<!DOCTYPE html>
<html>
<head><meta charset="utf-8" />
<title>column_July18th_ESSD-example</title>
<script src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.1.10/require.min.js"></script>
<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/2.0.3/jquery.min.js"></script>
<style type="text/css">
/*!
*
* Twitter Bootstrap
*
*/
/*!
* Bootstrap v3.3.7 (http://getbootstrap.com)
* Copyright 2011-2016 Twitter, Inc.
* Licensed under MIT (https://github.com/twbs/bootstrap/blob/master/LICENSE)
*/
/*! normalize.css v3.0.3 | MIT License | github.com/necolas/normalize.css */
html {
font-family: sans-serif;
-ms-text-size-adjust: 100%;
-webkit-text-size-adjust: 100%;
}
body {
margin: 0;
}
article,
aside,
details,
figcaption,
figure,
footer,
header,
hgroup,
main,
menu,
nav,
section,
summary {
display: block;
}
audio,
canvas,
progress,
video {
display: inline-block;
vertical-align: baseline;
}
audio:not([controls]) {
display: none;
height: 0;
}
[hidden],
template {
display: none;
}
a {
background-color: transparent;
}
a:active,
a:hover {
outline: 0;
}
abbr[title] {
border-bottom: 1px dotted;
}
b,
strong {
font-weight: bold;
}
dfn {
font-style: italic;
}
h1 {
font-size: 2em;
margin: 0.67em 0;
}
mark {
background: #ff0;
color: #000;
}
small {
font-size: 80%;
}
sub,
sup {
font-size: 75%;
line-height: 0;
position: relative;
vertical-align: baseline;
}
sup {
top: -0.5em;
}
sub {
bottom: -0.25em;
}
img {
border: 0;
}
svg:not(:root) {
overflow: hidden;
}
figure {
margin: 1em 40px;
}
hr {
box-sizing: content-box;
height: 0;
}
pre {
overflow: auto;
}
code,
kbd,
pre,
samp {
font-family: monospace, monospace;
font-size: 1em;
}
button,
input,
optgroup,
select,
textarea {
color: inherit;
font: inherit;
margin: 0;
}
button {
overflow: visible;
}
button,
select {
text-transform: none;
}
button,
html input[type="button"],
input[type="reset"],
input[type="submit"] {
-webkit-appearance: button;
cursor: pointer;
}
button[disabled],
html input[disabled] {
cursor: default;
}
button::-moz-focus-inner,
input::-moz-focus-inner {
border: 0;
padding: 0;
}
input {
line-height: normal;
}
input[type="checkbox"],
input[type="radio"] {
box-sizing: border-box;
padding: 0;
}
input[type="number"]::-webkit-inner-spin-button,
input[type="number"]::-webkit-outer-spin-button {
height: auto;
}
input[type="search"] {
-webkit-appearance: textfield;
box-sizing: content-box;
}
input[type="search"]::-webkit-search-cancel-button,
input[type="search"]::-webkit-search-decoration {
-webkit-appearance: none;
}
fieldset {
border: 1px solid #c0c0c0;
margin: 0 2px;
padding: 0.35em 0.625em 0.75em;
}
legend {
border: 0;
padding: 0;
}
textarea {
overflow: auto;
}
optgroup {
font-weight: bold;
}
table {
border-collapse: collapse;
border-spacing: 0;
}
td,
th {
padding: 0;
}
/*! Source: https://github.com/h5bp/html5-boilerplate/blob/master/src/css/main.css */
@media print {
*,
*:before,
*:after {
background: transparent !important;
box-shadow: none !important;
text-shadow: none !important;
}
a,
a:visited {
text-decoration: underline;
}
a[href]:after {
content: " (" attr(href) ")";
}
abbr[title]:after {
content: " (" attr(title) ")";
}
a[href^="#"]:after,
a[href^="javascript:"]:after {
content: "";
}
pre,
blockquote {
border: 1px solid #999;
page-break-inside: avoid;
}
thead {
display: table-header-group;
}
tr,
img {
page-break-inside: avoid;
}
img {
max-width: 100% !important;
}
p,
h2,
h3 {
orphans: 3;
widows: 3;
}
h2,
h3 {
page-break-after: avoid;
}
.navbar {
display: none;
}
.btn > .caret,
.dropup > .btn > .caret {
border-top-color: #000 !important;
}
.label {
border: 1px solid #000;
}
.table {
border-collapse: collapse !important;
}
.table td,
.table th {
background-color: #fff !important;
}
.table-bordered th,
.table-bordered td {
border: 1px solid #ddd !important;
}
}
@font-face {
font-family: 'Glyphicons Halflings';
src: url('../components/bootstrap/fonts/glyphicons-halflings-regular.eot');
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');
}
.glyphicon {
position: relative;
top: 1px;
display: inline-block;
font-family: 'Glyphicons Halflings';
font-style: normal;
font-weight: normal;
line-height: 1;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
.glyphicon-asterisk:before {
content: "\002a";
}
.glyphicon-plus:before {
content: "\002b";
}
.glyphicon-euro:before,
.glyphicon-eur:before {
content: "\20ac";
}
.glyphicon-minus:before {
content: "\2212";
}
.glyphicon-cloud:before {
content: "\2601";
}
.glyphicon-envelope:before {
content: "\2709";
}
.glyphicon-pencil:before {
content: "\270f";
}
.glyphicon-glass:before {
content: "\e001";
}
.glyphicon-music:before {
content: "\e002";
}
.glyphicon-search:before {
content: "\e003";
}
.glyphicon-heart:before {
content: "\e005";
}
.glyphicon-star:before {
content: "\e006";
}
.glyphicon-star-empty:before {
content: "\e007";
}
.glyphicon-user:before {
content: "\e008";
}
.glyphicon-film:before {
content: "\e009";
}
.glyphicon-th-large:before {
content: "\e010";
}
.glyphicon-th:before {
content: "\e011";
}
.glyphicon-th-list:before {
content: "\e012";
}
.glyphicon-ok:before {
content: "\e013";
}
.glyphicon-remove:before {
content: "\e014";
}
.glyphicon-zoom-in:before {
content: "\e015";
}
.glyphicon-zoom-out:before {
content: "\e016";
}
.glyphicon-off:before {
content: "\e017";
}
.glyphicon-signal:before {
content: "\e018";
}
.glyphicon-cog:before {
content: "\e019";
}
.glyphicon-trash:before {
content: "\e020";
}
.glyphicon-home:before {
content: "\e021";
}
.glyphicon-file:before {
content: "\e022";
}
.glyphicon-time:before {
content: "\e023";
}
.glyphicon-road:before {
content: "\e024";
}
.glyphicon-download-alt:before {
content: "\e025";
}
.glyphicon-download:before {
content: "\e026";
}
.glyphicon-upload:before {
content: "\e027";
}
.glyphicon-inbox:before {
content: "\e028";
}
.glyphicon-play-circle:before {
content: "\e029";
}
.glyphicon-repeat:before {
content: "\e030";
}
.glyphicon-refresh:before {
content: "\e031";
}
.glyphicon-list-alt:before {
content: "\e032";
}
.glyphicon-lock:before {
content: "\e033";
}
.glyphicon-flag:before {
content: "\e034";
}
.glyphicon-headphones:before {
content: "\e035";
}
.glyphicon-volume-off:before {
content: "\e036";
}
.glyphicon-volume-down:before {
content: "\e037";
}
.glyphicon-volume-up:before {
content: "\e038";
}
.glyphicon-qrcode:before {
content: "\e039";
}
.glyphicon-barcode:before {
content: "\e040";
}
.glyphicon-tag:before {
content: "\e041";
}
.glyphicon-tags:before {
content: "\e042";
}
.glyphicon-book:before {
content: "\e043";
}
.glyphicon-bookmark:before {
content: "\e044";
}
.glyphicon-print:before {
content: "\e045";
}
.glyphicon-camera:before {
content: "\e046";
}
.glyphicon-font:before {
content: "\e047";
}
.glyphicon-bold:before {
content: "\e048";
}
.glyphicon-italic:before {
content: "\e049";
}
.glyphicon-text-height:before {
content: "\e050";
}
.glyphicon-text-width:before {
content: "\e051";
}
.glyphicon-align-left:before {
content: "\e052";
}
.glyphicon-align-center:before {
content: "\e053";
}
.glyphicon-align-right:before {
content: "\e054";
}
.glyphicon-align-justify:before {
content: "\e055";
}
.glyphicon-list:before {
content: "\e056";
}
.glyphicon-indent-left:before {
content: "\e057";
}
.glyphicon-indent-right:before {
content: "\e058";
}
.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;
}
}
@-moz-keyframes fadeIn {
from {
opacity: 0;
}
to {
opacity: 1;
}
}
@-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;
-moz-transition-duration: 500ms;
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;
z-index: 11;
content: "";
position: absolute;
left: 15px;
top: 10px;
width: 25px;
height: 25px;
-webkit-transform: rotate(45deg);
-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 {
background-color: #FFCDD2;
border-color: #EF9A9A;
border-radius: 0px;
}
#find-and-replace #replace-preview .replace .insert {
background-color: #C8E6C9;
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 */
.highlight .o { color: #666666 } /* Operator */
