: "\f2c1";
|
||
}
|
||
.fa-drivers-license:before,
|
||
.fa-id-card:before {
|
||
content: "\f2c2";
|
||
}
|
||
.fa-drivers-license-o:before,
|
||
.fa-id-card-o:before {
|
||
content: "\f2c3";
|
||
}
|
||
.fa-quora:before {
|
||
content: "\f2c4";
|
||
}
|
||
.fa-free-code-camp:before {
|
||
content: "\f2c5";
|
||
}
|
||
.fa-telegram:before {
|
||
content: "\f2c6";
|
||
}
|
||
.fa-thermometer-4:before,
|
||
.fa-thermometer:before,
|
||
.fa-thermometer-full:before {
|
||
content: "\f2c7";
|
||
}
|
||
.fa-thermometer-3:before,
|
||
.fa-thermometer-three-quarters:before {
|
||
content: "\f2c8";
|
||
}
|
||
.fa-thermometer-2:before,
|
||
.fa-thermometer-half:before {
|
||
content: "\f2c9";
|
||
}
|
||
.fa-thermometer-1:before,
|
||
.fa-thermometer-quarter:before {
|
||
content: "\f2ca";
|
||
}
|
||
.fa-thermometer-0:before,
|
||
.fa-thermometer-empty:before {
|
||
content: "\f2cb";
|
||
}
|
||
.fa-shower:before {
|
||
content: "\f2cc";
|
||
}
|
||
.fa-bathtub:before,
|
||
.fa-s15:before,
|
||
.fa-bath:before {
|
||
content: "\f2cd";
|
||
}
|
||
.fa-podcast:before {
|
||
content: "\f2ce";
|
||
}
|
||
.fa-window-maximize:before {
|
||
content: "\f2d0";
|
||
}
|
||
.fa-window-minimize:before {
|
||
content: "\f2d1";
|
||
}
|
||
.fa-window-restore:before {
|
||
content: "\f2d2";
|
||
}
|
||
.fa-times-rectangle:before,
|
||
.fa-window-close:before {
|
||
content: "\f2d3";
|
||
}
|
||
.fa-times-rectangle-o:before,
|
||
.fa-window-close-o:before {
|
||
content: "\f2d4";
|
||
}
|
||
.fa-bandcamp:before {
|
||
content: "\f2d5";
|
||
}
|
||
.fa-grav:before {
|
||
content: "\f2d6";
|
||
}
|
||
.fa-etsy:before {
|
||
content: "\f2d7";
|
||
}
|
||
.fa-imdb:before {
|
||
content: "\f2d8";
|
||
}
|
||
.fa-ravelry:before {
|
||
content: "\f2d9";
|
||
}
|
||
.fa-eercast:before {
|
||
content: "\f2da";
|
||
}
|
||
.fa-microchip:before {
|
||
content: "\f2db";
|
||
}
|
||
.fa-snowflake-o:before {
|
||
content: "\f2dc";
|
||
}
|
||
.fa-superpowers:before {
|
||
content: "\f2dd";
|
||
}
|
||
.fa-wpexplorer:before {
|
||
content: "\f2de";
|
||
}
|
||
.fa-meetup:before {
|
||
content: "\f2e0";
|
||
}
|
||
.sr-only {
|
||
position: absolute;
|
||
width: 1px;
|
||
height: 1px;
|
||
padding: 0;
|
||
margin: -1px;
|
||
overflow: hidden;
|
||
clip: rect(0, 0, 0, 0);
|
||
border: 0;
|
||
}
|
||
.sr-only-focusable:active,
|
||
.sr-only-focusable:focus {
|
||
position: static;
|
||
width: auto;
|
||
height: auto;
|
||
margin: 0;
|
||
overflow: visible;
|
||
clip: auto;
|
||
}
|
||
.sr-only-focusable:active,
|
||
.sr-only-focusable:focus {
|
||
position: static;
|
||
width: auto;
|
||
height: auto;
|
||
margin: 0;
|
||
overflow: visible;
|
||
clip: auto;
|
||
}
|
||
/*!
|
||
*
|
||
* IPython base
|
||
*
|
||
*/
|
||
.modal.fade .modal-dialog {
|
||
-webkit-transform: translate(0, 0);
|
||
-ms-transform: translate(0, 0);
|
||
-o-transform: translate(0, 0);
|
||
transform: translate(0, 0);
|
||
}
|
||
code {
|
||
color: #000;
|
||
}
|
||
pre {
|
||
font-size: inherit;
|
||
line-height: inherit;
|
||
}
|
||
label {
|
||
font-weight: normal;
|
||
}
|
||
/* Make the page background atleast 100% the height of the view port */
|
||
/* Make the page itself atleast 70% the height of the view port */
|
||
.border-box-sizing {
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
}
|
||
.corner-all {
|
||
border-radius: 2px;
|
||
}
|
||
.no-padding {
|
||
padding: 0px;
|
||
}
|
||
/* Flexible box model classes */
|
||
/* Taken from Alex Russell http://infrequently.org/2009/08/css-3-progress/ */
|
||
/* This file is a compatability layer. It allows the usage of flexible box
|
||
model layouts accross multiple browsers, including older browsers. The newest,
|
||
universal implementation of the flexible box model is used when available (see
|
||
`Modern browsers` comments below). Browsers that are known to implement this
|
||
new spec completely include:
|
||
|
||
Firefox 28.0+
|
||
Chrome 29.0+
|
||
Internet Explorer 11+
|
||
Opera 17.0+
|
||
|
||
Browsers not listed, including Safari, are supported via the styling under the
|
||
`Old browsers` comments below.
|
||
*/
|
||
.hbox {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
}
|
||
.hbox > * {
|
||
/* Old browsers */
|
||
-webkit-box-flex: 0;
|
||
-moz-box-flex: 0;
|
||
box-flex: 0;
|
||
/* Modern browsers */
|
||
flex: none;
|
||
}
|
||
.vbox {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
.vbox > * {
|
||
/* Old browsers */
|
||
-webkit-box-flex: 0;
|
||
-moz-box-flex: 0;
|
||
box-flex: 0;
|
||
/* Modern browsers */
|
||
flex: none;
|
||
}
|
||
.hbox.reverse,
|
||
.vbox.reverse,
|
||
.reverse {
|
||
/* Old browsers */
|
||
-webkit-box-direction: reverse;
|
||
-moz-box-direction: reverse;
|
||
box-direction: reverse;
|
||
/* Modern browsers */
|
||
flex-direction: row-reverse;
|
||
}
|
||
.hbox.box-flex0,
|
||
.vbox.box-flex0,
|
||
.box-flex0 {
|
||
/* Old browsers */
|
||
-webkit-box-flex: 0;
|
||
-moz-box-flex: 0;
|
||
box-flex: 0;
|
||
/* Modern browsers */
|
||
flex: none;
|
||
width: auto;
|
||
}
|
||
.hbox.box-flex1,
|
||
.vbox.box-flex1,
|
||
.box-flex1 {
|
||
/* Old browsers */
|
||
-webkit-box-flex: 1;
|
||
-moz-box-flex: 1;
|
||
box-flex: 1;
|
||
/* Modern browsers */
|
||
flex: 1;
|
||
}
|
||
.hbox.box-flex,
|
||
.vbox.box-flex,
|
||
.box-flex {
|
||
/* Old browsers */
|
||
/* Old browsers */
|
||
-webkit-box-flex: 1;
|
||
-moz-box-flex: 1;
|
||
box-flex: 1;
|
||
/* Modern browsers */
|
||
flex: 1;
|
||
}
|
||
.hbox.box-flex2,
|
||
.vbox.box-flex2,
|
||
.box-flex2 {
|
||
/* Old browsers */
|
||
-webkit-box-flex: 2;
|
||
-moz-box-flex: 2;
|
||
box-flex: 2;
|
||
/* Modern browsers */
|
||
flex: 2;
|
||
}
|
||
.box-group1 {
|
||
/* Deprecated */
|
||
-webkit-box-flex-group: 1;
|
||
-moz-box-flex-group: 1;
|
||
box-flex-group: 1;
|
||
}
|
||
.box-group2 {
|
||
/* Deprecated */
|
||
-webkit-box-flex-group: 2;
|
||
-moz-box-flex-group: 2;
|
||
box-flex-group: 2;
|
||
}
|
||
.hbox.start,
|
||
.vbox.start,
|
||
.start {
|
||
/* Old browsers */
|
||
-webkit-box-pack: start;
|
||
-moz-box-pack: start;
|
||
box-pack: start;
|
||
/* Modern browsers */
|
||
justify-content: flex-start;
|
||
}
|
||
.hbox.end,
|
||
.vbox.end,
|
||
.end {
|
||
/* Old browsers */
|
||
-webkit-box-pack: end;
|
||
-moz-box-pack: end;
|
||
box-pack: end;
|
||
/* Modern browsers */
|
||
justify-content: flex-end;
|
||
}
|
||
.hbox.center,
|
||
.vbox.center,
|
||
.center {
|
||
/* Old browsers */
|
||
-webkit-box-pack: center;
|
||
-moz-box-pack: center;
|
||
box-pack: center;
|
||
/* Modern browsers */
|
||
justify-content: center;
|
||
}
|
||
.hbox.baseline,
|
||
.vbox.baseline,
|
||
.baseline {
|
||
/* Old browsers */
|
||
-webkit-box-pack: baseline;
|
||
-moz-box-pack: baseline;
|
||
box-pack: baseline;
|
||
/* Modern browsers */
|
||
justify-content: baseline;
|
||
}
|
||
.hbox.stretch,
|
||
.vbox.stretch,
|
||
.stretch {
|
||
/* Old browsers */
|
||
-webkit-box-pack: stretch;
|
||
-moz-box-pack: stretch;
|
||
box-pack: stretch;
|
||
/* Modern browsers */
|
||
justify-content: stretch;
|
||
}
|
||
.hbox.align-start,
|
||
.vbox.align-start,
|
||
.align-start {
|
||
/* Old browsers */
|
||
-webkit-box-align: start;
|
||
-moz-box-align: start;
|
||
box-align: start;
|
||
/* Modern browsers */
|
||
align-items: flex-start;
|
||
}
|
||
.hbox.align-end,
|
||
.vbox.align-end,
|
||
.align-end {
|
||
/* Old browsers */
|
||
-webkit-box-align: end;
|
||
-moz-box-align: end;
|
||
box-align: end;
|
||
/* Modern browsers */
|
||
align-items: flex-end;
|
||
}
|
||
.hbox.align-center,
|
||
.vbox.align-center,
|
||
.align-center {
|
||
/* Old browsers */
|
||
-webkit-box-align: center;
|
||
-moz-box-align: center;
|
||
box-align: center;
|
||
/* Modern browsers */
|
||
align-items: center;
|
||
}
|
||
.hbox.align-baseline,
|
||
.vbox.align-baseline,
|
||
.align-baseline {
|
||
/* Old browsers */
|
||
-webkit-box-align: baseline;
|
||
-moz-box-align: baseline;
|
||
box-align: baseline;
|
||
/* Modern browsers */
|
||
align-items: baseline;
|
||
}
|
||
.hbox.align-stretch,
|
||
.vbox.align-stretch,
|
||
.align-stretch {
|
||
/* Old browsers */
|
||
-webkit-box-align: stretch;
|
||
-moz-box-align: stretch;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
align-items: stretch;
|
||
}
|
||
div.error {
|
||
margin: 2em;
|
||
text-align: center;
|
||
}
|
||
div.error > h1 {
|
||
font-size: 500%;
|
||
line-height: normal;
|
||
}
|
||
div.error > p {
|
||
font-size: 200%;
|
||
line-height: normal;
|
||
}
|
||
div.traceback-wrapper {
|
||
text-align: left;
|
||
max-width: 800px;
|
||
margin: auto;
|
||
}
|
||
div.traceback-wrapper pre.traceback {
|
||
max-height: 600px;
|
||
overflow: auto;
|
||
}
|
||
/**
|
||
* Primary styles
|
||
*
|
||
* Author: Jupyter Development Team
|
||
*/
|
||
body {
|
||
background-color: #fff;
|
||
/* This makes sure that the body covers the entire window and needs to
|
||
be in a different element than the display: box in wrapper below */
|
||
position: absolute;
|
||
left: 0px;
|
||
right: 0px;
|
||
top: 0px;
|
||
bottom: 0px;
|
||
overflow: visible;
|
||
}
|
||
body > #header {
|
||
/* Initially hidden to prevent FLOUC */
|
||
display: none;
|
||
background-color: #fff;
|
||
/* Display over codemirror */
|
||
position: relative;
|
||
z-index: 100;
|
||
}
|
||
body > #header #header-container {
|
||
display: flex;
|
||
flex-direction: row;
|
||
justify-content: space-between;
|
||
padding: 5px;
|
||
padding-bottom: 5px;
|
||
padding-top: 5px;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
}
|
||
body > #header .header-bar {
|
||
width: 100%;
|
||
height: 1px;
|
||
background: #e7e7e7;
|
||
margin-bottom: -1px;
|
||
}
|
||
@media print {
|
||
body > #header {
|
||
display: none !important;
|
||
}
|
||
}
|
||
#header-spacer {
|
||
width: 100%;
|
||
visibility: hidden;
|
||
}
|
||
@media print {
|
||
#header-spacer {
|
||
display: none;
|
||
}
|
||
}
|
||
#ipython_notebook {
|
||
padding-left: 0px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
}
|
||
[dir="rtl"] #ipython_notebook {
|
||
margin-right: 10px;
|
||
margin-left: 0;
|
||
}
|
||
[dir="rtl"] #ipython_notebook.pull-left {
|
||
float: right !important;
|
||
float: right;
|
||
}
|
||
.flex-spacer {
|
||
flex: 1;
|
||
}
|
||
#noscript {
|
||
width: auto;
|
||
padding-top: 16px;
|
||
padding-bottom: 16px;
|
||
text-align: center;
|
||
font-size: 22px;
|
||
color: red;
|
||
font-weight: bold;
|
||
}
|
||
#ipython_notebook img {
|
||
height: 28px;
|
||
}
|
||
#site {
|
||
width: 100%;
|
||
display: none;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
overflow: auto;
|
||
}
|
||
@media print {
|
||
#site {
|
||
height: auto !important;
|
||
}
|
||
}
|
||
/* Smaller buttons */
|
||
.ui-button .ui-button-text {
|
||
padding: 0.2em 0.8em;
|
||
font-size: 77%;
|
||
}
|
||
input.ui-button {
|
||
padding: 0.3em 0.9em;
|
||
}
|
||
span#kernel_logo_widget {
|
||
margin: 0 10px;
|
||
}
|
||
span#login_widget {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] span#login_widget {
|
||
float: left;
|
||
}
|
||
span#login_widget > .button,
|
||
#logout {
|
||
color: #333;
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
span#login_widget > .button:focus,
|
||
#logout:focus,
|
||
span#login_widget > .button.focus,
|
||
#logout.focus {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #8c8c8c;
|
||
}
|
||
span#login_widget > .button:hover,
|
||
#logout:hover {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
span#login_widget > .button:active,
|
||
#logout:active,
|
||
span#login_widget > .button.active,
|
||
#logout.active,
|
||
.open > .dropdown-togglespan#login_widget > .button,
|
||
.open > .dropdown-toggle#logout {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
span#login_widget > .button:active:hover,
|
||
#logout:active:hover,
|
||
span#login_widget > .button.active:hover,
|
||
#logout.active:hover,
|
||
.open > .dropdown-togglespan#login_widget > .button:hover,
|
||
.open > .dropdown-toggle#logout:hover,
|
||
span#login_widget > .button:active:focus,
|
||
#logout:active:focus,
|
||
span#login_widget > .button.active:focus,
|
||
#logout.active:focus,
|
||
.open > .dropdown-togglespan#login_widget > .button:focus,
|
||
.open > .dropdown-toggle#logout:focus,
|
||
span#login_widget > .button:active.focus,
|
||
#logout:active.focus,
|
||
span#login_widget > .button.active.focus,
|
||
#logout.active.focus,
|
||
.open > .dropdown-togglespan#login_widget > .button.focus,
|
||
.open > .dropdown-toggle#logout.focus {
|
||
color: #333;
|
||
background-color: #d4d4d4;
|
||
border-color: #8c8c8c;
|
||
}
|
||
span#login_widget > .button:active,
|
||
#logout:active,
|
||
span#login_widget > .button.active,
|
||
#logout.active,
|
||
.open > .dropdown-togglespan#login_widget > .button,
|
||
.open > .dropdown-toggle#logout {
|
||
background-image: none;
|
||
}
|
||
span#login_widget > .button.disabled:hover,
|
||
#logout.disabled:hover,
|
||
span#login_widget > .button[disabled]:hover,
|
||
#logout[disabled]:hover,
|
||
fieldset[disabled] span#login_widget > .button:hover,
|
||
fieldset[disabled] #logout:hover,
|
||
span#login_widget > .button.disabled:focus,
|
||
#logout.disabled:focus,
|
||
span#login_widget > .button[disabled]:focus,
|
||
#logout[disabled]:focus,
|
||
fieldset[disabled] span#login_widget > .button:focus,
|
||
fieldset[disabled] #logout:focus,
|
||
span#login_widget > .button.disabled.focus,
|
||
#logout.disabled.focus,
|
||
span#login_widget > .button[disabled].focus,
|
||
#logout[disabled].focus,
|
||
fieldset[disabled] span#login_widget > .button.focus,
|
||
fieldset[disabled] #logout.focus {
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
span#login_widget > .button .badge,
|
||
#logout .badge {
|
||
color: #fff;
|
||
background-color: #333;
|
||
}
|
||
.nav-header {
|
||
text-transform: none;
|
||
}
|
||
#header > span {
|
||
margin-top: 10px;
|
||
}
|
||
.modal_stretch .modal-dialog {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
min-height: 80vh;
|
||
}
|
||
.modal_stretch .modal-dialog .modal-body {
|
||
max-height: calc(100vh - 200px);
|
||
overflow: auto;
|
||
flex: 1;
|
||
}
|
||
.modal-header {
|
||
cursor: move;
|
||
}
|
||
@media (min-width: 768px) {
|
||
.modal .modal-dialog {
|
||
width: 700px;
|
||
}
|
||
}
|
||
@media (min-width: 768px) {
|
||
select.form-control {
|
||
margin-left: 12px;
|
||
margin-right: 12px;
|
||
}
|
||
}
|
||
/*!
|
||
*
|
||
* IPython auth
|
||
*
|
||
*/
|
||
.center-nav {
|
||
display: inline-block;
|
||
margin-bottom: -4px;
|
||
}
|
||
[dir="rtl"] .center-nav form.pull-left {
|
||
float: right !important;
|
||
float: right;
|
||
}
|
||
[dir="rtl"] .center-nav .navbar-text {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] .navbar-inner {
|
||
text-align: right;
|
||
}
|
||
[dir="rtl"] div.text-left {
|
||
text-align: right;
|
||
}
|
||
/*!
|
||
*
|
||
* IPython tree view
|
||
*
|
||
*/
|
||
/* We need an invisible input field on top of the sentense*/
|
||
/* "Drag file onto the list ..." */
|
||
.alternate_upload {
|
||
background-color: none;
|
||
display: inline;
|
||
}
|
||
.alternate_upload.form {
|
||
padding: 0;
|
||
margin: 0;
|
||
}
|
||
.alternate_upload input.fileinput {
|
||
position: absolute;
|
||
display: block;
|
||
width: 100%;
|
||
height: 100%;
|
||
overflow: hidden;
|
||
cursor: pointer;
|
||
opacity: 0;
|
||
z-index: 2;
|
||
}
|
||
.alternate_upload .btn-xs > input.fileinput {
|
||
margin: -1px -5px;
|
||
}
|
||
.alternate_upload .btn-upload {
|
||
position: relative;
|
||
height: 22px;
|
||
}
|
||
::-webkit-file-upload-button {
|
||
cursor: pointer;
|
||
}
|
||
/**
|
||
* Primary styles
|
||
*
|
||
* Author: Jupyter Development Team
|
||
*/
|
||
ul#tabs {
|
||
margin-bottom: 4px;
|
||
}
|
||
ul#tabs a {
|
||
padding-top: 6px;
|
||
padding-bottom: 4px;
|
||
}
|
||
[dir="rtl"] ul#tabs.nav-tabs > li {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] ul#tabs.nav.nav-tabs {
|
||
padding-right: 0;
|
||
}
|
||
ul.breadcrumb a:focus,
|
||
ul.breadcrumb a:hover {
|
||
text-decoration: none;
|
||
}
|
||
ul.breadcrumb i.icon-home {
|
||
font-size: 16px;
|
||
margin-right: 4px;
|
||
}
|
||
ul.breadcrumb span {
|
||
color: #5e5e5e;
|
||
}
|
||
.list_toolbar {
|
||
padding: 4px 0 4px 0;
|
||
vertical-align: middle;
|
||
}
|
||
.list_toolbar .tree-buttons {
|
||
padding-top: 1px;
|
||
}
|
||
[dir="rtl"] .list_toolbar .tree-buttons .pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
[dir="rtl"] .list_toolbar .col-sm-4,
|
||
[dir="rtl"] .list_toolbar .col-sm-8 {
|
||
float: right;
|
||
}
|
||
.dynamic-buttons {
|
||
padding-top: 3px;
|
||
display: inline-block;
|
||
}
|
||
.list_toolbar [class*="span"] {
|
||
min-height: 24px;
|
||
}
|
||
.list_header {
|
||
font-weight: bold;
|
||
background-color: #EEE;
|
||
}
|
||
.list_placeholder {
|
||
font-weight: bold;
|
||
padding-top: 4px;
|
||
padding-bottom: 4px;
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
}
|
||
.list_container {
|
||
margin-top: 4px;
|
||
margin-bottom: 20px;
|
||
border: 1px solid #ddd;
|
||
border-radius: 2px;
|
||
}
|
||
.list_container > div {
|
||
border-bottom: 1px solid #ddd;
|
||
}
|
||
.list_container > div:hover .list-item {
|
||
background-color: red;
|
||
}
|
||
.list_container > div:last-child {
|
||
border: none;
|
||
}
|
||
.list_item:hover .list_item {
|
||
background-color: #ddd;
|
||
}
|
||
.list_item a {
|
||
text-decoration: none;
|
||
}
|
||
.list_item:hover {
|
||
background-color: #fafafa;
|
||
}
|
||
.list_header > div,
|
||
.list_item > div {
|
||
padding-top: 4px;
|
||
padding-bottom: 4px;
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
line-height: 22px;
|
||
}
|
||
.list_header > div input,
|
||
.list_item > div input {
|
||
margin-right: 7px;
|
||
margin-left: 14px;
|
||
vertical-align: text-bottom;
|
||
line-height: 22px;
|
||
position: relative;
|
||
top: -1px;
|
||
}
|
||
.list_header > div .item_link,
|
||
.list_item > div .item_link {
|
||
margin-left: -1px;
|
||
vertical-align: baseline;
|
||
line-height: 22px;
|
||
}
|
||
[dir="rtl"] .list_item > div input {
|
||
margin-right: 0;
|
||
}
|
||
.new-file input[type=checkbox] {
|
||
visibility: hidden;
|
||
}
|
||
.item_name {
|
||
line-height: 22px;
|
||
height: 24px;
|
||
}
|
||
.item_icon {
|
||
font-size: 14px;
|
||
color: #5e5e5e;
|
||
margin-right: 7px;
|
||
margin-left: 7px;
|
||
line-height: 22px;
|
||
vertical-align: baseline;
|
||
}
|
||
.item_modified {
|
||
margin-right: 7px;
|
||
margin-left: 7px;
|
||
}
|
||
[dir="rtl"] .item_modified.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.item_buttons {
|
||
line-height: 1em;
|
||
margin-left: -5px;
|
||
}
|
||
.item_buttons .btn,
|
||
.item_buttons .btn-group,
|
||
.item_buttons .input-group {
|
||
float: left;
|
||
}
|
||
.item_buttons > .btn,
|
||
.item_buttons > .btn-group,
|
||
.item_buttons > .input-group {
|
||
margin-left: 5px;
|
||
}
|
||
.item_buttons .btn {
|
||
min-width: 13ex;
|
||
}
|
||
.item_buttons .running-indicator {
|
||
padding-top: 4px;
|
||
color: #5cb85c;
|
||
}
|
||
.item_buttons .kernel-name {
|
||
padding-top: 4px;
|
||
color: #5bc0de;
|
||
margin-right: 7px;
|
||
float: left;
|
||
}
|
||
[dir="rtl"] .item_buttons.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
[dir="rtl"] .item_buttons .kernel-name {
|
||
margin-left: 7px;
|
||
float: right;
|
||
}
|
||
.toolbar_info {
|
||
height: 24px;
|
||
line-height: 24px;
|
||
}
|
||
.list_item input:not([type=checkbox]) {
|
||
padding-top: 3px;
|
||
padding-bottom: 3px;
|
||
height: 22px;
|
||
line-height: 14px;
|
||
margin: 0px;
|
||
}
|
||
.highlight_text {
|
||
color: blue;
|
||
}
|
||
#project_name {
|
||
display: inline-block;
|
||
padding-left: 7px;
|
||
margin-left: -2px;
|
||
}
|
||
#project_name > .breadcrumb {
|
||
padding: 0px;
|
||
margin-bottom: 0px;
|
||
background-color: transparent;
|
||
font-weight: bold;
|
||
}
|
||
.sort_button {
|
||
display: inline-block;
|
||
padding-left: 7px;
|
||
}
|
||
[dir="rtl"] .sort_button.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
#tree-selector {
|
||
padding-right: 0px;
|
||
}
|
||
#button-select-all {
|
||
min-width: 50px;
|
||
}
|
||
[dir="rtl"] #button-select-all.btn {
|
||
float: right ;
|
||
}
|
||
#select-all {
|
||
margin-left: 7px;
|
||
margin-right: 2px;
|
||
margin-top: 2px;
|
||
height: 16px;
|
||
}
|
||
[dir="rtl"] #select-all.pull-left {
|
||
float: right !important;
|
||
float: right;
|
||
}
|
||
.menu_icon {
|
||
margin-right: 2px;
|
||
}
|
||
.tab-content .row {
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
}
|
||
.folder_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f114";
|
||
}
|
||
.folder_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.folder_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.folder_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.folder_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.notebook_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f02d";
|
||
position: relative;
|
||
top: -1px;
|
||
}
|
||
.notebook_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.notebook_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.notebook_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.notebook_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.running_notebook_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f02d";
|
||
position: relative;
|
||
top: -1px;
|
||
color: #5cb85c;
|
||
}
|
||
.running_notebook_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.running_notebook_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.running_notebook_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.running_notebook_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.file_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f016";
|
||
position: relative;
|
||
top: -2px;
|
||
}
|
||
.file_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.file_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.file_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.file_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
#notebook_toolbar .pull-right {
|
||
padding-top: 0px;
|
||
margin-right: -1px;
|
||
}
|
||
ul#new-menu {
|
||
left: auto;
|
||
right: 0;
|
||
}
|
||
#new-menu .dropdown-header {
|
||
font-size: 10px;
|
||
border-bottom: 1px solid #e5e5e5;
|
||
padding: 0 0 3px;
|
||
margin: -3px 20px 0;
|
||
}
|
||
.kernel-menu-icon {
|
||
padding-right: 12px;
|
||
width: 24px;
|
||
content: "\f096";
|
||
}
|
||
.kernel-menu-icon:before {
|
||
content: "\f096";
|
||
}
|
||
.kernel-menu-icon-current:before {
|
||
content: "\f00c";
|
||
}
|
||
#tab_content {
|
||
padding-top: 20px;
|
||
}
|
||
#running .panel-group .panel {
|
||
margin-top: 3px;
|
||
margin-bottom: 1em;
|
||
}
|
||
#running .panel-group .panel .panel-heading {
|
||
background-color: #EEE;
|
||
padding-top: 4px;
|
||
padding-bottom: 4px;
|
||
padding-left: 7px;
|
||
padding-right: 7px;
|
||
line-height: 22px;
|
||
}
|
||
#running .panel-group .panel .panel-heading a:focus,
|
||
#running .panel-group .panel .panel-heading a:hover {
|
||
text-decoration: none;
|
||
}
|
||
#running .panel-group .panel .panel-body {
|
||
padding: 0px;
|
||
}
|
||
#running .panel-group .panel .panel-body .list_container {
|
||
margin-top: 0px;
|
||
margin-bottom: 0px;
|
||
border: 0px;
|
||
border-radius: 0px;
|
||
}
|
||
#running .panel-group .panel .panel-body .list_container .list_item {
|
||
border-bottom: 1px solid #ddd;
|
||
}
|
||
#running .panel-group .panel .panel-body .list_container .list_item:last-child {
|
||
border-bottom: 0px;
|
||
}
|
||
.delete-button {
|
||
display: none;
|
||
}
|
||
.duplicate-button {
|
||
display: none;
|
||
}
|
||
.rename-button {
|
||
display: none;
|
||
}
|
||
.move-button {
|
||
display: none;
|
||
}
|
||
.download-button {
|
||
display: none;
|
||
}
|
||
.shutdown-button {
|
||
display: none;
|
||
}
|
||
.dynamic-instructions {
|
||
display: inline-block;
|
||
padding-top: 4px;
|
||
}
|
||
/*!
|
||
*
|
||
* IPython text editor webapp
|
||
*
|
||
*/
|
||
.selected-keymap i.fa {
|
||
padding: 0px 5px;
|
||
}
|
||
.selected-keymap i.fa:before {
|
||
content: "\f00c";
|
||
}
|
||
#mode-menu {
|
||
overflow: auto;
|
||
max-height: 20em;
|
||
}
|
||
.edit_app #header {
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
}
|
||
.edit_app #menubar .navbar {
|
||
/* Use a negative 1 bottom margin, so the border overlaps the border of the
|
||
header */
|
||
margin-bottom: -1px;
|
||
}
|
||
.dirty-indicator {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
width: 20px;
|
||
}
|
||
.dirty-indicator.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-dirty {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
width: 20px;
|
||
}
|
||
.dirty-indicator-dirty.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-dirty.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-dirty.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-dirty.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-clean {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
width: 20px;
|
||
}
|
||
.dirty-indicator-clean.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-clean.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-clean.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-clean.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-clean:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f00c";
|
||
}
|
||
.dirty-indicator-clean:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-clean:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dirty-indicator-clean:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dirty-indicator-clean:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
#filename {
|
||
font-size: 16pt;
|
||
display: table;
|
||
padding: 0px 5px;
|
||
}
|
||
#current-mode {
|
||
padding-left: 5px;
|
||
padding-right: 5px;
|
||
}
|
||
#texteditor-backdrop {
|
||
padding-top: 20px;
|
||
padding-bottom: 20px;
|
||
}
|
||
@media not print {
|
||
#texteditor-backdrop {
|
||
background-color: #EEE;
|
||
}
|
||
}
|
||
@media print {
|
||
#texteditor-backdrop #texteditor-container .CodeMirror-gutter,
|
||
#texteditor-backdrop #texteditor-container .CodeMirror-gutters {
|
||
background-color: #fff;
|
||
}
|
||
}
|
||
@media not print {
|
||
#texteditor-backdrop #texteditor-container .CodeMirror-gutter,
|
||
#texteditor-backdrop #texteditor-container .CodeMirror-gutters {
|
||
background-color: #fff;
|
||
}
|
||
}
|
||
@media not print {
|
||
#texteditor-backdrop #texteditor-container {
|
||
padding: 0px;
|
||
background-color: #fff;
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
}
|
||
}
|
||
.CodeMirror-dialog {
|
||
background-color: #fff;
|
||
}
|
||
/*!
|
||
*
|
||
* IPython notebook
|
||
*
|
||
*/
|
||
/* CSS font colors for translated ANSI escape sequences */
|
||
/* The color values are a mix of
|
||
http://www.xcolors.net/dl/baskerville-ivorylight and
|
||
http://www.xcolors.net/dl/euphrasia */
|
||
.ansi-black-fg {
|
||
color: #3E424D;
|
||
}
|
||
.ansi-black-bg {
|
||
background-color: #3E424D;
|
||
}
|
||
.ansi-black-intense-fg {
|
||
color: #282C36;
|
||
}
|
||
.ansi-black-intense-bg {
|
||
background-color: #282C36;
|
||
}
|
||
.ansi-red-fg {
|
||
color: #E75C58;
|
||
}
|
||
.ansi-red-bg {
|
||
background-color: #E75C58;
|
||
}
|
||
.ansi-red-intense-fg {
|
||
color: #B22B31;
|
||
}
|
||
.ansi-red-intense-bg {
|
||
background-color: #B22B31;
|
||
}
|
||
.ansi-green-fg {
|
||
color: #00A250;
|
||
}
|
||
.ansi-green-bg {
|
||
background-color: #00A250;
|
||
}
|
||
.ansi-green-intense-fg {
|
||
color: #007427;
|
||
}
|
||
.ansi-green-intense-bg {
|
||
background-color: #007427;
|
||
}
|
||
.ansi-yellow-fg {
|
||
color: #DDB62B;
|
||
}
|
||
.ansi-yellow-bg {
|
||
background-color: #DDB62B;
|
||
}
|
||
.ansi-yellow-intense-fg {
|
||
color: #B27D12;
|
||
}
|
||
.ansi-yellow-intense-bg {
|
||
background-color: #B27D12;
|
||
}
|
||
.ansi-blue-fg {
|
||
color: #208FFB;
|
||
}
|
||
.ansi-blue-bg {
|
||
background-color: #208FFB;
|
||
}
|
||
.ansi-blue-intense-fg {
|
||
color: #0065CA;
|
||
}
|
||
.ansi-blue-intense-bg {
|
||
background-color: #0065CA;
|
||
}
|
||
.ansi-magenta-fg {
|
||
color: #D160C4;
|
||
}
|
||
.ansi-magenta-bg {
|
||
background-color: #D160C4;
|
||
}
|
||
.ansi-magenta-intense-fg {
|
||
color: #A03196;
|
||
}
|
||
.ansi-magenta-intense-bg {
|
||
background-color: #A03196;
|
||
}
|
||
.ansi-cyan-fg {
|
||
color: #60C6C8;
|
||
}
|
||
.ansi-cyan-bg {
|
||
background-color: #60C6C8;
|
||
}
|
||
.ansi-cyan-intense-fg {
|
||
color: #258F8F;
|
||
}
|
||
.ansi-cyan-intense-bg {
|
||
background-color: #258F8F;
|
||
}
|
||
.ansi-white-fg {
|
||
color: #C5C1B4;
|
||
}
|
||
.ansi-white-bg {
|
||
background-color: #C5C1B4;
|
||
}
|
||
.ansi-white-intense-fg {
|
||
color: #A1A6B2;
|
||
}
|
||
.ansi-white-intense-bg {
|
||
background-color: #A1A6B2;
|
||
}
|
||
.ansi-default-inverse-fg {
|
||
color: #FFFFFF;
|
||
}
|
||
.ansi-default-inverse-bg {
|
||
background-color: #000000;
|
||
}
|
||
.ansi-bold {
|
||
font-weight: bold;
|
||
}
|
||
.ansi-underline {
|
||
text-decoration: underline;
|
||
}
|
||
/* The following styles are deprecated an will be removed in a future version */
|
||
.ansibold {
|
||
font-weight: bold;
|
||
}
|
||
.ansi-inverse {
|
||
outline: 0.5px dotted;
|
||
}
|
||
/* use dark versions for foreground, to improve visibility */
|
||
.ansiblack {
|
||
color: black;
|
||
}
|
||
.ansired {
|
||
color: darkred;
|
||
}
|
||
.ansigreen {
|
||
color: darkgreen;
|
||
}
|
||
.ansiyellow {
|
||
color: #c4a000;
|
||
}
|
||
.ansiblue {
|
||
color: darkblue;
|
||
}
|
||
.ansipurple {
|
||
color: darkviolet;
|
||
}
|
||
.ansicyan {
|
||
color: steelblue;
|
||
}
|
||
.ansigray {
|
||
color: gray;
|
||
}
|
||
/* and light for background, for the same reason */
|
||
.ansibgblack {
|
||
background-color: black;
|
||
}
|
||
.ansibgred {
|
||
background-color: red;
|
||
}
|
||
.ansibggreen {
|
||
background-color: green;
|
||
}
|
||
.ansibgyellow {
|
||
background-color: yellow;
|
||
}
|
||
.ansibgblue {
|
||
background-color: blue;
|
||
}
|
||
.ansibgpurple {
|
||
background-color: magenta;
|
||
}
|
||
.ansibgcyan {
|
||
background-color: cyan;
|
||
}
|
||
.ansibggray {
|
||
background-color: gray;
|
||
}
|
||
div.cell {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
border-radius: 2px;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
border-width: 1px;
|
||
border-style: solid;
|
||
border-color: transparent;
|
||
width: 100%;
|
||
padding: 5px;
|
||
/* This acts as a spacer between cells, that is outside the border */
|
||
margin: 0px;
|
||
outline: none;
|
||
position: relative;
|
||
overflow: visible;
|
||
}
|
||
div.cell:before {
|
||
position: absolute;
|
||
display: block;
|
||
top: -1px;
|
||
left: -1px;
|
||
width: 5px;
|
||
height: calc(100% + 2px);
|
||
content: '';
|
||
background: transparent;
|
||
}
|
||
div.cell.jupyter-soft-selected {
|
||
border-left-color: #E3F2FD;
|
||
border-left-width: 1px;
|
||
padding-left: 5px;
|
||
border-right-color: #E3F2FD;
|
||
border-right-width: 1px;
|
||
background: #E3F2FD;
|
||
}
|
||
@media print {
|
||
div.cell.jupyter-soft-selected {
|
||
border-color: transparent;
|
||
}
|
||
}
|
||
div.cell.selected,
|
||
div.cell.selected.jupyter-soft-selected {
|
||
border-color: #ababab;
|
||
}
|
||
div.cell.selected:before,
|
||
div.cell.selected.jupyter-soft-selected:before {
|
||
position: absolute;
|
||
display: block;
|
||
top: -1px;
|
||
left: -1px;
|
||
width: 5px;
|
||
height: calc(100% + 2px);
|
||
content: '';
|
||
background: #42A5F5;
|
||
}
|
||
@media print {
|
||
div.cell.selected,
|
||
div.cell.selected.jupyter-soft-selected {
|
||
border-color: transparent;
|
||
}
|
||
}
|
||
.edit_mode div.cell.selected {
|
||
border-color: #66BB6A;
|
||
}
|
||
.edit_mode div.cell.selected:before {
|
||
position: absolute;
|
||
display: block;
|
||
top: -1px;
|
||
left: -1px;
|
||
width: 5px;
|
||
height: calc(100% + 2px);
|
||
content: '';
|
||
background: #66BB6A;
|
||
}
|
||
@media print {
|
||
.edit_mode div.cell.selected {
|
||
border-color: transparent;
|
||
}
|
||
}
|
||
.prompt {
|
||
/* This needs to be wide enough for 3 digit prompt numbers: In[100]: */
|
||
min-width: 14ex;
|
||
/* This padding is tuned to match the padding on the CodeMirror editor. */
|
||
padding: 0.4em;
|
||
margin: 0px;
|
||
font-family: monospace;
|
||
text-align: right;
|
||
/* This has to match that of the the CodeMirror class line-height below */
|
||
line-height: 1.21429em;
|
||
/* Don't highlight prompt number selection */
|
||
-webkit-touch-callout: none;
|
||
-webkit-user-select: none;
|
||
-khtml-user-select: none;
|
||
-moz-user-select: none;
|
||
-ms-user-select: none;
|
||
user-select: none;
|
||
/* Use default cursor */
|
||
cursor: default;
|
||
}
|
||
@media (max-width: 540px) {
|
||
.prompt {
|
||
text-align: left;
|
||
}
|
||
}
|
||
div.inner_cell {
|
||
min-width: 0;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
/* Old browsers */
|
||
-webkit-box-flex: 1;
|
||
-moz-box-flex: 1;
|
||
box-flex: 1;
|
||
/* Modern browsers */
|
||
flex: 1;
|
||
}
|
||
/* input_area and input_prompt must match in top border and margin for alignment */
|
||
div.input_area {
|
||
border: 1px solid #cfcfcf;
|
||
border-radius: 2px;
|
||
background: #f7f7f7;
|
||
line-height: 1.21429em;
|
||
}
|
||
/* This is needed so that empty prompt areas can collapse to zero height when there
|
||
is no content in the output_subarea and the prompt. The main purpose of this is
|
||
to make sure that empty JavaScript output_subareas have no height. */
|
||
div.prompt:empty {
|
||
padding-top: 0;
|
||
padding-bottom: 0;
|
||
}
|
||
div.unrecognized_cell {
|
||
padding: 5px 5px 5px 0px;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
}
|
||
div.unrecognized_cell .inner_cell {
|
||
border-radius: 2px;
|
||
padding: 5px;
|
||
font-weight: bold;
|
||
color: red;
|
||
border: 1px solid #cfcfcf;
|
||
background: #eaeaea;
|
||
}
|
||
div.unrecognized_cell .inner_cell a {
|
||
color: inherit;
|
||
text-decoration: none;
|
||
}
|
||
div.unrecognized_cell .inner_cell a:hover {
|
||
color: inherit;
|
||
text-decoration: none;
|
||
}
|
||
@media (max-width: 540px) {
|
||
div.unrecognized_cell > div.prompt {
|
||
display: none;
|
||
}
|
||
}
|
||
div.code_cell {
|
||
/* avoid page breaking on code cells when printing */
|
||
}
|
||
@media print {
|
||
div.code_cell {
|
||
page-break-inside: avoid;
|
||
}
|
||
}
|
||
/* any special styling for code cells that are currently running goes here */
|
||
div.input {
|
||
page-break-inside: avoid;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
}
|
||
@media (max-width: 540px) {
|
||
div.input {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
}
|
||
/* input_area and input_prompt must match in top border and margin for alignment */
|
||
div.input_prompt {
|
||
color: #303F9F;
|
||
border-top: 1px solid transparent;
|
||
}
|
||
div.input_area > div.highlight {
|
||
margin: 0.4em;
|
||
border: none;
|
||
padding: 0px;
|
||
background-color: transparent;
|
||
}
|
||
div.input_area > div.highlight > pre {
|
||
margin: 0px;
|
||
border: none;
|
||
padding: 0px;
|
||
background-color: transparent;
|
||
}
|
||
/* The following gets added to the <head> if it is detected that the user has a
|
||
* monospace font with inconsistent normal/bold/italic height. See
|
||
* notebookmain.js. Such fonts will have keywords vertically offset with
|
||
* respect to the rest of the text. The user should select a better font.