.highlight .ch { color: #408080; font-style: italic } /* Comment.Hashbang */
.highlight .cm { color: #408080; font-style: italic } /* Comment.Multiline */
.highlight .cp { color: #BC7A00 } /* Comment.Preproc */
.highlight .cpf { color: #408080; font-style: italic } /* Comment.PreprocFile */
.highlight .c1 { color: #408080; font-style: italic } /* Comment.Single */
.highlight .cs { color: #408080; font-style: italic } /* Comment.Special */
.highlight .gd { color: #A00000 } /* Generic.Deleted */
.highlight .ge { font-style: italic } /* Generic.Emph */
.highlight .gr { color: #FF0000 } /* Generic.Error */
.highlight .gh { color: #000080; font-weight: bold } /* Generic.Heading */
.highlight .gi { color: #00A000 } /* Generic.Inserted */
.highlight .go { color: #888888 } /* Generic.Output */
.highlight .gp { color: #000080; font-weight: bold } /* Generic.Prompt */
.highlight .gs { font-weight: bold } /* Generic.Strong */
.highlight .gu { color: #800080; font-weight: bold } /* Generic.Subheading */
.highlight .gt { color: #0044DD } /* Generic.Traceback */
.highlight .kc { color: #008000; font-weight: bold } /* Keyword.Constant */
.highlight .kd { color: #008000; font-weight: bold } /* Keyword.Declaration */
.highlight .kn { color: #008000; font-weight: bold } /* Keyword.Namespace */
.highlight .kp { color: #008000 } /* Keyword.Pseudo */
.highlight .kr { color: #008000; font-weight: bold } /* Keyword.Reserved */
.highlight .kt { color: #B00040 } /* Keyword.Type */
.highlight .m { color: #666666 } /* Literal.Number */
.highlight .s { color: #BA2121 } /* Literal.String */
.highlight .na { color: #7D9029 } /* Name.Attribute */
.highlight .nb { color: #008000 } /* Name.Builtin */
.highlight .nc { color: #0000FF; font-weight: bold } /* Name.Class */
.highlight .no { color: #880000 } /* Name.Constant */
.highlight .nd { color: #AA22FF } /* Name.Decorator */
.highlight .ni { color: #999999; font-weight: bold } /* Name.Entity */
.highlight .ne { color: #D2413A; font-weight: bold } /* Name.Exception */
.highlight .nf { color: #0000FF } /* Name.Function */
.highlight .nl { color: #A0A000 } /* Name.Label */
.highlight .nn { color: #0000FF; font-weight: bold } /* Name.Namespace */
.highlight .nt { color: #008000; font-weight: bold } /* Name.Tag */
.highlight .nv { color: #19177C } /* Name.Variable */
.highlight .ow { color: #AA22FF; font-weight: bold } /* Operator.Word */
.highlight .w { color: #bbbbbb } /* Text.Whitespace */
.highlight .mb { color: #666666 } /* Literal.Number.Bin */
.highlight .mf { color: #666666 } /* Literal.Number.Float */
.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">
/* 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 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="A-script-for-creating-Figure-X-of-the-LOVE19-ESSD-Paper">A script for creating Figure X of the LOVE19 ESSD Paper<a class="anchor-link" href="#A-script-for-creating-Figure-X-of-the-LOVE19-ESSD-Paper">¶</a></h1><ul>
<li>This script assumes it is located inside a directory with the same architecture as the ESSD repository</li>
<li>The script demonstrates the use of the vertical elements of LOVE19: SODAR-RASS, LIDAR, FlyFOX-V, and FODS on the 12m tower.</li>
</ul>
</div>
</div>
</div>
<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="c1"># netcdf/numpy/xray/stats</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">xarray</span> <span class="k">as</span> <span class="nn">xr</span>
<span class="c1"># OS interaction</span>
<span class="kn">import</span> <span class="nn">os</span>
<span class="c1"># import plotting</span>
<span class="kn">import</span> <span class="nn">seaborn</span> <span class="k">as</span> <span class="nn">sns</span>
<span class="kn">import</span> <span class="nn">matplotlib</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">from</span> <span class="nn">matplotlib.lines</span> <span class="kn">import</span> <span class="n">Line2D</span>
<span class="kn">import</span> <span class="nn">datetime</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">pywt</span>
<span class="kn">import</span> <span class="nn">pyfocs</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>/Users/lapok/opt/anaconda3/lib/python3.8/typing.py:901: FutureWarning: xarray subclass DataStore should explicitly define __slots__
super().__init_subclass__(*args, **kwargs)
</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">
<h2 id="Format-plots">Format plots<a class="anchor-link" href="#Format-plots">¶</a></h2>
</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="o">%</span><span class="k">matplotlib</span> inline
<span class="c1"># Higher resolution figures within the notebook</span>
<span class="o">%</span><span class="k">config</span> InlineBackend.figure_format = 'retina'
<span class="c1"># Set the plot style from the seaborn library</span>
<span class="n">sns</span><span class="o">.</span><span class="n">set_style</span><span class="p">(</span><span class="s2">"whitegrid"</span><span class="p">)</span>
<span class="n">sns</span><span class="o">.</span><span class="n">set_context</span><span class="p">(</span><span class="s2">"paper"</span><span class="p">,</span> <span class="n">rc</span><span class="o">=</span><span class="p">{</span><span class="s2">"font.size"</span><span class="p">:</span><span class="mi">8</span><span class="p">,</span><span class="s2">"axes.titlesize"</span><span class="p">:</span><span class="mi">8</span><span class="p">,</span><span class="s2">"axes.labelsize"</span><span class="p">:</span><span class="mi">8</span><span class="p">})</span>
<span class="c1"># Define a default color palette (this should be fairly color blind friendly)</span>
<span class="n">flatui</span> <span class="o">=</span> <span class="p">[</span><span class="s2">"#3498db"</span><span class="p">,</span> <span class="s2">"#FFBF00"</span><span class="p">,</span> <span class="s2">"#95a5a6"</span><span class="p">,</span> <span class="s2">"#34495e"</span><span class="p">,</span> <span class="s2">"#e74c3c"</span><span class="p">,</span> <span class="s2">"#9b59b6"</span><span class="p">,]</span>
<span class="n">sns</span><span class="o">.</span><span class="n">set_palette</span><span class="p">(</span><span class="n">sns</span><span class="o">.</span><span class="n">color_palette</span><span class="p">(</span><span class="n">flatui</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">
<h2 id="Directories">Directories<a class="anchor-link" href="#Directories">¶</a></h2>
</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">
<p>The below command should return the path to the LOVE19 ESSD repository <code>example-scripts</code> repository.</p>
</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">dir_notebook</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">getcwd</span><span class="p">()</span>
<span class="n">dir_essd</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">abspath</span><span class="p">(</span><span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">relpath</span><span class="p">(</span><span class="n">dir_notebook</span><span class="p">,</span> <span class="s1">'ESSD-repository'</span><span class="p">))</span>
<span class="n">dir_essd</span>
</pre></div>
</div>
</div>
</div>
<div class="output_wrapper">
<div class="output">
<div class="output_area">
<div class="prompt output_prompt">Out[3]:</div>
<div class="output_text output_subarea output_execute_result">
<pre>'/Volumes/darkmix_raid/darkmix_archive/darkmix_data_2019/field/LOVE/ESSD-repository'</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="c1"># Met data</span>
<span class="n">dir_csat_flux</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'CSAT fluxes'</span><span class="p">)</span>
<span class="n">dir_aws</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'AWS'</span><span class="p">)</span>
<span class="c1"># Figures</span>
<span class="n">dir_print</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'figures'</span><span class="p">)</span>