|
||
* See: https://github.com/ipython/ipython/issues/1503
|
||
*
|
||
* .CodeMirror span {
|
||
* vertical-align: bottom;
|
||
* }
|
||
*/
|
||
.CodeMirror {
|
||
line-height: 1.21429em;
|
||
/* Changed from 1em to our global default */
|
||
font-size: 14px;
|
||
height: auto;
|
||
/* Changed to auto to autogrow */
|
||
background: none;
|
||
/* Changed from white to allow our bg to show through */
|
||
}
|
||
.CodeMirror-scroll {
|
||
/* The CodeMirror docs are a bit fuzzy on if overflow-y should be hidden or visible.*/
|
||
/* We have found that if it is visible, vertical scrollbars appear with font size changes.*/
|
||
overflow-y: hidden;
|
||
overflow-x: auto;
|
||
}
|
||
.CodeMirror-lines {
|
||
/* In CM2, this used to be 0.4em, but in CM3 it went to 4px. We need the em value because */
|
||
/* we have set a different line-height and want this to scale with that. */
|
||
/* Note that this should set vertical padding only, since CodeMirror assumes
|
||
that horizontal padding will be set on CodeMirror pre */
|
||
padding: 0.4em 0;
|
||
}
|
||
.CodeMirror-linenumber {
|
||
padding: 0 8px 0 4px;
|
||
}
|
||
.CodeMirror-gutters {
|
||
border-bottom-left-radius: 2px;
|
||
border-top-left-radius: 2px;
|
||
}
|
||
.CodeMirror pre {
|
||
/* In CM3 this went to 4px from 0 in CM2. This sets horizontal padding only,
|
||
use .CodeMirror-lines for vertical */
|
||
padding: 0 0.4em;
|
||
border: 0;
|
||
border-radius: 0;
|
||
}
|
||
.CodeMirror-cursor {
|
||
border-left: 1.4px solid black;
|
||
}
|
||
@media screen and (min-width: 2138px) and (max-width: 4319px) {
|
||
.CodeMirror-cursor {
|
||
border-left: 2px solid black;
|
||
}
|
||
}
|
||
@media screen and (min-width: 4320px) {
|
||
.CodeMirror-cursor {
|
||
border-left: 4px solid black;
|
||
}
|
||
}
|
||
/*
|
||
|
||
Original style from softwaremaniacs.org (c) Ivan Sagalaev <Maniac@SoftwareManiacs.Org>
|
||
Adapted from GitHub theme
|
||
|
||
*/
|
||
.highlight-base {
|
||
color: #000;
|
||
}
|
||
.highlight-variable {
|
||
color: #000;
|
||
}
|
||
.highlight-variable-2 {
|
||
color: #1a1a1a;
|
||
}
|
||
.highlight-variable-3 {
|
||
color: #333333;
|
||
}
|
||
.highlight-string {
|
||
color: #BA2121;
|
||
}
|
||
.highlight-comment {
|
||
color: #408080;
|
||
font-style: italic;
|
||
}
|
||
.highlight-number {
|
||
color: #080;
|
||
}
|
||
.highlight-atom {
|
||
color: #88F;
|
||
}
|
||
.highlight-keyword {
|
||
color: #008000;
|
||
font-weight: bold;
|
||
}
|
||
.highlight-builtin {
|
||
color: #008000;
|
||
}
|
||
.highlight-error {
|
||
color: #f00;
|
||
}
|
||
.highlight-operator {
|
||
color: #AA22FF;
|
||
font-weight: bold;
|
||
}
|
||
.highlight-meta {
|
||
color: #AA22FF;
|
||
}
|
||
/* previously not defined, copying from default codemirror */
|
||
.highlight-def {
|
||
color: #00f;
|
||
}
|
||
.highlight-string-2 {
|
||
color: #f50;
|
||
}
|
||
.highlight-qualifier {
|
||
color: #555;
|
||
}
|
||
.highlight-bracket {
|
||
color: #997;
|
||
}
|
||
.highlight-tag {
|
||
color: #170;
|
||
}
|
||
.highlight-attribute {
|
||
color: #00c;
|
||
}
|
||
.highlight-header {
|
||
color: blue;
|
||
}
|
||
.highlight-quote {
|
||
color: #090;
|
||
}
|
||
.highlight-link {
|
||
color: #00c;
|
||
}
|
||
/* apply the same style to codemirror */
|
||
.cm-s-ipython span.cm-keyword {
|
||
color: #008000;
|
||
font-weight: bold;
|
||
}
|
||
.cm-s-ipython span.cm-atom {
|
||
color: #88F;
|
||
}
|
||
.cm-s-ipython span.cm-number {
|
||
color: #080;
|
||
}
|
||
.cm-s-ipython span.cm-def {
|
||
color: #00f;
|
||
}
|
||
.cm-s-ipython span.cm-variable {
|
||
color: #000;
|
||
}
|
||
.cm-s-ipython span.cm-operator {
|
||
color: #AA22FF;
|
||
font-weight: bold;
|
||
}
|
||
.cm-s-ipython span.cm-variable-2 {
|
||
color: #1a1a1a;
|
||
}
|
||
.cm-s-ipython span.cm-variable-3 {
|
||
color: #333333;
|
||
}
|
||
.cm-s-ipython span.cm-comment {
|
||
color: #408080;
|
||
font-style: italic;
|
||
}
|
||
.cm-s-ipython span.cm-string {
|
||
color: #BA2121;
|
||
}
|
||
.cm-s-ipython span.cm-string-2 {
|
||
color: #f50;
|
||
}
|
||
.cm-s-ipython span.cm-meta {
|
||
color: #AA22FF;
|
||
}
|
||
.cm-s-ipython span.cm-qualifier {
|
||
color: #555;
|
||
}
|
||
.cm-s-ipython span.cm-builtin {
|
||
color: #008000;
|
||
}
|
||
.cm-s-ipython span.cm-bracket {
|
||
color: #997;
|
||
}
|
||
.cm-s-ipython span.cm-tag {
|
||
color: #170;
|
||
}
|
||
.cm-s-ipython span.cm-attribute {
|
||
color: #00c;
|
||
}
|
||
.cm-s-ipython span.cm-header {
|
||
color: blue;
|
||
}
|
||
.cm-s-ipython span.cm-quote {
|
||
color: #090;
|
||
}
|
||
.cm-s-ipython span.cm-link {
|
||
color: #00c;
|
||
}
|
||
.cm-s-ipython span.cm-error {
|
||
color: #f00;
|
||
}
|
||
.cm-s-ipython span.cm-tab {
|
||
background: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAMCAYAAAAkuj5RAAAAAXNSR0IArs4c6QAAAGFJREFUSMft1LsRQFAQheHPowAKoACx3IgEKtaEHujDjORSgWTH/ZOdnZOcM/sgk/kFFWY0qV8foQwS4MKBCS3qR6ixBJvElOobYAtivseIE120FaowJPN75GMu8j/LfMwNjh4HUpwg4LUAAAAASUVORK5CYII=);
|
||
background-position: right;
|
||
background-repeat: no-repeat;
|
||
}
|
||
div.output_wrapper {
|
||
/* this position must be relative to enable descendents to be absolute within it */
|
||
position: relative;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
z-index: 1;
|
||
}
|
||
/* class for the output area when it should be height-limited */
|
||
div.output_scroll {
|
||
/* ideally, this would be max-height, but FF barfs all over that */
|
||
height: 24em;
|
||
/* FF needs this *and the wrapper* to specify full width, or it will shrinkwrap */
|
||
width: 100%;
|
||
overflow: auto;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 2px 8px rgba(0, 0, 0, 0.8);
|
||
box-shadow: inset 0 2px 8px rgba(0, 0, 0, 0.8);
|
||
display: block;
|
||
}
|
||
/* output div while it is collapsed */
|
||
div.output_collapsed {
|
||
margin: 0px;
|
||
padding: 0px;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
div.out_prompt_overlay {
|
||
height: 100%;
|
||
padding: 0px 0.4em;
|
||
position: absolute;
|
||
border-radius: 2px;
|
||
}
|
||
div.out_prompt_overlay:hover {
|
||
/* use inner shadow to get border that is computed the same on WebKit/FF */
|
||
-webkit-box-shadow: inset 0 0 1px #000;
|
||
box-shadow: inset 0 0 1px #000;
|
||
background: rgba(240, 240, 240, 0.5);
|
||
}
|
||
div.output_prompt {
|
||
color: #D84315;
|
||
}
|
||
/* This class is the outer container of all output sections. */
|
||
div.output_area {
|
||
padding: 0px;
|
||
page-break-inside: avoid;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
}
|
||
div.output_area .MathJax_Display {
|
||
text-align: left !important;
|
||
}
|
||
div.output_area .rendered_html table {
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
}
|
||
div.output_area .rendered_html img {
|
||
margin-left: 0;
|
||
margin-right: 0;
|
||
}
|
||
div.output_area img,
|
||
div.output_area svg {
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
div.output_area img.unconfined,
|
||
div.output_area svg.unconfined {
|
||
max-width: none;
|
||
}
|
||
div.output_area .mglyph > img {
|
||
max-width: none;
|
||
}
|
||
/* This is needed to protect the pre formating from global settings such
|
||
as that of bootstrap */
|
||
.output {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
@media (max-width: 540px) {
|
||
div.output_area {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: vertical;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: vertical;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: vertical;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: column;
|
||
align-items: stretch;
|
||
}
|
||
}
|
||
div.output_area pre {
|
||
margin: 0;
|
||
padding: 1px 0 1px 0;
|
||
border: 0;
|
||
vertical-align: baseline;
|
||
color: black;
|
||
background-color: transparent;
|
||
border-radius: 0;
|
||
}
|
||
/* This class is for the output subarea inside the output_area and after
|
||
the prompt div. */
|
||
div.output_subarea {
|
||
overflow-x: auto;
|
||
padding: 0.4em;
|
||
/* Old browsers */
|
||
-webkit-box-flex: 1;
|
||
-moz-box-flex: 1;
|
||
box-flex: 1;
|
||
/* Modern browsers */
|
||
flex: 1;
|
||
max-width: calc(100% - 14ex);
|
||
}
|
||
div.output_scroll div.output_subarea {
|
||
overflow-x: visible;
|
||
}
|
||
/* The rest of the output_* classes are for special styling of the different
|
||
output types */
|
||
/* all text output has this class: */
|
||
div.output_text {
|
||
text-align: left;
|
||
color: #000;
|
||
/* This has to match that of the the CodeMirror class line-height below */
|
||
line-height: 1.21429em;
|
||
}
|
||
/* stdout/stderr are 'text' as well as 'stream', but execute_result/error are *not* streams */
|
||
div.output_stderr {
|
||
background: #fdd;
|
||
/* very light red background for stderr */
|
||
}
|
||
div.output_latex {
|
||
text-align: left;
|
||
}
|
||
/* Empty output_javascript divs should have no height */
|
||
div.output_javascript:empty {
|
||
padding: 0;
|
||
}
|
||
.js-error {
|
||
color: darkred;
|
||
}
|
||
/* raw_input styles */
|
||
div.raw_input_container {
|
||
line-height: 1.21429em;
|
||
padding-top: 5px;
|
||
}
|
||
pre.raw_input_prompt {
|
||
/* nothing needed here. */
|
||
}
|
||
input.raw_input {
|
||
font-family: monospace;
|
||
font-size: inherit;
|
||
color: inherit;
|
||
width: auto;
|
||
/* make sure input baseline aligns with prompt */
|
||
vertical-align: baseline;
|
||
/* padding + margin = 0.5em between prompt and cursor */
|
||
padding: 0em 0.25em;
|
||
margin: 0em 0.25em;
|
||
}
|
||
input.raw_input:focus {
|
||
box-shadow: none;
|
||
}
|
||
p.p-space {
|
||
margin-bottom: 10px;
|
||
}
|
||
div.output_unrecognized {
|
||
padding: 5px;
|
||
font-weight: bold;
|
||
color: red;
|
||
}
|
||
div.output_unrecognized a {
|
||
color: inherit;
|
||
text-decoration: none;
|
||
}
|
||
div.output_unrecognized a:hover {
|
||
color: inherit;
|
||
text-decoration: none;
|
||
}
|
||
.rendered_html {
|
||
color: #000;
|
||
/* any extras will just be numbers: */
|
||
}
|
||
.rendered_html em {
|
||
font-style: italic;
|
||
}
|
||
.rendered_html strong {
|
||
font-weight: bold;
|
||
}
|
||
.rendered_html u {
|
||
text-decoration: underline;
|
||
}
|
||
.rendered_html :link {
|
||
text-decoration: underline;
|
||
}
|
||
.rendered_html :visited {
|
||
text-decoration: underline;
|
||
}
|
||
.rendered_html h1 {
|
||
font-size: 185.7%;
|
||
margin: 1.08em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
}
|
||
.rendered_html h2 {
|
||
font-size: 157.1%;
|
||
margin: 1.27em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
}
|
||
.rendered_html h3 {
|
||
font-size: 128.6%;
|
||
margin: 1.55em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
}
|
||
.rendered_html h4 {
|
||
font-size: 100%;
|
||
margin: 2em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
}
|
||
.rendered_html h5 {
|
||
font-size: 100%;
|
||
margin: 2em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
font-style: italic;
|
||
}
|
||
.rendered_html h6 {
|
||
font-size: 100%;
|
||
margin: 2em 0 0 0;
|
||
font-weight: bold;
|
||
line-height: 1.0;
|
||
font-style: italic;
|
||
}
|
||
.rendered_html h1:first-child {
|
||
margin-top: 0.538em;
|
||
}
|
||
.rendered_html h2:first-child {
|
||
margin-top: 0.636em;
|
||
}
|
||
.rendered_html h3:first-child {
|
||
margin-top: 0.777em;
|
||
}
|
||
.rendered_html h4:first-child {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html h5:first-child {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html h6:first-child {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html ul:not(.list-inline),
|
||
.rendered_html ol:not(.list-inline) {
|
||
padding-left: 2em;
|
||
}
|
||
.rendered_html ul {
|
||
list-style: disc;
|
||
}
|
||
.rendered_html ul ul {
|
||
list-style: square;
|
||
margin-top: 0;
|
||
}
|
||
.rendered_html ul ul ul {
|
||
list-style: circle;
|
||
}
|
||
.rendered_html ol {
|
||
list-style: decimal;
|
||
}
|
||
.rendered_html ol ol {
|
||
list-style: upper-alpha;
|
||
margin-top: 0;
|
||
}
|
||
.rendered_html ol ol ol {
|
||
list-style: lower-alpha;
|
||
}
|
||
.rendered_html ol ol ol ol {
|
||
list-style: lower-roman;
|
||
}
|
||
.rendered_html ol ol ol ol ol {
|
||
list-style: decimal;
|
||
}
|
||
.rendered_html * + ul {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html * + ol {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html hr {
|
||
color: black;
|
||
background-color: black;
|
||
}
|
||
.rendered_html pre {
|
||
margin: 1em 2em;
|
||
padding: 0px;
|
||
background-color: #fff;
|
||
}
|
||
.rendered_html code {
|
||
background-color: #eff0f1;
|
||
}
|
||
.rendered_html p code {
|
||
padding: 1px 5px;
|
||
}
|
||
.rendered_html pre code {
|
||
background-color: #fff;
|
||
}
|
||
.rendered_html pre,
|
||
.rendered_html code {
|
||
border: 0;
|
||
color: #000;
|
||
font-size: 100%;
|
||
}
|
||
.rendered_html blockquote {
|
||
margin: 1em 2em;
|
||
}
|
||
.rendered_html table {
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
border: none;
|
||
border-collapse: collapse;
|
||
border-spacing: 0;
|
||
color: black;
|
||
font-size: 12px;
|
||
table-layout: fixed;
|
||
}
|
||
.rendered_html thead {
|
||
border-bottom: 1px solid black;
|
||
vertical-align: bottom;
|
||
}
|
||
.rendered_html tr,
|
||
.rendered_html th,
|
||
.rendered_html td {
|
||
text-align: right;
|
||
vertical-align: middle;
|
||
padding: 0.5em 0.5em;
|
||
line-height: normal;
|
||
white-space: normal;
|
||
max-width: none;
|
||
border: none;
|
||
}
|
||
.rendered_html th {
|
||
font-weight: bold;
|
||
}
|
||
.rendered_html tbody tr:nth-child(odd) {
|
||
background: #f5f5f5;
|
||
}
|
||
.rendered_html tbody tr:hover {
|
||
background: rgba(66, 165, 245, 0.2);
|
||
}
|
||
.rendered_html * + table {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html p {
|
||
text-align: left;
|
||
}
|
||
.rendered_html * + p {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html img {
|
||
display: block;
|
||
margin-left: auto;
|
||
margin-right: auto;
|
||
}
|
||
.rendered_html * + img {
|
||
margin-top: 1em;
|
||
}
|
||
.rendered_html img,
|
||
.rendered_html svg {
|
||
max-width: 100%;
|
||
height: auto;
|
||
}
|
||
.rendered_html img.unconfined,
|
||
.rendered_html svg.unconfined {
|
||
max-width: none;
|
||
}
|
||
.rendered_html .alert {
|
||
margin-bottom: initial;
|
||
}
|
||
.rendered_html * + .alert {
|
||
margin-top: 1em;
|
||
}
|
||
[dir="rtl"] .rendered_html p {
|
||
text-align: right;
|
||
}
|
||
div.text_cell {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
}
|
||
@media (max-width: 540px) {
|
||
div.text_cell > div.prompt {
|
||
display: none;
|
||
}
|
||
}
|
||
div.text_cell_render {
|
||
/*font-family: "Helvetica Neue", Arial, Helvetica, Geneva, sans-serif;*/
|
||
outline: none;
|
||
resize: none;
|
||
width: inherit;
|
||
border-style: none;
|
||
padding: 0.5em 0.5em 0.5em 0.4em;
|
||
color: #000;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
}
|
||
a.anchor-link:link {
|
||
text-decoration: none;
|
||
padding: 0px 20px;
|
||
visibility: hidden;
|
||
}
|
||
h1:hover .anchor-link,
|
||
h2:hover .anchor-link,
|
||
h3:hover .anchor-link,
|
||
h4:hover .anchor-link,
|
||
h5:hover .anchor-link,
|
||
h6:hover .anchor-link {
|
||
visibility: visible;
|
||
}
|
||
.text_cell.rendered .input_area {
|
||
display: none;
|
||
}
|
||
.text_cell.rendered .rendered_html {
|
||
overflow-x: auto;
|
||
overflow-y: hidden;
|
||
}
|
||
.text_cell.rendered .rendered_html tr,
|
||
.text_cell.rendered .rendered_html th,
|
||
.text_cell.rendered .rendered_html td {
|
||
max-width: none;
|
||
}
|
||
.text_cell.unrendered .text_cell_render {
|
||
display: none;
|
||
}
|
||
.text_cell .dropzone .input_area {
|
||
border: 2px dashed #bababa;
|
||
margin: -1px;
|
||
}
|
||
.cm-header-1,
|
||
.cm-header-2,
|
||
.cm-header-3,
|
||
.cm-header-4,
|
||
.cm-header-5,
|
||
.cm-header-6 {
|
||
font-weight: bold;
|
||
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
|
||
}
|
||
.cm-header-1 {
|
||
font-size: 185.7%;
|
||
}
|
||
.cm-header-2 {
|
||
font-size: 157.1%;
|
||
}
|
||
.cm-header-3 {
|
||
font-size: 128.6%;
|
||
}
|
||
.cm-header-4 {
|
||
font-size: 110%;
|
||
}
|
||
.cm-header-5 {
|
||
font-size: 100%;
|
||
font-style: italic;
|
||
}
|
||
.cm-header-6 {
|
||
font-size: 100%;
|
||
font-style: italic;
|
||
}
|
||
/*!
|
||
*
|
||
* IPython notebook webapp
|
||
*
|
||
*/
|
||
@media (max-width: 767px) {
|
||
.notebook_app {
|
||
padding-left: 0px;
|
||
padding-right: 0px;
|
||
}
|
||
}
|
||
#ipython-main-app {
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
height: 100%;
|
||
}
|
||
div#notebook_panel {
|
||
margin: 0px;
|
||
padding: 0px;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
height: 100%;
|
||
}
|
||
div#notebook {
|
||
font-size: 14px;
|
||
line-height: 20px;
|
||
overflow-y: hidden;
|
||
overflow-x: auto;
|
||
width: 100%;
|
||
/* This spaces the page away from the edge of the notebook area */
|
||
padding-top: 20px;
|
||
margin: 0px;
|
||
outline: none;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
min-height: 100%;
|
||
}
|
||
@media not print {
|
||
#notebook-container {
|
||
padding: 15px;
|
||
background-color: #fff;
|
||
min-height: 0;
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
}
|
||
}
|
||
@media print {
|
||
#notebook-container {
|
||
width: 100%;
|
||
}
|
||
}
|
||
div.ui-widget-content {
|
||
border: 1px solid #ababab;
|
||
outline: none;
|
||
}
|
||
pre.dialog {
|
||
background-color: #f7f7f7;
|
||
border: 1px solid #ddd;
|
||
border-radius: 2px;
|
||
padding: 0.4em;
|
||
padding-left: 2em;
|
||
}
|
||
p.dialog {
|
||
padding: 0.2em;
|
||
}
|
||
/* Word-wrap output correctly. This is the CSS3 spelling, though Firefox seems
|
||
to not honor it correctly. Webkit browsers (Chrome, rekonq, Safari) do.
|
||
*/
|
||
pre,
|
||
code,
|
||
kbd,
|
||
samp {
|
||
white-space: pre-wrap;
|
||
}
|
||
#fonttest {
|
||
font-family: monospace;
|
||
}
|
||
p {
|
||
margin-bottom: 0;
|
||
}
|
||
.end_space {
|
||
min-height: 100px;
|
||
transition: height .2s ease;
|
||
}
|
||
.notebook_app > #header {
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
}
|
||
@media not print {
|
||
.notebook_app {
|
||
background-color: #EEE;
|
||
}
|
||
}
|
||
kbd {
|
||
border-style: solid;
|
||
border-width: 1px;
|
||
box-shadow: none;
|
||
margin: 2px;
|
||
padding-left: 2px;
|
||
padding-right: 2px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
}
|
||
.jupyter-keybindings {
|
||
padding: 1px;
|
||
line-height: 24px;
|
||
border-bottom: 1px solid gray;
|
||
}
|
||
.jupyter-keybindings input {
|
||
margin: 0;
|
||
padding: 0;
|
||
border: none;
|
||
}
|
||
.jupyter-keybindings i {
|
||
padding: 6px;
|
||
}
|
||
.well code {
|
||
background-color: #ffffff;
|
||
border-color: #ababab;
|
||
border-width: 1px;
|
||
border-style: solid;
|
||
padding: 2px;
|
||
padding-top: 1px;
|
||
padding-bottom: 1px;
|
||
}
|
||
/* CSS for the cell toolbar */
|
||
.celltoolbar {
|
||
border: thin solid #CFCFCF;
|
||
border-bottom: none;
|
||
background: #EEE;
|
||
border-radius: 2px 2px 0px 0px;
|
||
width: 100%;
|
||
height: 29px;
|
||
padding-right: 4px;
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
/* Old browsers */
|
||
-webkit-box-pack: end;
|
||
-moz-box-pack: end;
|
||
box-pack: end;
|
||
/* Modern browsers */
|
||
justify-content: flex-end;
|
||
display: -webkit-flex;
|
||
}
|
||
@media print {
|
||
.celltoolbar {
|
||
display: none;
|
||
}
|
||
}
|
||
.ctb_hideshow {
|
||
display: none;
|
||
vertical-align: bottom;
|
||
}
|
||
/* ctb_show is added to the ctb_hideshow div to show the cell toolbar.
|
||
Cell toolbars are only shown when the ctb_global_show class is also set.