<span class="c1"># DTS data (North Simba and Outer Array)</span>
<span class="n">dir_fods_cross</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'FODS'</span><span class="p">,</span> <span class="s1">'FODS-cross'</span><span class="p">)</span>
<span class="n">dir_flyfox_data</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'FODS'</span><span class="p">,</span> <span class="s1">'FlyFOX'</span><span class="p">)</span>
<span class="c1"># Ground-based remote sensing</span>
<span class="n">dir_sodar</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'remote-sensing'</span><span class="p">,</span> <span class="s1">'SODAR-RASS'</span><span class="p">)</span>
<span class="n">dir_lidar</span> <span class="o">=</span> <span class="n">os</span><span class="o">.</span><span class="n">path</span><span class="o">.</span><span class="n">join</span><span class="p">(</span><span class="n">dir_essd</span><span class="p">,</span> <span class="s1">'remote-sensing'</span><span class="p">,</span> <span class="s1">'LIDAR'</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">
<h2 id="Denoising-functions">Denoising functions<a class="anchor-link" href="#Denoising-functions">¶</a></h2><p>FlyFOX-V data are denoised using a hard-threshold wavelet denoising. The hard threshold is determined for a particular critical wavelength.</p>
<p>These rely on the python wavelet package, pywt. This step is not strictly necessary.</p>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [5]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Denoising functions</span>
<span class="k">def</span> <span class="nf">lowpassfilter</span><span class="p">(</span><span class="n">signal</span><span class="p">,</span> <span class="n">thresh</span><span class="p">,</span> <span class="n">wavelet</span><span class="o">=</span><span class="s2">"db8"</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s1">'soft'</span><span class="p">,</span> <span class="n">pad</span><span class="o">=</span><span class="s1">'constant'</span><span class="p">):</span>
<span class="n">coeff</span> <span class="o">=</span> <span class="n">pywt</span><span class="o">.</span><span class="n">wavedec</span><span class="p">(</span><span class="n">signal</span><span class="p">,</span> <span class="n">wavelet</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="n">pad</span><span class="p">)</span>
<span class="k">if</span> <span class="n">mode</span> <span class="o">==</span> <span class="s1">'firm'</span><span class="p">:</span>
<span class="n">coeff</span><span class="p">[</span><span class="mi">1</span><span class="p">:]</span> <span class="o">=</span> <span class="p">(</span><span class="n">pywt</span><span class="o">.</span><span class="n">threshold_firm</span><span class="p">(</span><span class="n">i</span><span class="p">,</span> <span class="n">np</span><span class="o">.</span><span class="n">min</span><span class="p">(</span><span class="n">thresh</span><span class="p">),</span> <span class="n">np</span><span class="o">.</span><span class="n">max</span><span class="p">(</span><span class="n">thresh</span><span class="p">))</span> <span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">coeff</span><span class="p">[</span><span class="mi">1</span><span class="p">:])</span>
<span class="k">else</span><span class="p">:</span>
<span class="n">coeff</span><span class="p">[</span><span class="mi">1</span><span class="p">:]</span> <span class="o">=</span> <span class="p">(</span><span class="n">pywt</span><span class="o">.</span><span class="n">threshold</span><span class="p">(</span><span class="n">i</span><span class="p">,</span> <span class="n">value</span><span class="o">=</span><span class="n">thresh</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="n">mode</span> <span class="p">)</span> <span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="n">coeff</span><span class="p">[</span><span class="mi">1</span><span class="p">:])</span>
<span class="n">reconstructed_signal</span> <span class="o">=</span> <span class="n">pywt</span><span class="o">.</span><span class="n">waverec</span><span class="p">(</span><span class="n">coeff</span><span class="p">,</span> <span class="n">wavelet</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"constant"</span> <span class="p">)</span>
<span class="k">return</span> <span class="n">reconstructed_signal</span>
<span class="k">def</span> <span class="nf">lowpassfilter_level</span><span class="p">(</span><span class="n">signal</span><span class="p">,</span> <span class="n">level</span><span class="p">,</span> <span class="n">wavelet</span><span class="o">=</span><span class="s2">"db8"</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s1">'soft'</span><span class="p">,</span> <span class="n">pad</span><span class="o">=</span><span class="s1">'constant'</span><span class="p">):</span>
<span class="n">coeff</span> <span class="o">=</span> <span class="n">pywt</span><span class="o">.</span><span class="n">wavedec</span><span class="p">(</span><span class="n">signal</span><span class="p">,</span> <span class="n">wavelet</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="n">pad</span><span class="p">)</span>
<span class="n">coeff</span><span class="p">[</span><span class="o">-</span><span class="n">level</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">zeros_like</span><span class="p">(</span><span class="n">c</span><span class="p">)</span> <span class="k">for</span> <span class="n">c</span> <span class="ow">in</span> <span class="n">coeff</span><span class="p">[</span><span class="o">-</span><span class="n">level</span><span class="p">:])</span>
<span class="n">reconstructed_signal</span> <span class="o">=</span> <span class="n">pywt</span><span class="o">.</span><span class="n">waverec</span><span class="p">(</span><span class="n">coeff</span><span class="p">,</span> <span class="n">wavelet</span><span class="p">,</span> <span class="n">mode</span><span class="o">=</span><span class="s2">"constant"</span> <span class="p">)</span>
<span class="k">return</span> <span class="n">reconstructed_signal</span>
<span class="k">def</span> <span class="nf">wv_dc</span><span class="p">(</span><span class="n">lv</span><span class="p">,</span> <span class="n">res</span><span class="p">,</span> <span class="n">omega_0</span><span class="o">=</span><span class="mi">4</span><span class="p">):</span>
<span class="n">a_e</span> <span class="o">=</span> <span class="mi">2</span><span class="o">**</span><span class="n">lv</span>
<span class="n">length_scale</span> <span class="o">=</span> <span class="p">(</span><span class="n">a_e</span> <span class="o">*</span> <span class="n">res</span> <span class="o">*</span> <span class="n">np</span><span class="o">.</span><span class="n">pi</span><span class="p">)</span> <span class="o">/</span> <span class="p">(</span><span class="n">omega_0</span><span class="p">)</span>
<span class="k">return</span><span class="p">(</span><span class="n">length_scale</span><span class="p">)</span>
<span class="k">def</span> <span class="nf">wavelet_filter</span><span class="p">(</span><span class="n">ds</span><span class="p">,</span> <span class="n">waveletname</span><span class="p">,</span> <span class="n">lvl</span><span class="p">,</span> <span class="n">dx</span><span class="p">,</span> <span class="n">level_or_thresh</span><span class="o">=</span><span class="s1">'level'</span><span class="p">,</span> <span class="n">data_var</span><span class="o">=</span><span class="s1">'theta_v'</span><span class="p">):</span>
<span class="c1"># Build the xarray Dataset for the denoised data. We will pass this back to the user.</span>
<span class="n">denoised</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">Dataset</span><span class="p">({</span><span class="n">data_var</span><span class="p">:</span> <span class="p">([</span><span class="s1">'time'</span><span class="p">,</span> <span class="s1">'z'</span><span class="p">],</span> <span class="n">np</span><span class="o">.</span><span class="n">zeros_like</span><span class="p">(</span><span class="n">ds</span><span class="p">[</span><span class="n">data_var</span><span class="p">]</span><span class="o">.</span><span class="n">values</span><span class="p">)),},</span>
<span class="n">coords</span><span class="o">=</span><span class="p">{</span><span class="s1">'time'</span><span class="p">:</span> <span class="n">ds</span><span class="o">.</span><span class="n">time</span><span class="p">,</span>
<span class="s1">'z'</span><span class="p">:</span> <span class="n">ds</span><span class="o">.</span><span class="n">z</span><span class="o">.</span><span class="n">values</span><span class="p">})</span>
<span class="k">for</span> <span class="n">t</span> <span class="ow">in</span> <span class="n">ds</span><span class="o">.</span><span class="n">time</span><span class="p">:</span>
<span class="c1"># Construct the signal to be denoised</span>
<span class="n">signal_wnans</span> <span class="o">=</span> <span class="n">ds</span><span class="p">[</span><span class="n">data_var</span><span class="p">]</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="n">t</span><span class="p">)</span>
<span class="n">signal</span> <span class="o">=</span> <span class="n">signal_wnans</span><span class="o">.</span><span class="n">dropna</span><span class="p">(</span><span class="n">dim</span><span class="o">=</span><span class="s1">'z'</span><span class="p">)</span>
<span class="n">signal_mean</span> <span class="o">=</span> <span class="n">signal</span><span class="o">.</span><span class="n">mean</span><span class="p">(</span><span class="n">dim</span><span class="o">=</span><span class="s1">'z'</span><span class="p">)</span>
<span class="n">signal</span> <span class="o">=</span> <span class="n">signal</span> <span class="o">-</span> <span class="n">signal_mean</span>
<span class="c1"># Low pass filter using level reduction</span>
<span class="k">if</span> <span class="n">level_or_thresh</span> <span class="o">==</span> <span class="s1">'level'</span><span class="p">:</span>
<span class="n">crit_scale</span> <span class="o">=</span> <span class="n">wv_dc</span><span class="p">(</span><span class="n">lvl</span><span class="p">,</span> <span class="n">dx</span><span class="p">)</span>
<span class="n">rec</span> <span class="o">=</span> <span class="n">lowpassfilter_level</span><span class="p">(</span><span class="n">signal</span><span class="o">.</span><span class="n">values</span><span class="p">,</span> <span class="n">lvl</span><span class="p">,</span> <span class="n">wavelet</span><span class="o">=</span><span class="n">waveletname</span><span class="p">)</span>
<span class="c1"># Low pass filter using thresholding</span>
<span class="k">elif</span> <span class="n">level_or_thresh</span> <span class="o">==</span> <span class="s1">'thresh'</span><span class="p">:</span>
<span class="n">rec</span> <span class="o">=</span> <span class="n">lowpassfilter</span><span class="p">(</span><span class="n">signal</span><span class="o">.</span><span class="n">values</span><span class="p">,</span>
<span class="n">lvl</span><span class="p">,</span>
<span class="n">wavelet</span><span class="o">=</span><span class="n">waveletname</span><span class="p">,</span>
<span class="n">mode</span><span class="o">=</span><span class="s1">'soft'</span><span class="p">)</span>
<span class="c1"># Repad with nans that we removed in the first step</span>
<span class="k">if</span> <span class="n">rec</span><span class="o">.</span><span class="n">size</span> <span class="o"><</span> <span class="n">signal_wnans</span><span class="o">.</span><span class="n">size</span><span class="p">:</span>
<span class="n">rec</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">rec</span><span class="p">,</span> <span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">zeros</span><span class="p">(</span><span class="n">signal_wnans</span><span class="o">.</span><span class="n">size</span> <span class="o">-</span> <span class="n">rec</span><span class="o">.</span><span class="n">size</span><span class="p">)</span> <span class="o">*</span> <span class="n">np</span><span class="o">.</span><span class="n">nan</span><span class="p">))</span>
<span class="c1"># This handles cases where an extra point was added at the end of the data</span>
<span class="k">else</span><span class="p">:</span>
<span class="n">rec</span> <span class="o">=</span> <span class="n">rec</span><span class="p">[</span><span class="mi">0</span><span class="p">:</span><span class="n">signal_wnans</span><span class="o">.</span><span class="n">size</span><span class="p">]</span>
<span class="c1"># Re-add the mean value and assign to the xarray</span>
<span class="n">rec</span> <span class="o">=</span> <span class="n">rec</span> <span class="o">+</span> <span class="n">signal_mean</span><span class="o">.</span><span class="n">values</span>
<span class="n">denoised</span><span class="p">[</span><span class="n">data_var</span><span class="p">]</span><span class="o">.</span><span class="n">loc</span><span class="p">[</span><span class="nb">dict</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="n">t</span><span class="p">)]</span> <span class="o">=</span> <span class="n">rec</span>
<span class="k">if</span> <span class="n">level_or_thresh</span> <span class="o">==</span> <span class="s1">'level'</span><span class="p">:</span>
<span class="n">denoised</span><span class="o">.</span><span class="n">attrs</span><span class="p">[</span><span class="s1">'crit_scale'</span><span class="p">]</span> <span class="o">=</span> <span class="n">crit_scale</span>
<span class="k">return</span> <span class="n">denoised</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">
<h2 id="Dictionary-of-times">Dictionary of times<a class="anchor-link" href="#Dictionary-of-times">¶</a></h2>
</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="c1"># UTC flight times for FlyFOX</span>
<span class="n">flight_times</span> <span class="o">=</span> <span class="p">{</span><span class="s1">'LOVE_Flyfox_190718'</span><span class="p">:</span> <span class="p">[</span><span class="s1">'2019-07-18 3:10'</span><span class="p">,</span> <span class="s1">'2019-07-18 6:54'</span><span class="p">],</span>
<span class="s1">'LOVE_Flyfox_190722'</span><span class="p">:</span> <span class="p">[</span><span class="s1">'2019-07-22 3:18'</span><span class="p">,</span> <span class="s1">'2019-07-22 6:10'</span><span class="p">],</span>
<span class="s1">'LOVE_Flyfox_190723'</span><span class="p">:</span> <span class="p">[</span><span class="s1">'2019-07-23 2:59'</span><span class="p">,</span> <span class="s1">'2019-07-23 6:30'</span><span class="p">],</span>
<span class="s1">'LOVE_Flyfox_190726'</span><span class="p">:</span> <span class="p">[</span><span class="s1">'2019-07-26 3:21'</span><span class="p">,</span> <span class="s1">'2019-07-26 6:24'</span><span class="p">],</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">
<h2 id="AWS">AWS<a class="anchor-link" href="#AWS">¶</a></h2>
</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">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_aws</span><span class="p">)</span>
<span class="n">aws</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'AWS_Voi_1min.nc'</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="DTS-Tower-data">DTS Tower data<a class="anchor-link" href="#DTS-Tower-data">¶</a></h1><p>The FODS-cross directory contains the data with the 12m tower. The data for July 18th is gathered as a dask object, pruned to the flight times and loaded into memory, and the tower data selected. Finally, the z-coordinate is updated from a field site relative coordinate to a height above ground.</p>
</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">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_fods_cross</span><span class="p">)</span>