|
||
*/
|
||
.ctb_global_show .ctb_show.ctb_hideshow {
|
||
display: block;
|
||
}
|
||
.ctb_global_show .ctb_show + .input_area,
|
||
.ctb_global_show .ctb_show + div.text_cell_input,
|
||
.ctb_global_show .ctb_show ~ div.text_cell_render {
|
||
border-top-right-radius: 0px;
|
||
border-top-left-radius: 0px;
|
||
}
|
||
.ctb_global_show .ctb_show ~ div.text_cell_render {
|
||
border: 1px solid #cfcfcf;
|
||
}
|
||
.celltoolbar {
|
||
font-size: 87%;
|
||
padding-top: 3px;
|
||
}
|
||
.celltoolbar select {
|
||
display: block;
|
||
width: 100%;
|
||
height: 32px;
|
||
padding: 6px 12px;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
color: #555555;
|
||
background-color: #fff;
|
||
background-image: none;
|
||
border: 1px solid #ccc;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
-webkit-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
-o-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
height: 30px;
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
width: inherit;
|
||
font-size: inherit;
|
||
height: 22px;
|
||
padding: 0px;
|
||
display: inline-block;
|
||
}
|
||
.celltoolbar select:focus {
|
||
border-color: #66afe9;
|
||
outline: 0;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
}
|
||
.celltoolbar select::-moz-placeholder {
|
||
color: #999;
|
||
opacity: 1;
|
||
}
|
||
.celltoolbar select:-ms-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.celltoolbar select::-webkit-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.celltoolbar select::-ms-expand {
|
||
border: 0;
|
||
background-color: transparent;
|
||
}
|
||
.celltoolbar select[disabled],
|
||
.celltoolbar select[readonly],
|
||
fieldset[disabled] .celltoolbar select {
|
||
background-color: #eeeeee;
|
||
opacity: 1;
|
||
}
|
||
.celltoolbar select[disabled],
|
||
fieldset[disabled] .celltoolbar select {
|
||
cursor: not-allowed;
|
||
}
|
||
textarea.celltoolbar select {
|
||
height: auto;
|
||
}
|
||
select.celltoolbar select {
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
textarea.celltoolbar select,
|
||
select[multiple].celltoolbar select {
|
||
height: auto;
|
||
}
|
||
.celltoolbar label {
|
||
margin-left: 5px;
|
||
margin-right: 5px;
|
||
}
|
||
.tags_button_container {
|
||
width: 100%;
|
||
display: flex;
|
||
}
|
||
.tag-container {
|
||
display: flex;
|
||
flex-direction: row;
|
||
flex-grow: 1;
|
||
overflow: hidden;
|
||
position: relative;
|
||
}
|
||
.tag-container > * {
|
||
margin: 0 4px;
|
||
}
|
||
.remove-tag-btn {
|
||
margin-left: 4px;
|
||
}
|
||
.tags-input {
|
||
display: flex;
|
||
}
|
||
.cell-tag:last-child:after {
|
||
content: "";
|
||
position: absolute;
|
||
right: 0;
|
||
width: 40px;
|
||
height: 100%;
|
||
/* Fade to background color of cell toolbar */
|
||
background: linear-gradient(to right, rgba(0, 0, 0, 0), #EEE);
|
||
}
|
||
.tags-input > * {
|
||
margin-left: 4px;
|
||
}
|
||
.cell-tag,
|
||
.tags-input input,
|
||
.tags-input button {
|
||
display: block;
|
||
width: 100%;
|
||
height: 32px;
|
||
padding: 6px 12px;
|
||
font-size: 13px;
|
||
line-height: 1.42857143;
|
||
color: #555555;
|
||
background-color: #fff;
|
||
background-image: none;
|
||
border: 1px solid #ccc;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
box-shadow: inset 0 1px 1px rgba(0, 0, 0, 0.075);
|
||
-webkit-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
-o-transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
transition: border-color ease-in-out .15s, box-shadow ease-in-out .15s;
|
||
height: 30px;
|
||
padding: 5px 10px;
|
||
font-size: 12px;
|
||
line-height: 1.5;
|
||
border-radius: 1px;
|
||
box-shadow: none;
|
||
width: inherit;
|
||
font-size: inherit;
|
||
height: 22px;
|
||
line-height: 22px;
|
||
padding: 0px 4px;
|
||
display: inline-block;
|
||
}
|
||
.cell-tag:focus,
|
||
.tags-input input:focus,
|
||
.tags-input button:focus {
|
||
border-color: #66afe9;
|
||
outline: 0;
|
||
-webkit-box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
box-shadow: inset 0 1px 1px rgba(0,0,0,.075), 0 0 8px rgba(102, 175, 233, 0.6);
|
||
}
|
||
.cell-tag::-moz-placeholder,
|
||
.tags-input input::-moz-placeholder,
|
||
.tags-input button::-moz-placeholder {
|
||
color: #999;
|
||
opacity: 1;
|
||
}
|
||
.cell-tag:-ms-input-placeholder,
|
||
.tags-input input:-ms-input-placeholder,
|
||
.tags-input button:-ms-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.cell-tag::-webkit-input-placeholder,
|
||
.tags-input input::-webkit-input-placeholder,
|
||
.tags-input button::-webkit-input-placeholder {
|
||
color: #999;
|
||
}
|
||
.cell-tag::-ms-expand,
|
||
.tags-input input::-ms-expand,
|
||
.tags-input button::-ms-expand {
|
||
border: 0;
|
||
background-color: transparent;
|
||
}
|
||
.cell-tag[disabled],
|
||
.tags-input input[disabled],
|
||
.tags-input button[disabled],
|
||
.cell-tag[readonly],
|
||
.tags-input input[readonly],
|
||
.tags-input button[readonly],
|
||
fieldset[disabled] .cell-tag,
|
||
fieldset[disabled] .tags-input input,
|
||
fieldset[disabled] .tags-input button {
|
||
background-color: #eeeeee;
|
||
opacity: 1;
|
||
}
|
||
.cell-tag[disabled],
|
||
.tags-input input[disabled],
|
||
.tags-input button[disabled],
|
||
fieldset[disabled] .cell-tag,
|
||
fieldset[disabled] .tags-input input,
|
||
fieldset[disabled] .tags-input button {
|
||
cursor: not-allowed;
|
||
}
|
||
textarea.cell-tag,
|
||
textarea.tags-input input,
|
||
textarea.tags-input button {
|
||
height: auto;
|
||
}
|
||
select.cell-tag,
|
||
select.tags-input input,
|
||
select.tags-input button {
|
||
height: 30px;
|
||
line-height: 30px;
|
||
}
|
||
textarea.cell-tag,
|
||
textarea.tags-input input,
|
||
textarea.tags-input button,
|
||
select[multiple].cell-tag,
|
||
select[multiple].tags-input input,
|
||
select[multiple].tags-input button {
|
||
height: auto;
|
||
}
|
||
.cell-tag,
|
||
.tags-input button {
|
||
padding: 0px 4px;
|
||
}
|
||
.cell-tag {
|
||
background-color: #fff;
|
||
white-space: nowrap;
|
||
}
|
||
.tags-input input[type=text]:focus {
|
||
outline: none;
|
||
box-shadow: none;
|
||
border-color: #ccc;
|
||
}
|
||
.completions {
|
||
position: absolute;
|
||
z-index: 110;
|
||
overflow: hidden;
|
||
border: 1px solid #ababab;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: 0px 6px 10px -1px #adadad;
|
||
box-shadow: 0px 6px 10px -1px #adadad;
|
||
line-height: 1;
|
||
}
|
||
.completions select {
|
||
background: white;
|
||
outline: none;
|
||
border: none;
|
||
padding: 0px;
|
||
margin: 0px;
|
||
overflow: auto;
|
||
font-family: monospace;
|
||
font-size: 110%;
|
||
color: #000;
|
||
width: auto;
|
||
}
|
||
.completions select option.context {
|
||
color: #286090;
|
||
}
|
||
#kernel_logo_widget .current_kernel_logo {
|
||
display: none;
|
||
margin-top: -1px;
|
||
margin-bottom: -1px;
|
||
width: 32px;
|
||
height: 32px;
|
||
}
|
||
[dir="rtl"] #kernel_logo_widget {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.modal .modal-body .move-path {
|
||
display: flex;
|
||
flex-direction: row;
|
||
justify-content: space;
|
||
align-items: center;
|
||
}
|
||
.modal .modal-body .move-path .server-root {
|
||
padding-right: 20px;
|
||
}
|
||
.modal .modal-body .move-path .path-input {
|
||
flex: 1;
|
||
}
|
||
#menubar {
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
margin-top: 1px;
|
||
}
|
||
#menubar .navbar {
|
||
border-top: 1px;
|
||
border-radius: 0px 0px 2px 2px;
|
||
margin-bottom: 0px;
|
||
}
|
||
#menubar .navbar-toggle {
|
||
float: left;
|
||
padding-top: 7px;
|
||
padding-bottom: 7px;
|
||
border: none;
|
||
}
|
||
#menubar .navbar-collapse {
|
||
clear: left;
|
||
}
|
||
[dir="rtl"] #menubar .navbar-toggle {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] #menubar .navbar-collapse {
|
||
clear: right;
|
||
}
|
||
[dir="rtl"] #menubar .navbar-nav {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] #menubar .nav {
|
||
padding-right: 0px;
|
||
}
|
||
[dir="rtl"] #menubar .navbar-nav > li {
|
||
float: right;
|
||
}
|
||
[dir="rtl"] #menubar .navbar-right {
|
||
float: left !important;
|
||
}
|
||
[dir="rtl"] ul.dropdown-menu {
|
||
text-align: right;
|
||
left: auto;
|
||
}
|
||
[dir="rtl"] ul#new-menu.dropdown-menu {
|
||
right: auto;
|
||
left: 0;
|
||
}
|
||
.nav-wrapper {
|
||
border-bottom: 1px solid #e7e7e7;
|
||
}
|
||
i.menu-icon {
|
||
padding-top: 4px;
|
||
}
|
||
[dir="rtl"] i.menu-icon.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
ul#help_menu li a {
|
||
overflow: hidden;
|
||
padding-right: 2.2em;
|
||
}
|
||
ul#help_menu li a i {
|
||
margin-right: -1.2em;
|
||
}
|
||
[dir="rtl"] ul#help_menu li a {
|
||
padding-left: 2.2em;
|
||
}
|
||
[dir="rtl"] ul#help_menu li a i {
|
||
margin-right: 0;
|
||
margin-left: -1.2em;
|
||
}
|
||
[dir="rtl"] ul#help_menu li a i.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.dropdown-submenu {
|
||
position: relative;
|
||
}
|
||
.dropdown-submenu > .dropdown-menu {
|
||
top: 0;
|
||
left: 100%;
|
||
margin-top: -6px;
|
||
margin-left: -1px;
|
||
}
|
||
[dir="rtl"] .dropdown-submenu > .dropdown-menu {
|
||
right: 100%;
|
||
margin-right: -1px;
|
||
}
|
||
.dropdown-submenu:hover > .dropdown-menu {
|
||
display: block;
|
||
}
|
||
.dropdown-submenu > a:after {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
display: block;
|
||
content: "\f0da";
|
||
float: right;
|
||
color: #333333;
|
||
margin-top: 2px;
|
||
margin-right: -10px;
|
||
}
|
||
.dropdown-submenu > a:after.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dropdown-submenu > a:after.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.dropdown-submenu > a:after.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.dropdown-submenu > a:after.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
[dir="rtl"] .dropdown-submenu > a:after {
|
||
float: left;
|
||
content: "\f0d9";
|
||
margin-right: 0;
|
||
margin-left: -10px;
|
||
}
|
||
.dropdown-submenu:hover > a:after {
|
||
color: #262626;
|
||
}
|
||
.dropdown-submenu.pull-left {
|
||
float: none;
|
||
}
|
||
.dropdown-submenu.pull-left > .dropdown-menu {
|
||
left: -100%;
|
||
margin-left: 10px;
|
||
}
|
||
#notification_area {
|
||
float: right !important;
|
||
float: right;
|
||
z-index: 10;
|
||
}
|
||
[dir="rtl"] #notification_area {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.indicator_area {
|
||
float: right !important;
|
||
float: right;
|
||
color: #777;
|
||
margin-left: 5px;
|
||
margin-right: 5px;
|
||
width: 11px;
|
||
z-index: 10;
|
||
text-align: center;
|
||
width: auto;
|
||
}
|
||
[dir="rtl"] .indicator_area {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
#kernel_indicator {
|
||
float: right !important;
|
||
float: right;
|
||
color: #777;
|
||
margin-left: 5px;
|
||
margin-right: 5px;
|
||
width: 11px;
|
||
z-index: 10;
|
||
text-align: center;
|
||
width: auto;
|
||
border-left: 1px solid;
|
||
}
|
||
#kernel_indicator .kernel_indicator_name {
|
||
padding-left: 5px;
|
||
padding-right: 5px;
|
||
}
|
||
[dir="rtl"] #kernel_indicator {
|
||
float: left !important;
|
||
float: left;
|
||
border-left: 0;
|
||
border-right: 1px solid;
|
||
}
|
||
#modal_indicator {
|
||
float: right !important;
|
||
float: right;
|
||
color: #777;
|
||
margin-left: 5px;
|
||
margin-right: 5px;
|
||
width: 11px;
|
||
z-index: 10;
|
||
text-align: center;
|
||
width: auto;
|
||
}
|
||
[dir="rtl"] #modal_indicator {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
#readonly-indicator {
|
||
float: right !important;
|
||
float: right;
|
||
color: #777;
|
||
margin-left: 5px;
|
||
margin-right: 5px;
|
||
width: 11px;
|
||
z-index: 10;
|
||
text-align: center;
|
||
width: auto;
|
||
margin-top: 2px;
|
||
margin-bottom: 0px;
|
||
margin-left: 0px;
|
||
margin-right: 0px;
|
||
display: none;
|
||
}
|
||
.modal_indicator:before {
|
||
width: 1.28571429em;
|
||
text-align: center;
|
||
}
|
||
.edit_mode .modal_indicator:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f040";
|
||
}
|
||
.edit_mode .modal_indicator:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.edit_mode .modal_indicator:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.edit_mode .modal_indicator:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.edit_mode .modal_indicator:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.command_mode .modal_indicator:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: ' ';
|
||
}
|
||
.command_mode .modal_indicator:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.command_mode .modal_indicator:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.command_mode .modal_indicator:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.command_mode .modal_indicator:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_idle_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f10c";
|
||
}
|
||
.kernel_idle_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_idle_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_idle_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_idle_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_busy_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f111";
|
||
}
|
||
.kernel_busy_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_busy_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_busy_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_busy_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_dead_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f1e2";
|
||
}
|
||
.kernel_dead_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_dead_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_dead_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_dead_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_disconnected_icon:before {
|
||
display: inline-block;
|
||
font: normal normal normal 14px/1 FontAwesome;
|
||
font-size: inherit;
|
||
text-rendering: auto;
|
||
-webkit-font-smoothing: antialiased;
|
||
-moz-osx-font-smoothing: grayscale;
|
||
content: "\f127";
|
||
}
|
||
.kernel_disconnected_icon:before.fa-pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_disconnected_icon:before.fa-pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.kernel_disconnected_icon:before.pull-left {
|
||
margin-right: .3em;
|
||
}
|
||
.kernel_disconnected_icon:before.pull-right {
|
||
margin-left: .3em;
|
||
}
|
||
.notification_widget {
|
||
color: #777;
|
||
z-index: 10;
|
||
background: rgba(240, 240, 240, 0.5);
|
||
margin-right: 4px;
|
||
color: #333;
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
.notification_widget:focus,
|
||
.notification_widget.focus {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #8c8c8c;
|
||
}
|
||
.notification_widget:hover {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
.notification_widget:active,
|
||
.notification_widget.active,
|
||
.open > .dropdown-toggle.notification_widget {
|
||
color: #333;
|
||
background-color: #e6e6e6;
|
||
border-color: #adadad;
|
||
}
|
||
.notification_widget:active:hover,
|
||
.notification_widget.active:hover,
|
||
.open > .dropdown-toggle.notification_widget:hover,
|
||
.notification_widget:active:focus,
|
||
.notification_widget.active:focus,
|
||
.open > .dropdown-toggle.notification_widget:focus,
|
||
.notification_widget:active.focus,
|
||
.notification_widget.active.focus,
|
||
.open > .dropdown-toggle.notification_widget.focus {
|
||
color: #333;
|
||
background-color: #d4d4d4;
|
||
border-color: #8c8c8c;
|
||
}
|
||
.notification_widget:active,
|
||
.notification_widget.active,
|
||
.open > .dropdown-toggle.notification_widget {
|
||
background-image: none;
|
||
}
|
||
.notification_widget.disabled:hover,
|
||
.notification_widget[disabled]:hover,
|
||
fieldset[disabled] .notification_widget:hover,
|
||
.notification_widget.disabled:focus,
|
||
.notification_widget[disabled]:focus,
|
||
fieldset[disabled] .notification_widget:focus,
|
||
.notification_widget.disabled.focus,
|
||
.notification_widget[disabled].focus,
|
||
fieldset[disabled] .notification_widget.focus {
|
||
background-color: #fff;
|
||
border-color: #ccc;
|
||
}
|
||
.notification_widget .badge {
|
||
color: #fff;
|
||
background-color: #333;
|
||
}
|
||
.notification_widget.warning {
|
||
color: #fff;
|
||
background-color: #f0ad4e;
|
||
border-color: #eea236;
|
||
}
|
||
.notification_widget.warning:focus,
|
||
.notification_widget.warning.focus {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #985f0d;
|
||
}
|
||
.notification_widget.warning:hover {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #d58512;
|
||
}
|
||
.notification_widget.warning:active,
|
||
.notification_widget.warning.active,
|
||
.open > .dropdown-toggle.notification_widget.warning {
|
||
color: #fff;
|
||
background-color: #ec971f;
|
||
border-color: #d58512;
|
||
}
|
||
.notification_widget.warning:active:hover,
|
||
.notification_widget.warning.active:hover,
|
||
.open > .dropdown-toggle.notification_widget.warning:hover,
|
||
.notification_widget.warning:active:focus,
|
||
.notification_widget.warning.active:focus,
|
||
.open > .dropdown-toggle.notification_widget.warning:focus,
|
||
.notification_widget.warning:active.focus,
|
||
.notification_widget.warning.active.focus,
|
||
.open > .dropdown-toggle.notification_widget.warning.focus {
|
||
color: #fff;
|
||
background-color: #d58512;
|
||
border-color: #985f0d;
|
||
}
|
||
.notification_widget.warning:active,
|
||
.notification_widget.warning.active,
|
||
.open > .dropdown-toggle.notification_widget.warning {
|
||
background-image: none;
|
||
}
|
||
.notification_widget.warning.disabled:hover,
|
||
.notification_widget.warning[disabled]:hover,
|
||
fieldset[disabled] .notification_widget.warning:hover,
|
||
.notification_widget.warning.disabled:focus,
|
||
.notification_widget.warning[disabled]:focus,
|
||
fieldset[disabled] .notification_widget.warning:focus,
|
||
.notification_widget.warning.disabled.focus,
|
||
.notification_widget.warning[disabled].focus,
|
||
fieldset[disabled] .notification_widget.warning.focus {
|
||
background-color: #f0ad4e;
|
||
border-color: #eea236;
|
||
}
|
||
.notification_widget.warning .badge {
|
||
color: #f0ad4e;
|
||
background-color: #fff;
|
||
}
|
||
.notification_widget.success {
|
||
color: #fff;
|
||
background-color: #5cb85c;
|
||
border-color: #4cae4c;
|
||
}
|
||
.notification_widget.success:focus,
|
||
.notification_widget.success.focus {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #255625;
|
||
}
|
||
.notification_widget.success:hover {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #398439;
|
||
}
|
||
.notification_widget.success:active,
|
||
.notification_widget.success.active,
|
||
.open > .dropdown-toggle.notification_widget.success {
|
||
color: #fff;
|
||
background-color: #449d44;
|
||
border-color: #398439;
|
||
}
|
||
.notification_widget.success:active:hover,
|
||
.notification_widget.success.active:hover,
|
||
.open > .dropdown-toggle.notification_widget.success:hover,
|
||
.notification_widget.success:active:focus,
|
||
.notification_widget.success.active:focus,
|
||
.open > .dropdown-toggle.notification_widget.success:focus,
|
||
.notification_widget.success:active.focus,
|
||
.notification_widget.success.active.focus,
|
||
.open > .dropdown-toggle.notification_widget.success.focus {
|
||
color: #fff;
|
||
background-color: #398439;
|
||
border-color: #255625;
|
||
}
|
||
.notification_widget.success:active,
|
||
.notification_widget.success.active,
|
||
.open > .dropdown-toggle.notification_widget.success {
|
||
background-image: none;
|
||
}
|
||
.notification_widget.success.disabled:hover,
|
||
.notification_widget.success[disabled]:hover,
|
||
fieldset[disabled] .notification_widget.success:hover,
|
||
.notification_widget.success.disabled:focus,
|
||
.notification_widget.success[disabled]:focus,
|
||
fieldset[disabled] .notification_widget.success:focus,
|
||
.notification_widget.success.disabled.focus,
|
||
.notification_widget.success[disabled].focus,
|
||
fieldset[disabled] .notification_widget.success.focus {
|
||
background-color: #5cb85c;
|
||
border-color: #4cae4c;
|
||
}
|
||
.notification_widget.success .badge {
|
||
color: #5cb85c;
|
||
background-color: #fff;
|
||
}
|
||
.notification_widget.info {
|
||
color: #fff;
|
||
background-color: #5bc0de;
|
||
border-color: #46b8da;
|
||
}
|
||
.notification_widget.info:focus,
|
||
.notification_widget.info.focus {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #1b6d85;
|
||
}
|
||
.notification_widget.info:hover {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #269abc;
|
||
}
|
||
.notification_widget.info:active,
|
||
.notification_widget.info.active,
|
||
.open > .dropdown-toggle.notification_widget.info {
|
||
color: #fff;
|
||
background-color: #31b0d5;