<span class="n">ds_ns_hot</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_mfdataset</span><span class="p">(</span><span class="s1">'*2019-07-18*_heated.nc'</span><span class="p">,</span> <span class="n">combine</span><span class="o">=</span><span class="s1">'by_coords'</span><span class="p">)</span>
<span class="n">ds_ns_cold</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_mfdataset</span><span class="p">(</span><span class="s1">'*2019-07-18*_unheated.nc'</span><span class="p">,</span> <span class="n">combine</span><span class="o">=</span><span class="s1">'by_coords'</span><span class="p">)</span>
<span class="n">ds_ns_hot</span> <span class="o">=</span> <span class="n">ds_ns_hot</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="kc">None</span><span class="p">,</span> <span class="s1">'2019-07-18 08:00'</span><span class="p">))</span><span class="o">.</span><span class="n">load</span><span class="p">()</span>
<span class="n">ds_ns_cold</span> <span class="o">=</span> <span class="n">ds_ns_cold</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="kc">None</span><span class="p">,</span> <span class="s1">'2019-07-18 08:00'</span><span class="p">))</span><span class="o">.</span><span class="n">load</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 [9]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">ds_tower_cold</span> <span class="o">=</span> <span class="n">ds_ns_cold</span><span class="o">.</span><span class="n">where</span><span class="p">((</span><span class="n">ds_ns_cold</span><span class="o">.</span><span class="n">unheated</span> <span class="o">==</span> <span class="s1">'tower'</span><span class="p">),</span> <span class="n">drop</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="n">ds_tower_hot</span> <span class="o">=</span> <span class="n">ds_ns_hot</span><span class="o">.</span><span class="n">where</span><span class="p">((</span><span class="n">ds_ns_hot</span><span class="o">.</span><span class="n">heated</span> <span class="o">==</span> <span class="s1">'tower'</span><span class="p">),</span> <span class="n">drop</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="c1"># Convert the z coordinate to a height above ground.</span>
<span class="c1"># Account for the additional 10cm since we didn't measure the exact bottom.</span>
<span class="n">z_tb</span> <span class="o">=</span> <span class="mf">1.448183004</span> <span class="o">+</span> <span class="mf">0.1</span>
<span class="n">ds_tower_cold</span><span class="p">[</span><span class="s1">'z'</span><span class="p">]</span> <span class="o">=</span> <span class="n">ds_tower_cold</span><span class="p">[</span><span class="s1">'z'</span><span class="p">]</span> <span class="o">+</span> <span class="n">z_tb</span>
<span class="n">ds_tower_hot</span><span class="p">[</span><span class="s1">'z'</span><span class="p">]</span> <span class="o">=</span> <span class="n">ds_tower_hot</span><span class="p">[</span><span class="s1">'z'</span><span class="p">]</span> <span class="o">+</span> <span class="n">z_tb</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 [10]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Fiber parameters</span>
<span class="n">rad</span> <span class="o">=</span> <span class="mf">1.34</span> <span class="o">/</span> <span class="mi">2</span> <span class="o">*</span> <span class="mi">10</span><span class="o">**</span><span class="p">(</span><span class="o">-</span><span class="mi">3</span><span class="p">)</span> <span class="c1"># radius in meters</span>
<span class="n">volume_per_m</span> <span class="o">=</span> <span class="n">rad</span> <span class="o">**</span> <span class="mi">2</span> <span class="o">*</span> <span class="n">np</span><span class="o">.</span><span class="n">pi</span> <span class="o">*</span> <span class="mi">1</span>
<span class="n">kg_per_m</span> <span class="o">=</span> <span class="mi">5</span> <span class="o">/</span> <span class="mi">1000</span>
<span class="n">density</span> <span class="o">=</span> <span class="n">kg_per_m</span> <span class="o">/</span> <span class="n">volume_per_m</span>
<span class="n">density_per_m_fiber</span> <span class="o">=</span> <span class="n">density</span> <span class="o">*</span> <span class="n">volume_per_m</span>
<span class="n">p</span> <span class="o">=</span> <span class="mf">4.5</span>
<span class="n">params</span> <span class="o">=</span> <span class="p">{</span>
<span class="s1">'rad'</span><span class="p">:</span> <span class="n">rad</span><span class="p">,</span>
<span class="s1">'crv'</span><span class="p">:</span> <span class="mi">502</span><span class="p">,</span>
<span class="s1">'density'</span><span class="p">:</span> <span class="n">density_per_m_fiber</span>
<span class="p">}</span>
<span class="n">aws_sub</span> <span class="o">=</span> <span class="n">aws</span><span class="o">.</span><span class="n">reindex_like</span><span class="p">(</span><span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">method</span><span class="o">=</span><span class="s1">'nearest'</span><span class="p">)</span>
<span class="n">tower_wind_speed</span> <span class="o">=</span> <span class="n">pyfocs</span><span class="o">.</span><span class="n">wind_speed</span><span class="o">.</span><span class="n">calculate</span><span class="p">(</span>
<span class="n">ds_tower_hot</span><span class="o">.</span><span class="n">cal_temp</span> <span class="o">+</span> <span class="mf">273.15</span><span class="p">,</span>
<span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">cal_temp</span> <span class="o">+</span> <span class="mf">273.15</span><span class="p">,</span>
<span class="n">p</span><span class="p">,</span>
<span class="p">(</span><span class="n">aws_sub</span><span class="p">[</span><span class="s1">'Rlwd (CNR4)'</span><span class="p">]</span> <span class="o">+</span> <span class="n">aws_sub</span><span class="p">[</span><span class="s1">'Rlwu (CNR4)'</span><span class="p">]),</span>
<span class="n">method</span><span class="o">=</span><span class="s1">'vR20'</span><span class="p">,</span>
<span class="n">params</span><span class="o">=</span><span class="n">params</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">
<h2 id="FlyFOX-observations">FlyFOX observations<a class="anchor-link" href="#FlyFOX-observations">¶</a></h2>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [11]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Open up the July 18th flight</span>
<span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_flyfox_data</span><span class="p">)</span>
<span class="n">ff_18</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'flyfox_180719_thetav.nc'</span><span class="p">)</span>
<span class="c1"># Denoising parameters</span>
<span class="n">waveletname</span> <span class="o">=</span> <span class="s1">'bior5.5'</span>
<span class="n">level</span> <span class="o">=</span> <span class="mi">5</span>
<span class="n">dx</span> <span class="o">=</span> <span class="mf">0.127</span>
<span class="c1"># Denoise using a hard wavelet threshold</span>
<span class="n">denoised_ff18</span> <span class="o">=</span> <span class="n">wavelet_filter</span><span class="p">(</span><span class="n">ff_18</span><span class="p">,</span> <span class="n">waveletname</span><span class="p">,</span> <span class="n">level</span><span class="p">,</span> <span class="n">dx</span><span class="p">)</span>
<span class="n">crit_scale</span> <span class="o">=</span> <span class="n">denoised_ff18</span><span class="o">.</span><span class="n">crit_scale</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="SODAR">SODAR<a class="anchor-link" href="#SODAR">¶</a></h1>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [12]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_sodar</span><span class="p">)</span>