|
||
border-color: #269abc;
|
||
}
|
||
.notification_widget.info:active:hover,
|
||
.notification_widget.info.active:hover,
|
||
.open > .dropdown-toggle.notification_widget.info:hover,
|
||
.notification_widget.info:active:focus,
|
||
.notification_widget.info.active:focus,
|
||
.open > .dropdown-toggle.notification_widget.info:focus,
|
||
.notification_widget.info:active.focus,
|
||
.notification_widget.info.active.focus,
|
||
.open > .dropdown-toggle.notification_widget.info.focus {
|
||
color: #fff;
|
||
background-color: #269abc;
|
||
border-color: #1b6d85;
|
||
}
|
||
.notification_widget.info:active,
|
||
.notification_widget.info.active,
|
||
.open > .dropdown-toggle.notification_widget.info {
|
||
background-image: none;
|
||
}
|
||
.notification_widget.info.disabled:hover,
|
||
.notification_widget.info[disabled]:hover,
|
||
fieldset[disabled] .notification_widget.info:hover,
|
||
.notification_widget.info.disabled:focus,
|
||
.notification_widget.info[disabled]:focus,
|
||
fieldset[disabled] .notification_widget.info:focus,
|
||
.notification_widget.info.disabled.focus,
|
||
.notification_widget.info[disabled].focus,
|
||
fieldset[disabled] .notification_widget.info.focus {
|
||
background-color: #5bc0de;
|
||
border-color: #46b8da;
|
||
}
|
||
.notification_widget.info .badge {
|
||
color: #5bc0de;
|
||
background-color: #fff;
|
||
}
|
||
.notification_widget.danger {
|
||
color: #fff;
|
||
background-color: #d9534f;
|
||
border-color: #d43f3a;
|
||
}
|
||
.notification_widget.danger:focus,
|
||
.notification_widget.danger.focus {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #761c19;
|
||
}
|
||
.notification_widget.danger:hover {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #ac2925;
|
||
}
|
||
.notification_widget.danger:active,
|
||
.notification_widget.danger.active,
|
||
.open > .dropdown-toggle.notification_widget.danger {
|
||
color: #fff;
|
||
background-color: #c9302c;
|
||
border-color: #ac2925;
|
||
}
|
||
.notification_widget.danger:active:hover,
|
||
.notification_widget.danger.active:hover,
|
||
.open > .dropdown-toggle.notification_widget.danger:hover,
|
||
.notification_widget.danger:active:focus,
|
||
.notification_widget.danger.active:focus,
|
||
.open > .dropdown-toggle.notification_widget.danger:focus,
|
||
.notification_widget.danger:active.focus,
|
||
.notification_widget.danger.active.focus,
|
||
.open > .dropdown-toggle.notification_widget.danger.focus {
|
||
color: #fff;
|
||
background-color: #ac2925;
|
||
border-color: #761c19;
|
||
}
|
||
.notification_widget.danger:active,
|
||
.notification_widget.danger.active,
|
||
.open > .dropdown-toggle.notification_widget.danger {
|
||
background-image: none;
|
||
}
|
||
.notification_widget.danger.disabled:hover,
|
||
.notification_widget.danger[disabled]:hover,
|
||
fieldset[disabled] .notification_widget.danger:hover,
|
||
.notification_widget.danger.disabled:focus,
|
||
.notification_widget.danger[disabled]:focus,
|
||
fieldset[disabled] .notification_widget.danger:focus,
|
||
.notification_widget.danger.disabled.focus,
|
||
.notification_widget.danger[disabled].focus,
|
||
fieldset[disabled] .notification_widget.danger.focus {
|
||
background-color: #d9534f;
|
||
border-color: #d43f3a;
|
||
}
|
||
.notification_widget.danger .badge {
|
||
color: #d9534f;
|
||
background-color: #fff;
|
||
}
|
||
div#pager {
|
||
background-color: #fff;
|
||
font-size: 14px;
|
||
line-height: 20px;
|
||
overflow: hidden;
|
||
display: none;
|
||
position: fixed;
|
||
bottom: 0px;
|
||
width: 100%;
|
||
max-height: 50%;
|
||
padding-top: 8px;
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
/* Display over codemirror */
|
||
z-index: 100;
|
||
/* Hack which prevents jquery ui resizable from changing top. */
|
||
top: auto !important;
|
||
}
|
||
div#pager pre {
|
||
line-height: 1.21429em;
|
||
color: #000;
|
||
background-color: #f7f7f7;
|
||
padding: 0.4em;
|
||
}
|
||
div#pager #pager-button-area {
|
||
position: absolute;
|
||
top: 8px;
|
||
right: 20px;
|
||
}
|
||
div#pager #pager-contents {
|
||
position: relative;
|
||
overflow: auto;
|
||
width: 100%;
|
||
height: 100%;
|
||
}
|
||
div#pager #pager-contents #pager-container {
|
||
position: relative;
|
||
padding: 15px 0px;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
}
|
||
div#pager .ui-resizable-handle {
|
||
top: 0px;
|
||
height: 8px;
|
||
background: #f7f7f7;
|
||
border-top: 1px solid #cfcfcf;
|
||
border-bottom: 1px solid #cfcfcf;
|
||
/* This injects handle bars (a short, wide = symbol) for
|
||
the resize handle. */
|
||
}
|
||
div#pager .ui-resizable-handle::after {
|
||
content: '';
|
||
top: 2px;
|
||
left: 50%;
|
||
height: 3px;
|
||
width: 30px;
|
||
margin-left: -15px;
|
||
position: absolute;
|
||
border-top: 1px solid #cfcfcf;
|
||
}
|
||
.quickhelp {
|
||
/* Old browsers */
|
||
display: -webkit-box;
|
||
-webkit-box-orient: horizontal;
|
||
-webkit-box-align: stretch;
|
||
display: -moz-box;
|
||
-moz-box-orient: horizontal;
|
||
-moz-box-align: stretch;
|
||
display: box;
|
||
box-orient: horizontal;
|
||
box-align: stretch;
|
||
/* Modern browsers */
|
||
display: flex;
|
||
flex-direction: row;
|
||
align-items: stretch;
|
||
line-height: 1.8em;
|
||
}
|
||
.shortcut_key {
|
||
display: inline-block;
|
||
width: 21ex;
|
||
text-align: right;
|
||
font-family: monospace;
|
||
}
|
||
.shortcut_descr {
|
||
display: inline-block;
|
||
/* Old browsers */
|
||
-webkit-box-flex: 1;
|
||
-moz-box-flex: 1;
|
||
box-flex: 1;
|
||
/* Modern browsers */
|
||
flex: 1;
|
||
}
|
||
span.save_widget {
|
||
height: 30px;
|
||
margin-top: 4px;
|
||
display: flex;
|
||
justify-content: flex-start;
|
||
align-items: baseline;
|
||
width: 50%;
|
||
flex: 1;
|
||
}
|
||
span.save_widget span.filename {
|
||
height: 100%;
|
||
line-height: 1em;
|
||
margin-left: 16px;
|
||
border: none;
|
||
font-size: 146.5%;
|
||
text-overflow: ellipsis;
|
||
overflow: hidden;
|
||
white-space: nowrap;
|
||
border-radius: 2px;
|
||
}
|
||
span.save_widget span.filename:hover {
|
||
background-color: #e6e6e6;
|
||
}
|
||
[dir="rtl"] span.save_widget.pull-left {
|
||
float: right !important;
|
||
float: right;
|
||
}
|
||
[dir="rtl"] span.save_widget span.filename {
|
||
margin-left: 0;
|
||
margin-right: 16px;
|
||
}
|
||
span.checkpoint_status,
|
||
span.autosave_status {
|
||
font-size: small;
|
||
white-space: nowrap;
|
||
padding: 0 5px;
|
||
}
|
||
@media (max-width: 767px) {
|
||
span.save_widget {
|
||
font-size: small;
|
||
padding: 0 0 0 5px;
|
||
}
|
||
span.checkpoint_status,
|
||
span.autosave_status {
|
||
display: none;
|
||
}
|
||
}
|
||
@media (min-width: 768px) and (max-width: 991px) {
|
||
span.checkpoint_status {
|
||
display: none;
|
||
}
|
||
span.autosave_status {
|
||
font-size: x-small;
|
||
}
|
||
}
|
||
.toolbar {
|
||
padding: 0px;
|
||
margin-left: -5px;
|
||
margin-top: 2px;
|
||
margin-bottom: 5px;
|
||
box-sizing: border-box;
|
||
-moz-box-sizing: border-box;
|
||
-webkit-box-sizing: border-box;
|
||
}
|
||
.toolbar select,
|
||
.toolbar label {
|
||
width: auto;
|
||
vertical-align: middle;
|
||
margin-right: 2px;
|
||
margin-bottom: 0px;
|
||
display: inline;
|
||
font-size: 92%;
|
||
margin-left: 0.3em;
|
||
margin-right: 0.3em;
|
||
padding: 0px;
|
||
padding-top: 3px;
|
||
}
|
||
.toolbar .btn {
|
||
padding: 2px 8px;
|
||
}
|
||
.toolbar .btn-group {
|
||
margin-top: 0px;
|
||
margin-left: 5px;
|
||
}
|
||
.toolbar-btn-label {
|
||
margin-left: 6px;
|
||
}
|
||
#maintoolbar {
|
||
margin-bottom: -3px;
|
||
margin-top: -8px;
|
||
border: 0px;
|
||
min-height: 27px;
|
||
margin-left: 0px;
|
||
padding-top: 11px;
|
||
padding-bottom: 3px;
|
||
}
|
||
#maintoolbar .navbar-text {
|
||
float: none;
|
||
vertical-align: middle;
|
||
text-align: right;
|
||
margin-left: 5px;
|
||
margin-right: 0px;
|
||
margin-top: 0px;
|
||
}
|
||
.select-xs {
|
||
height: 24px;
|
||
}
|
||
[dir="rtl"] .btn-group > .btn,
|
||
.btn-group-vertical > .btn {
|
||
float: right;
|
||
}
|
||
.pulse,
|
||
.dropdown-menu > li > a.pulse,
|
||
li.pulse > a.dropdown-toggle,
|
||
li.pulse.open > a.dropdown-toggle {
|
||
background-color: #F37626;
|
||
color: white;
|
||
}
|
||
/**
|
||
* Primary styles
|
||
*
|
||
* Author: Jupyter Development Team
|
||
*/
|
||
/** WARNING IF YOU ARE EDITTING THIS FILE, if this is a .css file, It has a lot
|
||
* of chance of beeing generated from the ../less/[samename].less file, you can
|
||
* try to get back the less file by reverting somme commit in history
|
||
**/
|
||
/*
|
||
* We'll try to get something pretty, so we
|
||
* have some strange css to have the scroll bar on
|
||
* the left with fix button on the top right of the tooltip
|
||
*/
|
||
@-moz-keyframes fadeOut {
|
||
from {
|
||
opacity: 1;
|
||
}
|
||
to {
|
||
opacity: 0;
|
||
}
|
||
}
|
||
@-webkit-keyframes fadeOut {
|
||
from {
|
||
opacity: 1;
|
||
}
|
||
to {
|
||
opacity: 0;
|
||
}
|
||
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|
||
@-moz-keyframes fadeIn {
|
||
from {
|
||
opacity: 0;
|
||
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|
||
to {
|
||
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|
||
}
|
||
}
|
||
@-webkit-keyframes fadeIn {
|
||
from {
|
||
opacity: 0;
|
||
}
|
||
to {
|
||
opacity: 1;
|
||
}
|
||
}
|
||
/*properties of tooltip after "expand"*/
|
||
.bigtooltip {
|
||
overflow: auto;
|
||
height: 200px;
|
||
-webkit-transition-property: height;
|
||
-webkit-transition-duration: 500ms;
|
||
-moz-transition-property: height;
|
||
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|
||
transition-property: height;
|
||
transition-duration: 500ms;
|
||
}
|
||
/*properties of tooltip before "expand"*/
|
||
.smalltooltip {
|
||
-webkit-transition-property: height;
|
||
-webkit-transition-duration: 500ms;
|
||
-moz-transition-property: height;
|
||
-moz-transition-duration: 500ms;
|
||
transition-property: height;
|
||
transition-duration: 500ms;
|
||
text-overflow: ellipsis;
|
||
overflow: hidden;
|
||
height: 80px;
|
||
}
|
||
.tooltipbuttons {
|
||
position: absolute;
|
||
padding-right: 15px;
|
||
top: 0px;
|
||
right: 0px;
|
||
}
|
||
.tooltiptext {
|
||
/*avoid the button to overlap on some docstring*/
|
||
padding-right: 30px;
|
||
}
|
||
.ipython_tooltip {
|
||
max-width: 700px;
|
||
/*fade-in animation when inserted*/
|
||
-webkit-animation: fadeOut 400ms;
|
||
-moz-animation: fadeOut 400ms;
|
||
animation: fadeOut 400ms;
|
||
-webkit-animation: fadeIn 400ms;
|
||
-moz-animation: fadeIn 400ms;
|
||
animation: fadeIn 400ms;
|
||
vertical-align: middle;
|
||
background-color: #f7f7f7;
|
||
overflow: visible;
|
||
border: #ababab 1px solid;
|
||
outline: none;
|
||
padding: 3px;
|
||
margin: 0px;
|
||
padding-left: 7px;
|
||
font-family: monospace;
|
||
min-height: 50px;
|
||
-moz-box-shadow: 0px 6px 10px -1px #adadad;
|
||
-webkit-box-shadow: 0px 6px 10px -1px #adadad;
|
||
box-shadow: 0px 6px 10px -1px #adadad;
|
||
border-radius: 2px;
|
||
position: absolute;
|
||
z-index: 1000;
|
||
}
|
||
.ipython_tooltip a {
|
||
float: right;
|
||
}
|
||
.ipython_tooltip .tooltiptext pre {
|
||
border: 0;
|
||
border-radius: 0;
|
||
font-size: 100%;
|
||
background-color: #f7f7f7;
|
||
}
|
||
.pretooltiparrow {
|
||
left: 0px;
|
||
margin: 0px;
|
||
top: -16px;
|
||
width: 40px;
|
||
height: 16px;
|
||
overflow: hidden;
|
||
position: absolute;
|
||
}
|
||
.pretooltiparrow:before {
|
||
background-color: #f7f7f7;
|
||
border: 1px #ababab solid;
|
||
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|
||
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|
||
position: absolute;
|
||
left: 15px;
|
||
top: 10px;
|
||
width: 25px;
|
||
height: 25px;
|
||
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|
||
-moz-transform: rotate(45deg);
|
||
-ms-transform: rotate(45deg);
|
||
-o-transform: rotate(45deg);
|
||
}
|
||
ul.typeahead-list i {
|
||
margin-left: -10px;
|
||
width: 18px;
|
||
}
|
||
[dir="rtl"] ul.typeahead-list i {
|
||
margin-left: 0;
|
||
margin-right: -10px;
|
||
}
|
||
ul.typeahead-list {
|
||
max-height: 80vh;
|
||
overflow: auto;
|
||
}
|
||
ul.typeahead-list > li > a {
|
||
/** Firefox bug **/
|
||
/* see https://github.com/jupyter/notebook/issues/559 */
|
||
white-space: normal;
|
||
}
|
||
ul.typeahead-list > li > a.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
[dir="rtl"] .typeahead-list {
|
||
text-align: right;
|
||
}
|
||
.cmd-palette .modal-body {
|
||
padding: 7px;
|
||
}
|
||
.cmd-palette form {
|
||
background: white;
|
||
}
|
||
.cmd-palette input {
|
||
outline: none;
|
||
}
|
||
.no-shortcut {
|
||
min-width: 20px;
|
||
color: transparent;
|
||
}
|
||
[dir="rtl"] .no-shortcut.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
[dir="rtl"] .command-shortcut.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
.command-shortcut:before {
|
||
content: "(command mode)";
|
||
padding-right: 3px;
|
||
color: #777777;
|
||
}
|
||
.edit-shortcut:before {
|
||
content: "(edit)";
|
||
padding-right: 3px;
|
||
color: #777777;
|
||
}
|
||
[dir="rtl"] .edit-shortcut.pull-right {
|
||
float: left !important;
|
||
float: left;
|
||
}
|
||
#find-and-replace #replace-preview .match,
|
||
#find-and-replace #replace-preview .insert {
|
||
background-color: #BBDEFB;
|
||
border-color: #90CAF9;
|
||
border-style: solid;
|
||
border-width: 1px;
|
||
border-radius: 0px;
|
||
}
|
||
[dir="ltr"] #find-and-replace .input-group-btn + .form-control {
|
||
border-left: none;
|
||
}
|
||
[dir="rtl"] #find-and-replace .input-group-btn + .form-control {
|
||
border-right: none;
|
||
}
|
||
#find-and-replace #replace-preview .replace .match {
|
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background-color: #FFCDD2;
|
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border-color: #EF9A9A;
|
||
border-radius: 0px;
|
||
}
|
||
#find-and-replace #replace-preview .replace .insert {
|
||
background-color: #C8E6C9;
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||
border-color: #A5D6A7;
|
||
border-radius: 0px;
|
||
}
|
||
#find-and-replace #replace-preview {
|
||
max-height: 60vh;
|
||
overflow: auto;
|
||
}
|
||
#find-and-replace #replace-preview pre {
|
||
padding: 5px 10px;
|
||
}
|
||
.terminal-app {
|
||
background: #EEE;
|
||
}
|
||
.terminal-app #header {
|
||
background: #fff;
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.2);
|
||
}
|
||
.terminal-app .terminal {
|
||
width: 100%;
|
||
float: left;
|
||
font-family: monospace;
|
||
color: white;
|
||
background: black;
|
||
padding: 0.4em;
|
||
border-radius: 2px;
|
||
-webkit-box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.4);
|
||
box-shadow: 0px 0px 12px 1px rgba(87, 87, 87, 0.4);
|
||
}
|
||
.terminal-app .terminal,
|
||
.terminal-app .terminal dummy-screen {
|
||
line-height: 1em;
|
||
font-size: 14px;
|
||
}
|
||
.terminal-app .terminal .xterm-rows {
|
||
padding: 10px;
|
||
}
|
||
.terminal-app .terminal-cursor {
|
||
color: black;
|
||
background: white;
|
||
}
|
||
.terminal-app #terminado-container {
|
||
margin-top: 20px;
|
||
}
|
||
/*# sourceMappingURL=style.min.css.map */
|
||
</style>
|
||
<style type="text/css">
|
||
.highlight .hll { background-color: #ffffcc }
|
||
.highlight { background: #f8f8f8; }
|
||
.highlight .c { color: #408080; font-style: italic } /* Comment */
|
||
.highlight .err { border: 1px solid #FF0000 } /* Error */
|
||
.highlight .k { color: #008000; font-weight: bold } /* Keyword */
|
||
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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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|
||
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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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|
||
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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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||
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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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|
||
.highlight .mh { color: #666666 } /* Literal.Number.Hex */
|
||
.highlight .mi { color: #666666 } /* Literal.Number.Integer */
|
||
.highlight .mo { color: #666666 } /* Literal.Number.Oct */
|
||
.highlight .sa { color: #BA2121 } /* Literal.String.Affix */
|
||
.highlight .sb { color: #BA2121 } /* Literal.String.Backtick */
|
||
.highlight .sc { color: #BA2121 } /* Literal.String.Char */
|
||
.highlight .dl { color: #BA2121 } /* Literal.String.Delimiter */
|
||
.highlight .sd { color: #BA2121; font-style: italic } /* Literal.String.Doc */
|
||
.highlight .s2 { color: #BA2121 } /* Literal.String.Double */
|
||
.highlight .se { color: #BB6622; font-weight: bold } /* Literal.String.Escape */
|
||
.highlight .sh { color: #BA2121 } /* Literal.String.Heredoc */
|
||
.highlight .si { color: #BB6688; font-weight: bold } /* Literal.String.Interpol */
|
||
.highlight .sx { color: #008000 } /* Literal.String.Other */
|
||
.highlight .sr { color: #BB6688 } /* Literal.String.Regex */
|
||
.highlight .s1 { color: #BA2121 } /* Literal.String.Single */
|
||
.highlight .ss { color: #19177C } /* Literal.String.Symbol */
|
||
.highlight .bp { color: #008000 } /* Name.Builtin.Pseudo */
|
||
.highlight .fm { color: #0000FF } /* Name.Function.Magic */
|
||
.highlight .vc { color: #19177C } /* Name.Variable.Class */
|
||
.highlight .vg { color: #19177C } /* Name.Variable.Global */
|
||
.highlight .vi { color: #19177C } /* Name.Variable.Instance */
|
||
.highlight .vm { color: #19177C } /* Name.Variable.Magic */
|
||
.highlight .il { color: #666666 } /* Literal.Number.Integer.Long */
|
||
</style>
|
||
<style type="text/css">
|
||
|
||
/* Temporary definitions which will become obsolete with Notebook release 5.0 */
|
||
.ansi-black-fg { color: #3E424D; }
|
||
.ansi-black-bg { background-color: #3E424D; }
|
||
.ansi-black-intense-fg { color: #282C36; }
|
||
.ansi-black-intense-bg { background-color: #282C36; }
|
||
.ansi-red-fg { color: #E75C58; }
|
||
.ansi-red-bg { background-color: #E75C58; }
|
||
.ansi-red-intense-fg { color: #B22B31; }
|
||
.ansi-red-intense-bg { background-color: #B22B31; }
|
||
.ansi-green-fg { color: #00A250; }
|
||
.ansi-green-bg { background-color: #00A250; }
|
||
.ansi-green-intense-fg { color: #007427; }
|
||
.ansi-green-intense-bg { background-color: #007427; }
|
||
.ansi-yellow-fg { color: #DDB62B; }
|
||
.ansi-yellow-bg { background-color: #DDB62B; }
|
||
.ansi-yellow-intense-fg { color: #B27D12; }
|
||
.ansi-yellow-intense-bg { background-color: #B27D12; }
|
||
.ansi-blue-fg { color: #208FFB; }
|
||
.ansi-blue-bg { background-color: #208FFB; }
|
||
.ansi-blue-intense-fg { color: #0065CA; }
|
||
.ansi-blue-intense-bg { background-color: #0065CA; }
|
||
.ansi-magenta-fg { color: #D160C4; }
|
||
.ansi-magenta-bg { background-color: #D160C4; }
|
||
.ansi-magenta-intense-fg { color: #A03196; }
|
||
.ansi-magenta-intense-bg { background-color: #A03196; }
|
||
.ansi-cyan-fg { color: #60C6C8; }
|
||
.ansi-cyan-bg { background-color: #60C6C8; }
|
||
.ansi-cyan-intense-fg { color: #258F8F; }
|
||
.ansi-cyan-intense-bg { background-color: #258F8F; }
|
||
.ansi-white-fg { color: #C5C1B4; }
|
||
.ansi-white-bg { background-color: #C5C1B4; }
|
||
.ansi-white-intense-fg { color: #A1A6B2; }
|
||
.ansi-white-intense-bg { background-color: #A1A6B2; }
|
||
|
||
.ansi-bold { font-weight: bold; }
|
||
|
||
</style>
|
||
|
||
|
||
<style type="text/css">
|
||
/* Overrides of notebook CSS for static HTML export */
|
||
body {
|
||
overflow: visible;
|
||
padding: 8px;
|
||
}
|
||
|
||
div#notebook {
|
||
overflow: visible;
|
||
border-top: none;
|
||
}@media print {
|
||
div.cell {
|
||
display: block;
|
||
page-break-inside: avoid;
|
||
}
|
||
div.output_wrapper {
|
||
display: block;
|
||
page-break-inside: avoid;
|
||
}
|
||
div.output {
|
||
display: block;
|
||
page-break-inside: avoid;
|
||
}
|
||
}
|
||
</style>
|
||
|
||
<!-- Custom stylesheet, it must be in the same directory as the html file -->
|
||
<link rel="stylesheet" href="custom.css">
|
||
|
||
<!-- Loading mathjax macro -->
|
||
<!-- Load mathjax -->
|
||
<script src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS_HTML"></script>
|
||
<!-- MathJax configuration -->
|
||
<script type="text/x-mathjax-config">
|
||
MathJax.Hub.Config({
|
||
tex2jax: {
|
||
inlineMath: [ ['$','$'], ["\\(","\\)"] ],
|
||
displayMath: [ ['$$','$$'], ["\\[","\\]"] ],
|
||
processEscapes: true,
|
||
processEnvironments: true
|
||
},
|
||
// Center justify equations in code and markdown cells. Elsewhere
|
||
// we use CSS to left justify single line equations in code cells.