<span class="n">sodar</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'LOVE_SODAR_JuneJuly.nc'</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="LIDAR">LIDAR<a class="anchor-link" href="#LIDAR">¶</a></h1>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [13]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_lidar</span><span class="p">)</span>
<span class="n">lidar</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'lidar_stares_83s.nc'</span><span class="p">)</span>
<span class="n">lidar_vad</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'lidar_vad.nc'</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="Stacked-column-figure">Stacked column figure<a class="anchor-link" href="#Stacked-column-figure">¶</a></h1>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [14]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sns</span><span class="o">.</span><span class="n">set_context</span><span class="p">(</span><span class="s1">'paper'</span><span class="p">)</span>
<span class="c1"># Prep the figure</span>
<span class="n">fig</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">(</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">12</span><span class="p">,</span> <span class="mi">15</span><span class="p">))</span>
<span class="n">heights</span> <span class="o">=</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="mi">3</span><span class="p">,</span> <span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">]</span>
<span class="n">widths</span> <span class="o">=</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mf">0.025</span><span class="p">]</span>
<span class="n">nrows</span> <span class="o">=</span> <span class="mi">7</span>
<span class="n">ncols</span> <span class="o">=</span> <span class="mi">2</span>
<span class="n">spec</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_gridspec</span><span class="p">(</span><span class="n">ncols</span><span class="o">=</span><span class="n">ncols</span><span class="p">,</span> <span class="n">nrows</span><span class="o">=</span><span class="n">nrows</span><span class="p">,</span>
<span class="n">width_ratios</span><span class="o">=</span><span class="n">widths</span><span class="p">,</span>
<span class="n">height_ratios</span><span class="o">=</span><span class="n">heights</span><span class="p">,</span>
<span class="n">wspace</span><span class="o">=</span><span class="mf">0.01</span><span class="p">,</span> <span class="n">hspace</span><span class="o">=</span><span class="mf">0.16</span><span class="p">)</span>
<span class="n">ax_maps</span> <span class="o">=</span> <span class="p">[]</span>
<span class="k">for</span> <span class="n">row</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="n">nrows</span><span class="p">):</span>
<span class="n">ax_maps</span><span class="o">.</span><span class="n">append</span><span class="p">(</span><span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="n">row</span><span class="p">,</span> <span class="mi">0</span><span class="p">]))</span>
<span class="n">ax_cbar_lidar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="n">ax_cbar_flyfox</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">4</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="n">ax_cbar_sodar_dir</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="n">ax_cbar_sodar_sp</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">2</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="n">ax_cbar_tower_u</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">6</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="c1"># Prep the data</span>
<span class="n">ft</span> <span class="o">=</span> <span class="s1">'LOVE_Flyfox_190718'</span>
<span class="n">tflight1</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">flight_times</span><span class="p">[</span><span class="n">ft</span><span class="p">][</span><span class="mi">0</span><span class="p">])</span>
<span class="n">tflight2</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="s1">'2019-07-18 04:30'</span><span class="p">)</span>
<span class="c1"># tflight2 = pd.Timestamp(flight_times[ft][1])</span>
<span class="n">vmin</span> <span class="o">=</span> <span class="n">denoised_ff18</span><span class="o">.</span><span class="n">theta_v</span><span class="o">.</span><span class="n">min</span><span class="p">()</span> <span class="o">-</span> <span class="mf">273.13</span>
<span class="n">vmax</span> <span class="o">=</span> <span class="n">denoised_ff18</span><span class="o">.</span><span class="n">theta_v</span><span class="o">.</span><span class="n">max</span><span class="p">()</span> <span class="o">-</span> <span class="mf">273.13</span>
<span class="c1"># Prepare the SODAR-RASS data</span>
<span class="n">t1</span> <span class="o">=</span> <span class="n">tflight1</span><span class="o">.</span><span class="n">floor</span><span class="p">(</span><span class="s1">'10min'</span><span class="p">)</span>
<span class="n">t2</span> <span class="o">=</span> <span class="n">tflight2</span><span class="o">.</span><span class="n">ceil</span><span class="p">(</span><span class="s1">'10min'</span><span class="p">)</span>
<span class="n">fl_sodar</span> <span class="o">=</span> <span class="n">sodar</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">t1</span><span class="p">,</span> <span class="n">t2</span><span class="p">))</span>
<span class="n">sodar_z_max</span> <span class="o">=</span> <span class="mi">300</span>
<span class="n">sodar_z_min</span> <span class="o">=</span> <span class="mi">0</span>
<span class="n">sodar_z_ticks</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">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">,</span> <span class="mi">60</span><span class="p">)</span>
<span class="c1"># Prepare the LIDAR data</span>
<span class="n">fl_lidar</span> <span class="o">=</span> <span class="n">lidar</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">t1</span><span class="p">,</span> <span class="n">t2</span><span class="p">))</span>
<span class="n">lidar_z_max</span> <span class="o">=</span> <span class="mi">600</span>
<span class="n">lidar_z_min</span> <span class="o">=</span> <span class="mi">0</span>
<span class="n">lidar_z_ticks</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">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">,</span> <span class="mi">100</span><span class="p">)</span>
<span class="c1"># LIDAR</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">0</span><span class="p">]</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">lidar</span><span class="o">.</span><span class="n">mean_w</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">lidar</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">lidar</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'RdBu_r'</span><span class="p">),</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="n">vmin</span><span class="o">=-</span><span class="mi">1</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mi">1</span><span class="p">)</span>
<span class="n">im</span><span class="o">.</span><span class="n">set_edgecolor</span><span class="p">(</span><span class="s1">'face'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">lidar_z_ticks</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight1</span><span class="p">),</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight2</span><span class="p">))</span>
<span class="n">cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar_lidar</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'$w~ (ms^{-1}$)'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'a) LIDAR Vertical Wind'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="c1"># Direction</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">1</span><span class="p">]</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">fl_sodar</span><span class="o">.</span><span class="n">wind_direction</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">z</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">))</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">color</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">T</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'twilight'</span><span class="p">),</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="n">vmin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mi">360</span><span class="p">)</span>
<span class="n">im</span><span class="o">.</span><span class="n">set_edgecolor</span><span class="p">(</span><span class="s1">'face'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">sodar_z_ticks</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">)</span>
<span class="n">cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar_sodar_dir</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Direction [-]'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">set_ticks</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="mi">90</span><span class="p">,</span> <span class="mi">180</span><span class="p">,</span> <span class="mi">270</span><span class="p">,</span> <span class="mi">360</span><span class="p">])</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_yticklabels</span><span class="p">([</span><span class="s1">'N'</span><span class="p">,</span> <span class="s1">'E'</span><span class="p">,</span> <span class="s1">'S'</span><span class="p">,</span> <span class="s1">'W'</span><span class="p">,</span> <span class="s1">'N'</span><span class="p">])</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'b) SODAR Wind Direction'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="c1"># Speed</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">2</span><span class="p">]</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">fl_sodar</span><span class="o">.</span><span class="n">wind_speed</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">z</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">))</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">color</span><span class="o">.</span><span class="n">where</span><span class="p">(</span><span class="n">color</span> <span class="o"><</span> <span class="mi">10</span><span class="p">)</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">color</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'cividis'</span><span class="p">),</span> <span class="n">vmin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mi">5</span><span class="p">,</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">plot</span><span class="p">([</span><span class="n">t1</span><span class="p">,</span> <span class="n">t2</span><span class="p">],</span> <span class="p">[</span><span class="mi">40</span><span class="p">,</span> <span class="mi">40</span><span class="p">],</span> <span class="s1">'k'</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">2</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">sodar_z_ticks</span><span class="p">)</span>
<span class="n">cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar_sodar_sp</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'U [ms$^{-1}$]'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'c) SODAR Wind Speed'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="c1"># Plot the SODAR temperatures</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">3</span><span class="p">]</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">fl_sodar</span><span class="o">.</span><span class="n">temperature</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">z</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">))</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">color</span><span class="o">.</span><span class="n">where</span><span class="p">(</span><span class="n">color</span> <span class="o">></span> <span class="mi">0</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">color</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'viridis'</span><span class="p">),</span> <span class="n">vmin</span><span class="o">=</span><span class="n">vmin</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="n">vmax</span><span class="p">,</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">sodar_z_min</span><span class="p">,</span> <span class="n">sodar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">sodar_z_ticks</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'d) SODAR-RASS Temperature'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="c1"># Plot the denoised FlyFOX data</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">4</span><span class="p">]</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">denoised_ff18</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">denoised_ff18</span><span class="o">.</span><span class="n">z</span><span class="p">,</span>
<span class="n">denoised_ff18</span><span class="o">.</span><span class="n">theta_v</span><span class="o">.</span><span class="n">rolling</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="mi">3</span><span class="p">,</span> <span class="n">center</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span><span class="o">.</span><span class="n">mean</span><span class="p">()</span><span class="o">.</span><span class="n">T</span> <span class="o">-</span> <span class="mf">273.13</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'viridis'</span><span class="p">),</span> <span class="n">vmin</span><span class="o">=</span><span class="n">vmin</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="n">vmax</span><span class="p">,</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s1">'Time (UTC = local time - 2)'</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">autofmt_xdate</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mi">210</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">arange</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mi">220</span><span class="p">,</span> <span class="mi">20</span><span class="p">))</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'e) FlyFOX'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar_flyfox</span><span class="p">,</span> <span class="n">extend</span><span class="o">=</span><span class="s1">'both'</span><span class="p">)</span>
<span class="n">ax_cbar_flyfox</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="sa">r</span><span class="s1">'$\theta$ [$^{\circ}C$]'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="c1"># Plot the smoothed DTS tower data</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">5</span><span class="p">]</span>
<span class="n">tower_smooth</span> <span class="o">=</span> <span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">))</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">tower_smooth</span><span class="o">.</span><span class="n">time</span><span class="p">,</span>
<span class="n">tower_smooth</span><span class="o">.</span><span class="n">z</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">,</span>
<span class="p">(</span><span class="n">tower_smooth</span><span class="o">.</span><span class="n">cal_temp</span> <span class="o">+</span> <span class="p">(</span><span class="n">tower_smooth</span><span class="o">.</span><span class="n">z</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">)</span> <span class="o">*</span> <span class="mf">0.01</span><span class="p">)</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'viridis'</span><span class="p">),</span> <span class="n">vmin</span><span class="o">=</span><span class="n">vmin</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="n">vmax</span><span class="p">,</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">z</span><span class="o">.</span><span class="n">min</span><span class="p">()</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">,</span> <span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">z</span><span class="o">.</span><span class="n">max</span><span class="p">()</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height [m]'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'f) Tower FODS - Temperature'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="c1"># Plot the FODS of wind speed</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_maps</span><span class="p">[</span><span class="mi">6</span><span class="p">]</span>