|
||
displayAlign: 'center',
|
||
"HTML-CSS": {
|
||
styles: {'.MathJax_Display': {"margin": 0}},
|
||
linebreaks: { automatic: true }
|
||
}
|
||
});
|
||
</script>
|
||
<!-- End of mathjax configuration --></head>
|
||
<body>
|
||
<div tabindex="-1" id="notebook" class="border-box-sizing">
|
||
<div class="container" id="notebook-container">
|
||
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [1]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="o">%</span><span class="k">load_ext</span> autoreload
|
||
<span class="o">%</span><span class="k">autoreload</span> 2
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [2]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">import</span> <span class="nn">os</span>
|
||
<span class="kn">import</span> <span class="nn">expipe</span>
|
||
<span class="kn">import</span> <span class="nn">pathlib</span>
|
||
<span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span>
|
||
<span class="kn">import</span> <span class="nn">spatial_maps.stats</span> <span class="k">as</span> <span class="nn">stats</span>
|
||
<span class="kn">import</span> <span class="nn">septum_mec.analysis.data_processing</span> <span class="k">as</span> <span class="nn">dp</span>
|
||
<span class="kn">import</span> <span class="nn">head_direction.head</span> <span class="k">as</span> <span class="nn">head</span>
|
||
<span class="kn">import</span> <span class="nn">spatial_maps</span> <span class="k">as</span> <span class="nn">sp</span>
|
||
<span class="kn">import</span> <span class="nn">pnnmec.registration</span>
|
||
<span class="kn">import</span> <span class="nn">speed_cells.speed</span> <span class="k">as</span> <span class="nn">spd</span>
|
||
<span class="kn">import</span> <span class="nn">re</span>
|
||
<span class="kn">import</span> <span class="nn">joblib</span>
|
||
<span class="kn">from</span> <span class="nn">distutils.dir_util</span> <span class="k">import</span> <span class="n">copy_tree</span>
|
||
<span class="kn">import</span> <span class="nn">multiprocessing</span>
|
||
<span class="kn">import</span> <span class="nn">shutil</span>
|
||
<span class="kn">import</span> <span class="nn">psutil</span>
|
||
<span class="kn">import</span> <span class="nn">pandas</span> <span class="k">as</span> <span class="nn">pd</span>
|
||
<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span>
|
||
<span class="kn">import</span> <span class="nn">pnnmec</span>
|
||
<span class="kn">import</span> <span class="nn">scipy.ndimage.measurements</span>
|
||
<span class="kn">import</span> <span class="nn">quantities</span> <span class="k">as</span> <span class="nn">pq</span>
|
||
<span class="kn">import</span> <span class="nn">exdir</span>
|
||
<span class="kn">from</span> <span class="nn">tqdm</span> <span class="k">import</span> <span class="n">tqdm_notebook</span> <span class="k">as</span> <span class="n">tqdm</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
<div class="output_subarea output_stream output_stderr output_text">
|
||
<pre>09:19:10 [I] klustakwik KlustaKwik2 version 0.2.6
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [3]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="o">%</span><span class="k">matplotlib</span> inline
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [4]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">max_speed</span> <span class="o">=</span> <span class="mi">1</span> <span class="c1"># m/s only used for speed score</span>
|
||
<span class="n">min_speed</span> <span class="o">=</span> <span class="mf">0.02</span> <span class="c1"># m/s only used for speed score</span>
|
||
<span class="n">position_sampling_rate</span> <span class="o">=</span> <span class="mi">100</span> <span class="c1"># for interpolation</span>
|
||
<span class="n">position_low_pass_frequency</span> <span class="o">=</span> <span class="mi">6</span> <span class="c1"># for low pass filtering of position</span>
|
||
|
||
<span class="n">box_size</span> <span class="o">=</span> <span class="p">[</span><span class="mf">1.0</span><span class="p">,</span> <span class="mf">1.0</span><span class="p">]</span>
|
||
<span class="n">bin_size</span><span class="o">=</span><span class="mf">0.02</span>
|
||
<span class="n">smoothing</span> <span class="o">=</span> <span class="mf">0.05</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [6]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">project_path</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">project_path</span><span class="p">()</span>
|
||
|
||
<span class="n">project</span> <span class="o">=</span> <span class="n">expipe</span><span class="o">.</span><span class="n">get_project</span><span class="p">(</span><span class="n">project_path</span><span class="p">)</span>
|
||
<span class="n">actions</span> <span class="o">=</span> <span class="n">project</span><span class="o">.</span><span class="n">actions</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [ ]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [6]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">identify_neurons</span> <span class="o">=</span> <span class="n">actions</span><span class="p">[</span><span class="s1">'identify-neurons'</span><span class="p">]</span>
|
||
<span class="n">sessions</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">identify_neurons</span><span class="o">.</span><span class="n">data_path</span><span class="p">(</span><span class="s1">'sessions'</span><span class="p">))</span>
|
||
<span class="c1"># units = pd.read_csv(identify_neurons.data_path('units'))</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [45]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">data_loader</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">Data</span><span class="p">()</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [47]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">units</span> <span class="o">=</span> <span class="p">[]</span>
|
||
<span class="k">for</span> <span class="n">action</span> <span class="ow">in</span> <span class="n">sessions</span><span class="o">.</span><span class="n">action</span><span class="o">.</span><span class="n">values</span><span class="p">:</span>
|
||
<span class="k">for</span> <span class="n">ch</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">8</span><span class="p">):</span>
|
||
<span class="k">for</span> <span class="n">unit_name</span> <span class="ow">in</span> <span class="n">data_loader</span><span class="o">.</span><span class="n">unit_names</span><span class="p">(</span><span class="n">action</span><span class="p">,</span> <span class="n">ch</span><span class="p">):</span>
|
||
<span class="n">units</span><span class="o">.</span><span class="n">append</span><span class="p">({</span><span class="s1">'unit_name'</span><span class="p">:</span> <span class="n">unit_name</span><span class="p">,</span> <span class="s1">'action'</span><span class="p">:</span> <span class="n">action</span><span class="p">,</span> <span class="s1">'channel_group'</span><span class="p">:</span> <span class="n">ch</span><span class="p">})</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [49]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">units</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">units</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [50]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">session_units</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">merge</span><span class="p">(</span><span class="n">sessions</span><span class="p">,</span> <span class="n">units</span><span class="p">,</span> <span class="n">on</span><span class="o">=</span><span class="s1">'action'</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [51]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">first_row</span> <span class="o">=</span> <span class="n">session_units</span><span class="o">.</span><span class="n">iloc</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [3]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">output</span> <span class="o">=</span> <span class="n">pathlib</span><span class="o">.</span><span class="n">Path</span><span class="p">(</span><span class="s1">'output/shuffling'</span><span class="p">)</span>
|
||
<span class="n">output</span><span class="o">.</span><span class="n">mkdir</span><span class="p">(</span><span class="n">parents</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">exist_ok</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
<span class="n">output_exdir</span> <span class="o">=</span> <span class="n">exdir</span><span class="o">.</span><span class="n">File</span><span class="p">(</span><span class="n">output</span> <span class="o">/</span> <span class="s2">"shuffling.exdir"</span><span class="p">)</span>
|
||
<span class="n">output_units</span> <span class="o">=</span> <span class="n">output_exdir</span><span class="o">.</span><span class="n">require_group</span><span class="p">(</span><span class="s2">"units"</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [53]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">elephant.spike_train_surrogates</span> <span class="k">import</span> <span class="n">dither_spike_train</span>
|
||
|
||
<span class="k">def</span> <span class="nf">process</span><span class="p">(</span><span class="n">row</span><span class="p">):</span>
|
||
<span class="n">memory_in_gb</span> <span class="o">=</span> <span class="n">psutil</span><span class="o">.</span><span class="n">virtual_memory</span><span class="p">()</span><span class="o">.</span><span class="n">available</span> <span class="o">/</span> <span class="mi">1024</span> <span class="o">/</span> <span class="mi">1024</span> <span class="o">/</span> <span class="mi">1024</span>
|
||
<span class="k">if</span> <span class="n">memory_in_gb</span> <span class="o"><</span> <span class="mi">2</span><span class="p">:</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="s2">"Running out of memory! Restart your kernel."</span><span class="p">)</span>
|
||
<span class="k">return</span>
|
||
|
||
<span class="n">action_id</span> <span class="o">=</span> <span class="n">row</span><span class="p">[</span><span class="s1">'action'</span><span class="p">]</span>
|
||
<span class="n">channel_id</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'channel_group'</span><span class="p">])</span>
|
||
<span class="n">unit_id</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'unit_name'</span><span class="p">])</span>
|
||
|
||
<span class="n">action</span> <span class="o">=</span> <span class="n">actions</span><span class="p">[</span><span class="n">action_id</span><span class="p">]</span>
|
||
|
||
<span class="n">cell_name</span> <span class="o">=</span> <span class="s2">"</span><span class="si">{}</span><span class="s2">_</span><span class="si">{}</span><span class="s2">_</span><span class="si">{}</span><span class="s2">"</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">action_id</span><span class="p">,</span> <span class="n">channel_id</span><span class="p">,</span> <span class="n">unit_id</span><span class="p">)</span>
|
||
|
||
<span class="k">if</span> <span class="n">cell_name</span> <span class="ow">in</span> <span class="n">output_units</span><span class="p">:</span>
|
||
<span class="nb">print</span><span class="p">(</span><span class="s2">"Skipping existing"</span><span class="p">,</span> <span class="n">cell_name</span><span class="p">)</span>
|
||
<span class="k">return</span>
|
||
|
||
<span class="nb">print</span><span class="p">(</span><span class="s2">"Processing"</span><span class="p">,</span> <span class="n">cell_name</span><span class="p">)</span>
|
||
|
||
<span class="n">output_group</span> <span class="o">=</span> <span class="n">output_units</span><span class="o">.</span><span class="n">require_group</span><span class="p">(</span><span class="n">cell_name</span><span class="p">)</span>
|
||
|
||
<span class="n">data_path</span> <span class="o">=</span> <span class="n">pathlib</span><span class="o">.</span><span class="n">Path</span><span class="p">(</span><span class="n">project_path</span><span class="p">)</span> <span class="o">/</span> <span class="s2">"actions"</span> <span class="o">/</span> <span class="n">action_id</span> <span class="o">/</span> <span class="s2">"data"</span> <span class="o">/</span> <span class="s2">"main.exdir"</span>
|
||
|
||
<span class="c1"># common values for all units == faster calculations</span>
|
||
<span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">speed</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_tracking</span><span class="p">(</span>
|
||
<span class="n">data_path</span><span class="p">,</span> <span class="n">position_sampling_rate</span><span class="p">,</span> <span class="n">position_low_pass_frequency</span><span class="p">,</span> <span class="n">box_size</span><span class="p">)</span>
|
||
<span class="n">ang</span><span class="p">,</span> <span class="n">ang_t</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_head_direction</span><span class="p">(</span>
|
||
<span class="n">data_path</span><span class="p">,</span> <span class="n">position_sampling_rate</span><span class="p">,</span> <span class="n">position_low_pass_frequency</span><span class="p">,</span> <span class="n">box_size</span><span class="p">)</span>
|
||
<span class="n">sptr</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_spike_train</span><span class="p">(</span><span class="n">data_path</span><span class="p">,</span> <span class="n">channel_id</span><span class="p">,</span> <span class="n">unit_id</span><span class="p">,</span> <span class="n">t</span><span class="p">[</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span>
|
||
|
||
<span class="n">box_size_</span><span class="p">,</span> <span class="n">bin_size_</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">_adjust_bin_size</span><span class="p">(</span><span class="n">box_size</span><span class="o">=</span><span class="n">box_size</span><span class="p">,</span> <span class="n">bin_size</span><span class="o">=</span><span class="n">bin_size</span><span class="p">)</span>
|
||
<span class="n">xbins</span><span class="p">,</span> <span class="n">ybins</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">_make_bins</span><span class="p">(</span><span class="n">box_size_</span><span class="p">,</span> <span class="n">bin_size_</span><span class="p">)</span>
|
||
<span class="n">occupancy_map</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">_occupancy_map</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">xbins</span><span class="p">,</span> <span class="n">ybins</span><span class="p">)</span>
|
||
|
||
<span class="n">smooth_occupancy_map</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">smooth_map</span><span class="p">(</span><span class="n">occupancy_map</span><span class="p">,</span> <span class="n">bin_size</span><span class="o">=</span><span class="n">bin_size_</span><span class="p">,</span> <span class="n">smoothing</span><span class="o">=</span><span class="n">smoothing</span><span class="p">)</span>
|
||
|
||
<span class="k">def</span> <span class="nf">calculate</span><span class="p">(</span><span class="n">spike_times</span><span class="p">):</span>
|
||
<span class="c1"># common</span>
|
||
<span class="n">spike_map</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">_spike_map</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">spike_times</span><span class="p">,</span> <span class="n">xbins</span><span class="p">,</span> <span class="n">ybins</span><span class="p">)</span>
|
||
<span class="n">smooth_spike_map</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">maps</span><span class="o">.</span><span class="n">smooth_map</span><span class="p">(</span><span class="n">spike_map</span><span class="p">,</span> <span class="n">bin_size</span><span class="o">=</span><span class="n">bin_size_</span><span class="p">,</span> <span class="n">smoothing</span><span class="o">=</span><span class="n">smoothing</span><span class="p">)</span>
|
||
<span class="n">rate_map</span> <span class="o">=</span> <span class="n">smooth_spike_map</span> <span class="o">/</span> <span class="n">smooth_occupancy_map</span>
|
||
|
||
<span class="c1"># gridness</span>
|
||
<span class="n">gridness</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">gridness</span><span class="p">(</span><span class="n">rate_map</span><span class="p">)</span>
|
||
|
||
<span class="c1"># border score</span>
|
||
<span class="n">fields</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">separate_fields_by_laplace</span><span class="p">(</span><span class="n">rate_map</span><span class="p">)</span>
|
||
<span class="n">border_score</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">border_score</span><span class="p">(</span><span class="n">rate_map</span><span class="p">,</span> <span class="n">fields</span><span class="p">)</span>
|
||
|
||
<span class="c1"># spatial information</span>
|
||
<span class="n">px</span> <span class="o">=</span> <span class="n">stats</span><span class="o">.</span><span class="n">prob_dist</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">xbins</span><span class="p">)</span>
|
||
<span class="n">information_rate</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">information_rate</span><span class="p">(</span><span class="n">rate_map</span><span class="p">,</span> <span class="n">px</span><span class="p">)</span>
|
||
|
||
<span class="c1"># speed</span>
|
||
<span class="n">speed_score</span> <span class="o">=</span> <span class="n">spd</span><span class="o">.</span><span class="n">speed_correlation</span><span class="p">(</span>
|
||
<span class="n">speed</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">spike_times</span><span class="p">,</span> <span class="n">min_speed</span><span class="o">=</span><span class="n">min_speed</span><span class="p">,</span> <span class="n">max_speed</span><span class="o">=</span><span class="n">max_speed</span><span class="p">)</span>
|
||
|
||
<span class="c1"># head direction</span>
|
||
<span class="n">ang_bin</span><span class="p">,</span> <span class="n">ang_rate</span> <span class="o">=</span> <span class="n">head</span><span class="o">.</span><span class="n">head_direction_rate</span><span class="p">(</span><span class="n">spike_times</span><span class="p">,</span> <span class="n">ang</span><span class="p">,</span> <span class="n">ang_t</span><span class="p">)</span>
|
||
|
||
<span class="n">head_mean_ang</span><span class="p">,</span> <span class="n">head_mean_vec_len</span> <span class="o">=</span> <span class="n">head</span><span class="o">.</span><span class="n">head_direction_score</span><span class="p">(</span><span class="n">ang_bin</span><span class="p">,</span> <span class="n">ang_rate</span><span class="p">)</span>
|
||
|
||
<span class="n">statistics</span> <span class="o">=</span> <span class="p">{</span>
|
||
<span class="s2">"gridness"</span><span class="p">:</span> <span class="n">gridness</span><span class="p">,</span>
|
||
<span class="s2">"border_score"</span><span class="p">:</span> <span class="n">border_score</span><span class="p">,</span>
|
||
<span class="s2">"information_rate"</span><span class="p">:</span> <span class="n">np</span><span class="o">.</span><span class="n">asscalar</span><span class="p">(</span><span class="n">information_rate</span><span class="p">),</span>
|
||
<span class="s2">"speed_score"</span><span class="p">:</span> <span class="n">speed_score</span><span class="p">,</span>
|
||
<span class="s2">"head_mean_ang"</span><span class="p">:</span> <span class="n">head_mean_ang</span><span class="p">,</span>
|
||
<span class="s2">"head_mean_vec_len"</span><span class="p">:</span> <span class="n">head_mean_vec_len</span>
|
||
<span class="p">}</span>
|
||
|
||
<span class="k">return</span> <span class="n">rate_map</span><span class="p">,</span> <span class="n">statistics</span>
|
||
|
||
<span class="c1"># Calculate for cell first</span>
|
||
<span class="n">rate_map</span><span class="p">,</span> <span class="n">statistics</span> <span class="o">=</span> <span class="n">calculate</span><span class="p">(</span><span class="n">sptr</span><span class="p">)</span>
|
||
|
||
<span class="c1"># Copy attrs from row</span>
|
||
<span class="n">attributes</span> <span class="o">=</span> <span class="n">row</span><span class="o">.</span><span class="n">to_dict</span><span class="p">()</span>
|
||
<span class="n">attributes</span><span class="o">.</span><span class="n">update</span><span class="p">(</span><span class="n">statistics</span><span class="p">)</span>
|
||
|
||
<span class="k">for</span> <span class="n">key</span><span class="p">,</span> <span class="n">value</span> <span class="ow">in</span> <span class="n">attributes</span><span class="o">.</span><span class="n">items</span><span class="p">():</span>
|
||
<span class="k">if</span> <span class="nb">isinstance</span><span class="p">(</span><span class="n">value</span><span class="p">,</span> <span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">generic</span><span class="p">,</span> <span class="n">np</span><span class="o">.</span><span class="n">ndarray</span><span class="p">)):</span>
|
||
<span class="n">attributes</span><span class="p">[</span><span class="n">key</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">asscalar</span><span class="p">(</span><span class="n">value</span><span class="p">)</span>
|
||
|
||
<span class="n">output_group</span><span class="o">.</span><span class="n">attrs</span> <span class="o">=</span> <span class="n">attributes</span>
|
||
<span class="n">output_group</span><span class="p">[</span><span class="s1">'rate_map'</span><span class="p">]</span> <span class="o">=</span> <span class="n">rate_map</span>
|
||
|
||
<span class="c1"># Calculate shuffled</span>
|
||
<span class="n">sample_count</span> <span class="o">=</span> <span class="mi">1000</span>
|
||
<span class="n">spike_trains</span> <span class="o">=</span> <span class="n">dither_spike_train</span><span class="p">(</span><span class="n">sptr</span><span class="p">,</span> <span class="n">shift</span><span class="o">=</span><span class="mi">30</span><span class="o">*</span><span class="n">pq</span><span class="o">.</span><span class="n">s</span><span class="p">,</span> <span class="n">n</span><span class="o">=</span><span class="n">sample_count</span><span class="p">,</span> <span class="n">edges</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
|
||
<span class="n">shuffling_data</span> <span class="o">=</span> <span class="p">[]</span>
|
||
|
||
<span class="k">for</span> <span class="n">i</span><span class="p">,</span> <span class="n">spike_times</span> <span class="ow">in</span> <span class="nb">enumerate</span><span class="p">(</span><span class="n">spike_trains</span><span class="p">):</span>
|
||
<span class="n">rate_map</span><span class="p">,</span> <span class="n">statistics</span> <span class="o">=</span> <span class="n">calculate</span><span class="p">(</span><span class="n">spike_times</span><span class="p">)</span>
|
||
<span class="n">shuffling_data</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">statistics</span><span class="p">)</span>
|
||
|
||
<span class="n">shuffling_data</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">shuffling_data</span><span class="p">)</span>
|
||
|
||
<span class="n">quantiles</span> <span class="o">=</span> <span class="n">shuffling_data</span><span class="o">.</span><span class="n">quantile</span><span class="p">(</span><span class="mf">0.95</span><span class="p">,</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
|
||
|
||
<span class="c1"># TODO make it easier to create raw data in Exdir</span>
|
||
<span class="n">raw_path</span> <span class="o">=</span> <span class="n">output_group</span><span class="o">.</span><span class="n">root_directory</span> <span class="o">/</span> <span class="n">output_group</span><span class="o">.</span><span class="n">relative_path</span> <span class="o">/</span> <span class="s2">"results"</span>
|
||
<span class="n">raw_path</span><span class="o">.</span><span class="n">mkdir</span><span class="p">(</span><span class="n">exist_ok</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
|
||
<span class="n">shuffling_data</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="n">raw_path</span> <span class="o">/</span> <span class="s2">"shuffling_data.csv"</span><span class="p">,</span> <span class="n">index</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span>
|
||
<span class="n">quantiles</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="n">raw_path</span> <span class="o">/</span> <span class="s2">"quantiles.csv"</span><span class="p">)</span>
|
||
|
||
<span class="n">output_group</span><span class="p">[</span><span class="s1">'shuffled_rate_map_example'</span><span class="p">]</span> <span class="o">=</span> <span class="n">rate_map</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [54]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># process(first_row)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Shuffle-a-random-sample">Shuffle a random sample<a class="anchor-link" href="#Shuffle-a-random-sample">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [55]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># args = []</span>
|
||
<span class="c1"># for index, row in session_units.sample(100, random_state=1).iterrows():</span>
|
||
<span class="c1"># args.append(row)</span>
|
||
|
||
<span class="c1"># with multiprocessing.Pool(processes=4) as pool:</span>
|
||
<span class="c1"># result = pool.map(process, args)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Shuffle-all">Shuffle all<a class="anchor-link" href="#Shuffle-all">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [56]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">args</span> <span class="o">=</span> <span class="p">[]</span>
|
||
<span class="k">for</span> <span class="n">index</span><span class="p">,</span> <span class="n">row</span> <span class="ow">in</span> <span class="n">session_units</span><span class="o">.</span><span class="n">iterrows</span><span class="p">():</span>
|
||
<span class="n">args</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">row</span><span class="p">)</span>
|
||
|
||
<span class="k">with</span> <span class="n">multiprocessing</span><span class="o">.</span><span class="n">Pool</span><span class="p">(</span><span class="n">processes</span><span class="o">=</span><span class="mi">4</span><span class="p">)</span> <span class="k">as</span> <span class="n">pool</span><span class="p">:</span>
|
||
<span class="n">result</span> <span class="o">=</span> <span class="n">pool</span><span class="o">.</span><span class="n">map</span><span class="p">(</span><span class="n">process</span><span class="p">,</span> <span class="n">args</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
<div class="output_subarea output_stream output_stdout output_text">
|
||
<pre>Skipping existing 1834-150319-4_7_33
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|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
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|
||
|
||
|
||
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|
||
<pre>/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/elephant/statistics.py:835: UserWarning: Instantaneous firing rate approximation contains negative values, possibly caused due to machine precision errors.
|
||
warnings.warn("Instantaneous firing rate approximation contains "
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/lib/type_check.py:546: DeprecationWarning: np.asscalar(a) is deprecated since NumPy v1.16, use a.item() instead
|
||
'a.item() instead', DeprecationWarning, stacklevel=1)
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/elephant/statistics.py:835: UserWarning: Instantaneous firing rate approximation contains negative values, possibly caused due to machine precision errors.
|
||
warnings.warn("Instantaneous firing rate approximation contains "
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/lib/type_check.py:546: DeprecationWarning: np.asscalar(a) is deprecated since NumPy v1.16, use a.item() instead
|
||
'a.item() instead', DeprecationWarning, stacklevel=1)
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/elephant/statistics.py:835: UserWarning: Instantaneous firing rate approximation contains negative values, possibly caused due to machine precision errors.
|
||
warnings.warn("Instantaneous firing rate approximation contains "
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/lib/type_check.py:546: DeprecationWarning: np.asscalar(a) is deprecated since NumPy v1.16, use a.item() instead
|
||
'a.item() instead', DeprecationWarning, stacklevel=1)
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/elephant/statistics.py:835: UserWarning: Instantaneous firing rate approximation contains negative values, possibly caused due to machine precision errors.
|
||
warnings.warn("Instantaneous firing rate approximation contains "
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/lib/type_check.py:546: DeprecationWarning: np.asscalar(a) is deprecated since NumPy v1.16, use a.item() instead
|
||
'a.item() instead', DeprecationWarning, stacklevel=1)
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/ipykernel_launcher.py:110: FutureWarning: The signature of `Series.to_csv` was aligned to that of `DataFrame.to_csv`, and argument 'header' will change its default value from False to True: please pass an explicit value to suppress this warning.
|
||
</pre>
|
||
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|
||
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|
||
|
||
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|
||
|
||
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|
||
|
||
|
||
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|
||
<pre>Skipping existing 1839-120619-4_6_90
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||
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||
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||
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||
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|
||
</pre>
|
||
</div>
|
||
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|
||
|
||
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|
||
|
||
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|
||
|
||
|
||
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|
||
<pre>/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/ipykernel_launcher.py:110: FutureWarning: The signature of `Series.to_csv` was aligned to that of `DataFrame.to_csv`, and argument 'header' will change its default value from False to True: please pass an explicit value to suppress this warning.
|
||
</pre>
|
||
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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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||
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||
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||
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|
||
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|
||
Processing 1834-110319-6_0_98
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
<div class="output_subarea output_stream output_stderr output_text">
|
||
<pre>/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/ipykernel_launcher.py:110: FutureWarning: The signature of `Series.to_csv` was aligned to that of `DataFrame.to_csv`, and argument 'header' will change its default value from False to True: please pass an explicit value to suppress this warning.
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
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|
||
|
||
|
||
<div class="output_subarea output_stream output_stdout output_text">
|
||
<pre>Processing 1834-150319-1_5_104
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
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|
||
|
||
|
||
<div class="output_subarea output_stream output_stderr output_text">
|
||
<pre>/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/ipykernel_launcher.py:110: FutureWarning: The signature of `Series.to_csv` was aligned to that of `DataFrame.to_csv`, and argument 'header' will change its default value from False to True: please pass an explicit value to suppress this warning.
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
<div class="output_subarea output_stream output_stdout output_text">
|
||
<pre>Skipping existing 1849-280219-2_2_72
|
||
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|
||
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||
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|
||
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|
||
Processing 1849-280219-2_5_115
|
||
Processing 1834-110319-6_2_104
|
||
Processing 1834-110319-6_5_90
|
||
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|
||
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|
||
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|
||
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|
||
Processing 1834-150319-1_7_106
|
||
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|
||
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|
||
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|
||
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|
||
Processing 1849-280219-2_7_113
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
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|
||
|
||
|
||
<div class="output_subarea output_stream output_stderr output_text">
|
||
<pre>/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: invalid value encountered in log2
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: divide by zero encountered in log2
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: invalid value encountered in multiply
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_area">
|
||
|
||
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|
||
|
||
|
||
<div class="output_subarea output_stream output_stdout output_text">
|
||
<pre>Processing 1849-280219-2_7_117
|
||
Processing 1834-150319-1_7_114
|
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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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|
||
<pre>/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: invalid value encountered in log2
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
</pre>
|
||
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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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||
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|
||
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|
||
</pre>
|
||
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|
||
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|
||
|
||
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|
||
|
||
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|
||
|
||
|
||
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|
||
<pre>/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: invalid value encountered in log2
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: divide by zero encountered in log2
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
/home/mikkel/apps/expipe-project/spatial-maps/spatial_maps/stats.py:13: RuntimeWarning: invalid value encountered in multiply
|
||
return (np.nansum(np.ravel(tmp_rate_map * np.log2(tmp_rate_map/avg_rate) *
|
||
</pre>
|
||
</div>
|
||
</div>
|
||
|
||
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|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
<div class="output_subarea output_stream output_stdout output_text">
|
||
<pre>Processing 1833-290519-3_3_96
|
||
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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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||
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</pre>
|
||
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|
||
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|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Gather-all-results-and-statistics">Gather all results and statistics<a class="anchor-link" href="#Gather-all-results-and-statistics">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [57]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">cell_statistics_path</span> <span class="o">=</span> <span class="n">output</span> <span class="o">/</span> <span class="s2">"statistics"</span>
|
||
<span class="n">cell_statistics_path</span><span class="o">.</span><span class="n">mkdir</span><span class="p">(</span><span class="n">exist_ok</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [58]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">all_statistics</span> <span class="o">=</span> <span class="p">[]</span>
|
||
<span class="k">for</span> <span class="n">cell_id</span><span class="p">,</span> <span class="n">cell</span> <span class="ow">in</span> <span class="n">output_units</span><span class="o">.</span><span class="n">items</span><span class="p">():</span>
|
||
<span class="n">all_statistics</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">cell</span><span class="o">.</span><span class="n">attrs</span><span class="o">.</span><span class="n">to_dict</span><span class="p">())</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [59]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">df_statistics</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">all_statistics</span><span class="p">)</span>
|
||
<span class="n">df_statistics</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt output_prompt">Out[59]:</div>
|
||
|
||
|
||
|
||
<div class="output_html rendered_html output_subarea output_execute_result">
|
||
<div>
|
||
<style scoped>
|
||
.dataframe tbody tr th:only-of-type {
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.dataframe tbody tr th {
|
||
vertical-align: top;
|
||
}
|
||
|
||
.dataframe thead th {
|
||
text-align: right;
|
||
}
|
||
</style>
|
||
<table border="1" class="dataframe">
|
||
<thead>
|
||
<tr style="text-align: right;">
|
||
<th></th>
|
||
<th>action</th>
|
||
<th>action_id</th>
|
||
<th>baseline</th>
|
||
<th>border_score</th>
|
||
<th>channel_group</th>
|
||
<th>control</th>
|
||
<th>entity</th>
|
||
<th>frequency</th>
|
||
<th>gridness</th>
|
||
<th>head_mean_ang</th>
|
||
<th>...</th>
|
||
<th>information_rate</th>
|
||
<th>max_depth_delta</th>
|
||
<th>max_dissimilarity</th>
|
||
<th>session</th>
|
||
<th>speed_score</th>
|
||
<th>stim_location</th>
|
||
<th>stimulated</th>
|
||
<th>tag</th>
|
||
<th>unit_id</th>
|
||
<th>unit_name</th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<th>0</th>
|
||
<td>1833-010719-1</td>
|
||
<td>NaN</td>
|
||
<td>True</td>
|
||
<td>0.180203</td>
|
||
<td>0.0</td>
|
||
<td>NaN</td>
|
||
<td>1833</td>
|
||
<td>NaN</td>
|
||
<td>0.018309</td>
|
||
<td>6.262674</td>
|
||
<td>...</td>
|
||
<td>1.636751</td>
|
||
<td>NaN</td>
|
||
<td>NaN</td>
|
||
<td>1</td>
|
||
<td>0.195105</td>
|
||
<td>NaN</td>
|
||
<td>False</td>
|
||
<td>baseline i</td>
|
||
<td>NaN</td>
|
||
<td>127.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>1</th>
|
||
<td>1833-010719-1</td>
|
||
<td>NaN</td>
|
||
<td>True</td>
|
||
<td>0.282701</td>
|
||
<td>0.0</td>
|
||
<td>NaN</td>
|
||
<td>1833</td>
|
||
<td>NaN</td>
|
||
<td>0.229324</td>
|
||
<td>5.993547</td>
|
||
<td>...</td>
|
||
<td>0.439478</td>
|
||
<td>NaN</td>
|
||
<td>NaN</td>
|
||
<td>1</td>
|
||
<td>0.173469</td>
|
||
<td>NaN</td>
|
||
<td>False</td>
|
||
<td>baseline i</td>
|
||
<td>NaN</td>
|
||
<td>161.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>2</th>
|
||
<td>1833-010719-1</td>
|
||
<td>NaN</td>
|
||
<td>True</td>
|
||
<td>0.212317</td>
|
||
<td>0.0</td>
|
||
<td>NaN</td>
|
||
<td>1833</td>
|
||
<td>NaN</td>
|
||
<td>0.458029</td>
|
||
<td>3.510934</td>
|
||
<td>...</td>
|
||
<td>0.407217</td>
|
||
<td>NaN</td>
|
||
<td>NaN</td>
|
||
<td>1</td>
|
||
<td>0.007090</td>
|
||
<td>NaN</td>
|
||
<td>False</td>
|
||
<td>baseline i</td>
|
||
<td>NaN</td>
|
||
<td>191.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>3</th>
|
||
<td>1833-010719-1</td>
|
||
<td>NaN</td>
|
||
<td>True</td>
|
||
<td>0.216728</td>
|
||
<td>0.0</td>
|
||
<td>NaN</td>
|
||
<td>1833</td>
|
||
<td>NaN</td>
|
||
<td>0.500521</td>
|
||
<td>2.186690</td>
|
||
<td>...</td>
|
||
<td>1.351648</td>
|
||
<td>NaN</td>
|
||
<td>NaN</td>
|
||
<td>1</td>
|
||
<td>0.034591</td>
|
||
<td>NaN</td>
|
||
<td>False</td>
|
||
<td>baseline i</td>
|
||
<td>NaN</td>
|
||
<td>223.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>4</th>
|
||
<td>1833-010719-1</td>
|
||
<td>NaN</td>
|
||
<td>True</td>
|
||
<td>0.237254</td>
|
||
<td>0.0</td>
|
||
<td>NaN</td>
|
||
<td>1833</td>
|
||
<td>NaN</td>
|
||
<td>-0.035198</td>
|
||
<td>0.149628</td>
|
||
<td>...</td>
|
||
<td>0.350674</td>
|
||
<td>NaN</td>
|
||
<td>NaN</td>
|
||
<td>1</td>
|
||
<td>0.166268</td>
|
||
<td>NaN</td>
|
||
<td>False</td>
|
||
<td>baseline i</td>
|
||
<td>NaN</td>
|
||
<td>225.0</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
<p>5 rows × 23 columns</p>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [60]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">df_statistics</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="n">cell_statistics_path</span> <span class="o">/</span> <span class="s2">"cell_statistics.csv"</span><span class="p">,</span> <span class="n">index</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [61]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">quantiles_95</span> <span class="o">=</span> <span class="p">[]</span>
|
||
<span class="n">quantiles_99</span> <span class="o">=</span> <span class="p">[]</span>
|
||
|
||
<span class="k">for</span> <span class="n">cell_id</span><span class="p">,</span> <span class="n">cell</span> <span class="ow">in</span> <span class="n">output_units</span><span class="o">.</span><span class="n">items</span><span class="p">():</span>
|
||
<span class="n">results</span> <span class="o">=</span> <span class="n">cell</span><span class="p">[</span><span class="s1">'results'</span><span class="p">]</span>
|
||
<span class="n">shuffling_data_path</span> <span class="o">=</span> <span class="n">results</span><span class="o">.</span><span class="n">root_directory</span> <span class="o">/</span> <span class="n">results</span><span class="o">.</span><span class="n">relative_path</span> <span class="o">/</span> <span class="s2">"shuffling_data.csv"</span>
|
||
<span class="n">shuffling_data</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">shuffling_data_path</span><span class="p">)</span>
|
||
<span class="n">quantile_95</span> <span class="o">=</span> <span class="n">shuffling_data</span><span class="o">.</span><span class="n">quantile</span><span class="p">(</span><span class="mf">0.95</span><span class="p">,</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
|
||
<span class="n">quantile_99</span> <span class="o">=</span> <span class="n">shuffling_data</span><span class="o">.</span><span class="n">quantile</span><span class="p">(</span><span class="mf">0.99</span><span class="p">,</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
|
||
|
||
<span class="k">def</span> <span class="nf">add_attrs</span><span class="p">(</span><span class="n">quantile</span><span class="p">):</span>
|
||
<span class="n">quantile</span><span class="p">[</span><span class="s1">'action'</span><span class="p">]</span> <span class="o">=</span> <span class="n">cell</span><span class="o">.</span><span class="n">attrs</span><span class="p">[</span><span class="s1">'action'</span><span class="p">]</span>
|
||
<span class="n">quantile</span><span class="p">[</span><span class="s1">'channel_group'</span><span class="p">]</span> <span class="o">=</span> <span class="n">cell</span><span class="o">.</span><span class="n">attrs</span><span class="p">[</span><span class="s1">'channel_group'</span><span class="p">]</span>
|
||
<span class="n">quantile</span><span class="p">[</span><span class="s1">'unit_name'</span><span class="p">]</span> <span class="o">=</span> <span class="n">cell</span><span class="o">.</span><span class="n">attrs</span><span class="p">[</span><span class="s1">'unit_name'</span><span class="p">]</span>
|
||
|
||
<span class="n">add_attrs</span><span class="p">(</span><span class="n">quantile_95</span><span class="p">)</span>
|
||
<span class="n">add_attrs</span><span class="p">(</span><span class="n">quantile_99</span><span class="p">)</span>
|
||
|
||
<span class="n">quantiles_95</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">quantile_95</span><span class="p">)</span>
|
||
<span class="n">quantiles_99</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">quantile_99</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [62]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">pd_quantiles_95</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">quantiles_95</span><span class="p">)</span>
|
||
<span class="n">pd_quantiles_99</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">DataFrame</span><span class="p">(</span><span class="n">quantiles_99</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [63]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">pd_quantiles_95</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt output_prompt">Out[63]:</div>
|
||
|
||
|
||
|
||
<div class="output_html rendered_html output_subarea output_execute_result">
|
||
<div>
|
||
<style scoped>
|
||
.dataframe tbody tr th:only-of-type {
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.dataframe tbody tr th {
|
||
vertical-align: top;
|
||
}
|
||
|
||
.dataframe thead th {
|
||
text-align: right;
|
||
}
|
||
</style>
|
||
<table border="1" class="dataframe">
|
||
<thead>
|
||
<tr style="text-align: right;">
|
||
<th></th>
|
||
<th>border_score</th>
|
||
<th>gridness</th>
|
||
<th>head_mean_ang</th>
|
||
<th>head_mean_vec_len</th>
|
||
<th>information_rate</th>
|
||
<th>speed_score</th>
|
||
<th>action</th>
|
||
<th>channel_group</th>
|
||
<th>unit_name</th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<th>0.95</th>
|
||
<td>0.348023</td>
|
||
<td>0.275109</td>
|
||
<td>3.012689</td>
|
||
<td>0.086792</td>
|
||
<td>0.707197</td>
|
||
<td>0.149071</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>127.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.95</th>
|
||
<td>0.362380</td>
|
||
<td>0.166475</td>
|
||
<td>3.133138</td>
|
||
<td>0.037271</td>
|
||
<td>0.482486</td>
|
||
<td>0.132212</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>161.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.95</th>
|
||
<td>0.367498</td>
|
||
<td>0.266865</td>
|
||
<td>5.586395</td>
|
||
<td>0.182843</td>
|
||
<td>0.271188</td>
|
||
<td>0.062821</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>191.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.95</th>
|
||
<td>0.331942</td>
|
||
<td>0.312155</td>
|
||
<td>5.955767</td>
|
||
<td>0.090786</td>
|
||
<td>0.354018</td>
|
||
<td>0.052009</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>223.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.95</th>
|
||
<td>0.325842</td>
|
||
<td>0.180495</td>
|
||
<td>5.262721</td>
|
||
<td>0.103584</td>
|
||
<td>0.210427</td>
|
||
<td>0.094041</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>225.0</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [64]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">pd_quantiles_99</span><span class="o">.</span><span class="n">head</span><span class="p">()</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt output_prompt">Out[64]:</div>
|
||
|
||
|
||
|
||
<div class="output_html rendered_html output_subarea output_execute_result">
|
||
<div>
|
||
<style scoped>
|
||
.dataframe tbody tr th:only-of-type {
|
||
vertical-align: middle;
|
||
}
|
||
|
||
.dataframe tbody tr th {
|
||
vertical-align: top;
|
||
}
|
||
|
||
.dataframe thead th {
|
||
text-align: right;
|
||
}
|
||
</style>
|
||
<table border="1" class="dataframe">
|
||
<thead>
|
||
<tr style="text-align: right;">
|
||
<th></th>
|
||
<th>border_score</th>
|
||
<th>gridness</th>
|
||
<th>head_mean_ang</th>
|
||
<th>head_mean_vec_len</th>
|
||
<th>information_rate</th>
|
||
<th>speed_score</th>
|
||
<th>action</th>
|
||
<th>channel_group</th>
|
||
<th>unit_name</th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<th>0.99</th>
|
||
<td>0.380905</td>
|
||
<td>0.973869</td>
|
||
<td>6.203531</td>
|
||
<td>0.098137</td>
|
||
<td>1.258079</td>
|
||
<td>0.189375</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>127.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.99</th>
|
||
<td>0.390729</td>
|
||
<td>0.451171</td>
|
||
<td>5.920679</td>
|
||
<td>0.041201</td>
|
||
<td>0.501343</td>
|
||
<td>0.203524</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>161.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.99</th>
|
||
<td>0.408019</td>
|
||
<td>0.495850</td>
|
||
<td>6.046085</td>
|
||
<td>0.204525</td>
|
||
<td>0.384131</td>
|
||
<td>0.074477</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>191.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.99</th>
|
||
<td>0.362179</td>
|
||
<td>0.540011</td>
|
||
<td>6.199585</td>
|
||
<td>0.109680</td>
|
||
<td>0.714685</td>
|
||
<td>0.069614</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>223.0</td>
|
||
</tr>
|
||
<tr>
|
||
<th>0.99</th>
|
||
<td>0.360166</td>
|
||
<td>0.532935</td>
|
||
<td>6.191290</td>
|
||
<td>0.118948</td>
|
||
<td>0.342249</td>
|
||
<td>0.159087</td>
|
||
<td>1833-010719-1</td>
|
||
<td>0.0</td>
|
||
<td>225.0</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [65]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">pd_quantiles_95</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="n">cell_statistics_path</span> <span class="o">/</span> <span class="s2">"cell_quantiles_95.csv"</span><span class="p">,</span> <span class="n">index</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span>
|
||
<span class="n">pd_quantiles_99</span><span class="o">.</span><span class="n">to_csv</span><span class="p">(</span><span class="n">cell_statistics_path</span> <span class="o">/</span> <span class="s2">"cell_quantiles_99.csv"</span><span class="p">,</span> <span class="n">index</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Quick-verification-of-results">Quick verification of results<a class="anchor-link" href="#Quick-verification-of-results">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [66]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">scipy.interpolate</span> <span class="k">import</span> <span class="n">interp1d</span>
|
||
<span class="k">def</span> <span class="nf">summarize</span><span class="p">(</span><span class="n">row</span><span class="p">,</span> <span class="n">value</span><span class="p">):</span>
|
||
<span class="n">action_id</span> <span class="o">=</span> <span class="n">row</span><span class="p">[</span><span class="s1">'action'</span><span class="p">]</span>
|
||
<span class="n">channel_id</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'channel_group'</span><span class="p">])</span>
|
||
<span class="n">unit_id</span> <span class="o">=</span> <span class="nb">int</span><span class="p">(</span><span class="n">row</span><span class="p">[</span><span class="s1">'unit_name'</span><span class="p">])</span>
|
||
|
||
<span class="n">cell_name</span> <span class="o">=</span> <span class="s2">"</span><span class="si">{}</span><span class="s2">_</span><span class="si">{}</span><span class="s2">_</span><span class="si">{}</span><span class="s2">"</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">action_id</span><span class="p">,</span> <span class="n">channel_id</span><span class="p">,</span> <span class="n">unit_id</span><span class="p">)</span>
|
||
<span class="n">cell_group</span> <span class="o">=</span> <span class="n">output_exdir</span><span class="p">[</span><span class="s2">"units"</span><span class="p">][</span><span class="n">cell_name</span><span class="p">]</span>
|
||
<span class="n">results_group</span> <span class="o">=</span> <span class="n">cell_group</span><span class="p">[</span><span class="s2">"results"</span><span class="p">]</span>
|
||
|
||
<span class="c1"># TODO simplify this in Exdir</span>
|
||
<span class="n">shuffling_path</span> <span class="o">=</span> <span class="n">results_group</span><span class="o">.</span><span class="n">root_directory</span> <span class="o">/</span> <span class="n">results_group</span><span class="o">.</span><span class="n">relative_path</span> <span class="o">/</span> <span class="s2">"shuffling_data.csv"</span>
|
||
<span class="n">shuffling_data</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="n">shuffling_path</span><span class="p">)</span>
|
||
<span class="n">quantiles</span> <span class="o">=</span> <span class="n">shuffling_data</span><span class="o">.</span><span class="n">quantile</span><span class="p">(</span><span class="mf">0.95</span><span class="p">,</span> <span class="n">axis</span><span class="o">=</span><span class="mi">0</span><span class="p">)</span>
|
||
|
||
<span class="n">action</span> <span class="o">=</span> <span class="n">actions</span><span class="p">[</span><span class="n">action_id</span><span class="p">]</span>
|
||
<span class="n">data_path</span> <span class="o">=</span> <span class="n">pathlib</span><span class="o">.</span><span class="n">Path</span><span class="p">(</span><span class="n">project_path</span><span class="p">)</span> <span class="o">/</span> <span class="s2">"actions"</span> <span class="o">/</span> <span class="n">action_id</span> <span class="o">/</span> <span class="s2">"data"</span> <span class="o">/</span> <span class="s2">"main.exdir"</span>
|
||
<span class="c1"># unit_path = dp.unit_path(channel_id, unit_id)</span>
|
||
|
||
<span class="c1"># x1, y1, t1, x2, y2, t2 = dp.load_leds(data_path)</span>
|
||
<span class="c1"># x, y, t, speed = dp.load_tracking(</span>
|
||
<span class="c1"># data_path, sampling_rate=position_sampling_rate, </span>
|
||
<span class="c1"># low_pass_frequency=position_low_pass_frequency)</span>
|
||
<span class="c1"># spike_times = dp.load_spike_train(data_path, unit_path, t)</span>
|
||
|
||
<span class="c1"># common values for all units == faster calculations</span>
|
||
<span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">speed</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_tracking</span><span class="p">(</span>
|
||
<span class="n">data_path</span><span class="p">,</span> <span class="n">position_sampling_rate</span><span class="p">,</span> <span class="n">position_low_pass_frequency</span><span class="p">,</span> <span class="n">box_size</span><span class="p">)</span>
|
||
<span class="n">spike_times</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_spike_train</span><span class="p">(</span><span class="n">data_path</span><span class="p">,</span> <span class="n">channel_id</span><span class="p">,</span> <span class="n">unit_id</span><span class="p">,</span> <span class="n">t</span><span class="p">[</span><span class="o">-</span><span class="mi">1</span><span class="p">])</span>
|
||
|
||
|
||
<span class="n">title</span> <span class="o">=</span> <span class="s2">"</span><span class="si">{}</span><span class="se">\n</span><span class="si">{}</span><span class="s2">: </span><span class="si">{:.2f}</span><span class="se">\n</span><span class="s2">(threshold: </span><span class="si">{:.2f}</span><span class="s2">)"</span><span class="o">.</span><span class="n">format</span><span class="p">(</span><span class="n">cell_name</span><span class="p">,</span> <span class="n">value</span><span class="p">,</span> <span class="n">row</span><span class="p">[</span><span class="n">value</span><span class="p">],</span> <span class="n">quantiles</span><span class="o">.</span><span class="n">T</span><span class="p">[</span><span class="n">value</span><span class="p">])</span>
|
||
|
||
<span class="k">if</span> <span class="n">value</span> <span class="ow">not</span> <span class="ow">in</span> <span class="p">[</span><span class="s2">"head_mean_vec_len"</span><span class="p">,</span> <span class="s1">'speed_score'</span><span class="p">]:</span>
|
||
<span class="n">spatial_map</span> <span class="o">=</span> <span class="n">sp</span><span class="o">.</span><span class="n">SpatialMap</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">y</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">spike_times</span><span class="p">,</span> <span class="n">box_size</span><span class="o">=</span><span class="mf">1.0</span><span class="p">,</span> <span class="n">bin_size</span><span class="o">=</span><span class="mf">0.02</span><span class="p">)</span>
|
||
<span class="n">rate_map</span> <span class="o">=</span> <span class="n">spatial_map</span><span class="o">.</span><span class="n">rate_map</span><span class="p">(</span><span class="mf">0.03</span><span class="p">)</span>
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">imshow</span><span class="p">(</span><span class="n">rate_map</span><span class="p">)</span>
|
||
|
||
<span class="c1"># plt.plot(x, y, alpha=.5, color='grey')</span>
|
||
<span class="c1"># plt.xticks([])</span>
|
||
<span class="c1"># plt.yticks([])</span>
|
||
<span class="c1"># sx = interp1d(t, x)(spike_times)</span>
|
||
<span class="c1"># sy = interp1d(t, y)(spike_times)</span>
|
||
<span class="c1"># plt.scatter(sx, sy, color='r', s=1)</span>
|
||
<span class="c1"># plt.xlim(0,1)</span>
|
||
<span class="c1"># plt.ylim(0,1)</span>
|
||
<span class="c1"># plt.gca().set_aspect(1)</span>
|
||
<span class="k">elif</span> <span class="n">value</span> <span class="o">==</span> <span class="s2">"head_mean_vec_len"</span><span class="p">:</span>
|
||
<span class="n">ang</span><span class="p">,</span> <span class="n">ang_t</span> <span class="o">=</span> <span class="n">dp</span><span class="o">.</span><span class="n">load_head_direction</span><span class="p">(</span>
|
||
<span class="n">data_path</span><span class="p">,</span> <span class="n">position_sampling_rate</span><span class="p">,</span> <span class="n">position_low_pass_frequency</span><span class="p">,</span> <span class="n">box_size</span><span class="p">)</span>
|
||
<span class="n">ang_bin</span><span class="p">,</span> <span class="n">ang_rate</span> <span class="o">=</span> <span class="n">head</span><span class="o">.</span><span class="n">head_direction_rate</span><span class="p">(</span><span class="n">spike_times</span><span class="p">,</span> <span class="n">ang</span><span class="p">,</span> <span class="n">ang_t</span><span class="p">)</span>
|
||
<span class="n">head_mean_ang</span><span class="p">,</span> <span class="n">head_mean_vec_len</span> <span class="o">=</span> <span class="n">head</span><span class="o">.</span><span class="n">head_direction_score</span><span class="p">(</span><span class="n">ang_bin</span><span class="p">,</span> <span class="n">ang_rate</span><span class="p">)</span>
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">ang_bin</span><span class="p">,</span> <span class="n">ang_rate</span><span class="p">)</span>
|
||
<span class="n">title</span> <span class="o">=</span> <span class="n">title</span> <span class="o">+</span> <span class="s1">'</span><span class="se">\n</span><span class="s1">'</span>
|
||
<span class="k">else</span><span class="p">:</span>
|
||
<span class="n">binsize</span> <span class="o">=</span> <span class="mf">0.02</span>
|
||
<span class="n">speed_score</span><span class="p">,</span> <span class="n">inst_speed</span><span class="p">,</span> <span class="n">rate</span><span class="p">,</span> <span class="n">times</span> <span class="o">=</span> <span class="n">spd</span><span class="o">.</span><span class="n">speed_correlation</span><span class="p">(</span>
|
||
<span class="n">speed</span><span class="p">,</span> <span class="n">t</span><span class="p">,</span> <span class="n">spike_times</span><span class="p">,</span> <span class="n">return_data</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
<span class="n">speed_bins</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="n">min_speed</span><span class="p">,</span> <span class="n">max_speed</span> <span class="o">+</span> <span class="n">binsize</span><span class="p">,</span> <span class="n">binsize</span><span class="p">)</span>
|
||
<span class="n">ia</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">digitize</span><span class="p">(</span><span class="n">inst_speed</span><span class="p">,</span> <span class="n">bins</span><span class="o">=</span><span class="n">speed_bins</span><span class="p">,</span> <span class="n">right</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
|
||
<span class="n">mean_rate</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros_like</span><span class="p">(</span><span class="n">speed_bins</span><span class="p">)</span>
|
||
<span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="nb">len</span><span class="p">(</span><span class="n">speed_bins</span><span class="p">)):</span>
|
||
<span class="n">mean_rate</span><span class="p">[</span><span class="n">i</span><span class="p">]</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">mean</span><span class="p">(</span><span class="n">rate</span><span class="p">[</span><span class="n">ia</span><span class="o">==</span><span class="n">i</span><span class="p">])</span>
|
||
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">speed_bins</span><span class="p">,</span> <span class="n">mean_rate</span><span class="p">)</span>
|
||
<span class="n">aspect</span> <span class="o">=</span> <span class="p">(</span><span class="n">max_speed</span> <span class="o">-</span> <span class="n">min_speed</span><span class="p">)</span> <span class="o">/</span> <span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">nanmax</span><span class="p">(</span><span class="n">mean_rate</span><span class="p">)</span> <span class="o">-</span> <span class="n">np</span><span class="o">.</span><span class="n">nanmin</span><span class="p">(</span><span class="n">mean_rate</span><span class="p">))</span>
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">gca</span><span class="p">()</span><span class="o">.</span><span class="n">set_aspect</span><span class="p">(</span><span class="n">aspect</span><span class="p">)</span>
|
||
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">title</span><span class="p">(</span><span class="n">title</span><span class="p">)</span>
|
||
|
||
<span class="k">def</span> <span class="nf">top</span><span class="p">(</span><span class="n">value</span><span class="p">):</span>
|
||
<span class="n">projection</span> <span class="o">=</span> <span class="s1">'polar'</span> <span class="k">if</span> <span class="n">value</span> <span class="o">==</span> <span class="s1">'head_mean_vec_len'</span> <span class="k">else</span> <span class="kc">None</span>
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">(</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">14</span><span class="p">,</span><span class="mi">26</span><span class="p">))</span>
|
||
<span class="n">top</span> <span class="o">=</span> <span class="n">df_statistics</span><span class="o">.</span><span class="n">sort_values</span><span class="p">(</span><span class="n">by</span><span class="o">=</span><span class="n">value</span><span class="p">,</span> <span class="n">ascending</span><span class="o">=</span><span class="kc">False</span><span class="p">)</span><span class="o">.</span><span class="n">head</span><span class="p">(</span><span class="mi">30</span><span class="p">)</span>
|
||
<span class="n">counter</span> <span class="o">=</span> <span class="mi">1</span>
|
||
<span class="k">for</span> <span class="n">index</span><span class="p">,</span> <span class="n">row</span> <span class="ow">in</span> <span class="n">top</span><span class="o">.</span><span class="n">iterrows</span><span class="p">():</span>
|
||
<span class="n">plt</span><span class="o">.</span><span class="n">subplot</span><span class="p">(</span><span class="mi">6</span><span class="p">,</span> <span class="mi">5</span><span class="p">,</span> <span class="n">counter</span><span class="p">,</span> <span class="n">projection</span><span class="o">=</span><span class="n">projection</span><span class="p">)</span>
|
||
<span class="n">summarize</span><span class="p">(</span><span class="n">row</span><span class="p">,</span> <span class="n">value</span><span class="p">)</span>
|
||
<span class="n">counter</span> <span class="o">+=</span> <span class="mi">1</span>
|
||
<span class="c1"># plt.tight_layout()</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Top-gridness">Top gridness<a class="anchor-link" href="#Top-gridness">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [67]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">top</span><span class="p">(</span><span class="s2">"gridness"</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
||
|
||
|
||
|
||
|
||
<div class="output_png output_subarea ">
|
||
<img 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"
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>
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</div>
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</div>
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</div>
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</div>
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<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
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</div><div class="inner_cell">
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<div class="text_cell_render border-box-sizing rendered_html">
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||
<h1 id="Top-border-score">Top border score<a class="anchor-link" href="#Top-border-score">¶</a></h1>
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</div>
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||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
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<div class="input">
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<div class="prompt input_prompt">In [68]:</div>
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<div class="inner_cell">
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<div class="input_area">
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">top</span><span class="p">(</span><span class="s2">"border_score"</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 class="output_wrapper">
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<div class="output">
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<div class="output_area">
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<div class="prompt"></div>
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<div class="output_png output_subarea ">
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<img 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"
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>
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</div>
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<h1 id="Top-spatial-information">Top spatial information<a class="anchor-link" href="#Top-spatial-information">¶</a></h1>
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<div class="prompt input_prompt">In [69]:</div>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">top</span><span class="p">(</span><span class="s2">"information_rate"</span><span class="p">)</span>
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</pre></div>
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<img 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"
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>
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</div>
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<h1 id="Top-head-direction">Top head direction<a class="anchor-link" href="#Top-head-direction">¶</a></h1>
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</div>
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<div class="cell border-box-sizing code_cell rendered">
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<div class="prompt input_prompt">In [70]:</div>
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<div class="inner_cell">
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">top</span><span class="p">(</span><span class="s2">"head_mean_vec_len"</span><span class="p">)</span>
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</pre></div>
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</div>
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<img 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"
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>
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</div>
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<div class="text_cell_render border-box-sizing rendered_html">
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<h1 id="Top-speed-score">Top speed score<a class="anchor-link" href="#Top-speed-score">¶</a></h1>
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</div>
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</div>
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<div class="cell border-box-sizing code_cell rendered">
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<div class="input">
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<div class="prompt input_prompt">In [71]:</div>
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<div class="inner_cell">
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">top</span><span class="p">(</span><span class="s2">"speed_score"</span><span class="p">)</span>
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</pre></div>
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<div class="output_subarea output_stream output_stderr output_text">
|
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<pre>/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/elephant/statistics.py:835: UserWarning: Instantaneous firing rate approximation contains negative values, possibly caused due to machine precision errors.
|
||
warnings.warn("Instantaneous firing rate approximation contains "
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/core/fromnumeric.py:3118: RuntimeWarning: Mean of empty slice.
|
||
out=out, **kwargs)
|
||
/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/numpy/core/_methods.py:85: RuntimeWarning: invalid value encountered in double_scalars
|
||
ret = ret.dtype.type(ret / rcount)
|
||
</pre>
|
||
</div>
|
||
</div>
|
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|
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<div class="output_area">
|
||
|
||
<div class="prompt"></div>
|
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|
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|
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|
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|
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<div class="output_png output_subarea ">
|
||
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
|
||
"
|
||
>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="Store-results-in-Expipe-action">Store results in Expipe action<a class="anchor-link" href="#Store-results-in-Expipe-action">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [7]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">shuffling_action</span> <span class="o">=</span> <span class="n">project</span><span class="o">.</span><span class="n">require_action</span><span class="p">(</span><span class="s2">"shuffling"</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [8]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">shuffling_action</span><span class="o">.</span><span class="n">data</span><span class="p">[</span><span class="s2">"shuffling"</span><span class="p">]</span> <span class="o">=</span> <span class="s2">"shuffling.exdir"</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [9]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">copy_tree</span><span class="p">(</span><span class="n">output</span><span class="p">,</span> <span class="nb">str</span><span class="p">(</span><span class="n">shuffling_action</span><span class="o">.</span><span class="n">data_path</span><span class="p">()))</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="output_wrapper">
|
||
<div class="output">
|
||
|
||
|
||
<div class="output_area">
|
||
|
||
<div class="prompt output_prompt">Out[9]:</div>
|
||
|
||
|
||
|
||
|
||
<div class="output_text output_subarea output_execute_result">
|
||
<pre>['/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_6_168/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_84/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_84/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_84/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_84/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_84/results/shuffling_data.csv',
|
||
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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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||
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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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||
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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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||
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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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||
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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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||
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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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||
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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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||
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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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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-3_4_40/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-120619-4_6_95/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_4_25/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-3_7_33/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-1_5_25/rate_map/data.npy',
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_1_102/results/quantiles.csv',
|
||
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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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|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_4_117/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_4_117/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_4_117/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_4_117/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_4_117/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-1_5_80/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-1_5_80/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-1_5_80/results/shuffling_data.csv',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-1_5_80/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_6_60/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_6_60/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_6_60/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_6_60/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-1_6_60/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-1_6_124/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-1_6_124/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-1_6_124/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-1_6_124/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-1_6_124/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_3_74/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_53/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_6_55/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_1_139/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-4_6_22/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_5_148/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_129/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-1_1_155/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-4_3_68/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_7_48/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_5_121/rate_map/exdir.yaml',
|
||
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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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||
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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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|
||
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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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|
||
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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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||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-010319-4_1_99/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-010319-4_1_99/results/quantiles.csv',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-010319-4_1_99/rate_map/data.npy',
|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-4_3_59/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-120319-4_3_59/results/quantiles.csv',
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-2_2_112/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-2_2_112/results/quantiles.csv',
|
||
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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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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-4_2_99/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_6_112/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_7_114/exdir.yaml',
|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_3_28/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_0_88/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_3_138/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-2_5_18/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-2_2_168/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-4_4_34/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-1_3_240/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-4_7_86/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-4_7_86/shuffled_rate_map_example/data.npy',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-4_7_86/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-4_7_86/results/shuffling_data.csv',
|
||
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|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_95/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_95/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_95/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_0_95/rate_map/data.npy',
|
||
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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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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_3_187/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_3_187/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_3_187/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_3_187/rate_map/data.npy',
|
||
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|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_6_99/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_6_99/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_6_99/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_6_99/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-2_6_99/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-3_2_133/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-3_2_133/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-3_2_133/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-3_2_133/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-3_2_133/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_1_119/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_1_119/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_1_119/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_1_119/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_1_119/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-3_0_1/exdir.yaml',
|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_5_32/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_1_86/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-120619-4_6_116/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-200619-4_4_124/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_7_142/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_5_16/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-1_3_7/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-3_7_113/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-110319-3_7_30/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-3_6_131/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-3_6_131/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-3_6_131/shuffled_rate_map_example/exdir.yaml',
|
||
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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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|
||
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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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|
||
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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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||
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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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|
||
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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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|
||
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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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|
||
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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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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-3_5_67/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-3_5_67/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-3_5_67/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-3_5_67/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-150319-3_5_67/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_5_100/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_5_100/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_5_100/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_5_100/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_5_100/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-2_2_89/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-2_2_89/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-2_2_89/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-2_2_89/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-050619-2_2_89/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-4_4_71/exdir.yaml',
|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-060319-4_7_29/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-2_3_76/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-280219-1_2_100/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-290519-3_5_130/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-200619-2_6_89/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-200619-2_6_89/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-200619-2_6_89/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-200619-2_6_89/results/quantiles.csv',
|
||
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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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|
||
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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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|
||
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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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||
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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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|
||
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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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|
||
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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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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-150319-1_2_72/results/quantiles.csv',
|
||
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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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||
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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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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_5_36/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_5_36/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_5_36/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_5_36/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-4_5_36/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-1_5_133/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-1_5_133/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-1_5_133/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-1_5_133/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-1_5_133/rate_map/exdir.yaml',
|
||
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|
||
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|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-010319-3_3_76/exdir.yaml',
|
||
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|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-020719-3_3_164/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-220319-2_3_57/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-260619-1_0_120/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1834-220319-2_6_45/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1849-060319-2_5_118/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1833-010719-2_7_211/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/attributes.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/shuffled_rate_map_example/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/shuffled_rate_map_example/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/results/quantiles.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/results/shuffling_data.csv',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/rate_map/data.npy',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/rate_map/exdir.yaml',
|
||
'/media/storage/expipe/septum-mec/actions/shuffling/data/shuffling.exdir/units/1839-290519-2_4_119/exdir.yaml',
|
||
...]</pre>
|
||
</div>
|
||
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [10]:</div>
|
||
<div class="inner_cell">
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||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="kn">from</span> <span class="nn">septum_mec.analysis.registration</span> <span class="k">import</span> <span class="n">store_notebook</span>
|
||
<span class="n">store_notebook</span><span class="p">(</span>
|
||
<span class="n">shuffling_action</span><span class="p">,</span> <span class="s2">"10-shuffling.ipynb"</span><span class="p">)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
|
||
</div><div class="inner_cell">
|
||
<div class="text_cell_render border-box-sizing rendered_html">
|
||
<h1 id="delete-nonexisting-neurons">delete nonexisting neurons<a class="anchor-link" href="#delete-nonexisting-neurons">¶</a></h1>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [ ]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># for u in (output / 'shuffling.exdir' / 'units').iterdir():</span>
|
||
<span class="c1"># if not u.is_dir():</span>
|
||
<span class="c1"># continue</span>
|
||
<span class="c1"># action_id, channel_group, unit_name = u.stem.split('_')</span>
|
||
<span class="c1"># real_path = pathlib.Path(</span>
|
||
<span class="c1"># f'/media/storage/expipe/septum-mec/actions/{action_id}/data/main.exdir/processing/electrophysiology/channel_group_{channel_group}/UnitTimes/{unit_name}'</span>
|
||
<span class="c1"># )</span>
|
||
<span class="c1"># print(u.stem, real_path.exists())</span>
|
||
<span class="c1"># if not real_path.exists():</span>
|
||
<span class="c1"># shutil.rmtree(u)</span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [ ]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [ ]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
<div class="cell border-box-sizing code_cell rendered">
|
||
<div class="input">
|
||
<div class="prompt input_prompt">In [ ]:</div>
|
||
<div class="inner_cell">
|
||
<div class="input_area">
|
||
<div class=" highlight hl-ipython3"><pre><span></span>
|
||
</pre></div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</body>
|
||
|
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|
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|
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|
||
</html>
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