<span class="n">tower_smooth</span> <span class="o">=</span> <span class="n">tower_wind_speed</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">))</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">tower_smooth</span><span class="o">.</span><span class="n">time</span><span class="p">,</span>
<span class="n">tower_smooth</span><span class="o">.</span><span class="n">z</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">,</span>
<span class="n">tower_smooth</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'Oranges'</span><span class="p">),</span> <span class="n">vmin</span><span class="o">=</span><span class="mf">0.</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mf">2.5</span><span class="p">,</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">z</span><span class="o">.</span><span class="n">min</span><span class="p">()</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">,</span> <span class="n">ds_tower_cold</span><span class="o">.</span><span class="n">z</span><span class="o">.</span><span class="n">max</span><span class="p">()</span> <span class="o">+</span> <span class="n">z_tb</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height [m]'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'g) Tower FODS - Wind Speed'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</span><span class="p">)</span>
<span class="n">plt</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar_tower_u</span><span class="p">,</span> <span class="n">extend</span><span class="o">=</span><span class="s1">'max'</span><span class="p">)</span>
<span class="n">ax_cbar_tower_u</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'FODS Wind Speed [$ms^{-1}$]'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_print</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">savefig</span><span class="p">(</span><span class="s1">'LOVE-Flyfox-190718_column-example.morning-only.pdf'</span><span class="p">,</span> <span class="n">dpi</span><span class="o">=</span><span class="mi">300</span><span class="p">,</span> <span class="n">bbox_inches</span><span class="o">=</span><span class="s1">'tight'</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">savefig</span><span class="p">(</span><span class="s1">'LOVE-Flyfox-190718-column-example.morning-only.png'</span><span class="p">,</span> <span class="n">dpi</span><span class="o">=</span><span class="mi">300</span><span class="p">,</span> <span class="n">bbox_inches</span><span class="o">=</span><span class="s1">'tight'</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 src="data:image/png;base64,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
"
width=770
height=793
>
</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">
<h2 id="Some-quick-example-plots-of-the-VAD-data-from-the-LIDAR">Some quick example plots of the VAD data from the LIDAR<a class="anchor-link" href="#Some-quick-example-plots-of-the-VAD-data-from-the-LIDAR">¶</a></h2>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [15]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sns</span><span class="o">.</span><span class="n">set_context</span><span class="p">(</span><span class="s1">'paper'</span><span class="p">)</span>
<span class="c1"># Prep the figure</span>
<span class="n">fig</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">(</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">12</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
<span class="n">widths</span> <span class="o">=</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mf">0.025</span><span class="p">]</span>
<span class="n">nrows</span> <span class="o">=</span> <span class="mi">1</span>
<span class="n">ncols</span> <span class="o">=</span> <span class="mi">2</span>
<span class="n">spec</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_gridspec</span><span class="p">(</span><span class="n">ncols</span><span class="o">=</span><span class="n">ncols</span><span class="p">,</span> <span class="n">nrows</span><span class="o">=</span><span class="n">nrows</span><span class="p">,</span>
<span class="n">width_ratios</span><span class="o">=</span><span class="n">widths</span><span class="p">,</span>
<span class="n">wspace</span><span class="o">=</span><span class="mf">0.01</span><span class="p">,</span> <span class="n">hspace</span><span class="o">=</span><span class="mf">0.16</span><span class="p">)</span>
<span class="n">ax_vad</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">0</span><span class="p">])</span>
<span class="n">ax_cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="c1"># Prep the data</span>
<span class="n">ft</span> <span class="o">=</span> <span class="s1">'LOVE_Flyfox_190718'</span>
<span class="n">tflight1</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">flight_times</span><span class="p">[</span><span class="n">ft</span><span class="p">][</span><span class="mi">0</span><span class="p">])</span>
<span class="n">tflight2</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="s1">'2019-07-18 04:30'</span><span class="p">)</span>
<span class="c1"># Prepare the LIDAR data</span>
<span class="n">fl_lidar</span> <span class="o">=</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">t1</span><span class="p">,</span> <span class="n">t2</span><span class="p">))</span>
<span class="n">lidar_z_max</span> <span class="o">=</span> <span class="mi">600</span>
<span class="n">lidar_z_min</span> <span class="o">=</span> <span class="mi">0</span>
<span class="n">lidar_z_ticks</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">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">,</span> <span class="mi">100</span><span class="p">)</span>
<span class="c1"># LIDAR</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_vad</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">phi</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">lidar_vad</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'twilight'</span><span class="p">),</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="n">vmin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mi">360</span><span class="p">)</span>
<span class="n">im</span><span class="o">.</span><span class="n">set_edgecolor</span><span class="p">(</span><span class="s1">'face'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">lidar_z_ticks</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight1</span><span class="p">),</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight2</span><span class="p">))</span>
<span class="n">cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Direction (-)'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">set_ticks</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="mi">90</span><span class="p">,</span> <span class="mi">180</span><span class="p">,</span> <span class="mi">270</span><span class="p">,</span> <span class="mi">360</span><span class="p">])</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'LIDAR VAD $\phi$'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</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[15]:</div>
<div class="output_text output_subarea output_execute_result">
<pre>Text(0.0, 1.0, 'LIDAR VAD $\\phi$')</pre>
</div>
</div>
<div class="output_area">
<div class="prompt"></div>
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
width=767
height=262
>
</div>
</div>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [16]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">sns</span><span class="o">.</span><span class="n">set_context</span><span class="p">(</span><span class="s1">'paper'</span><span class="p">)</span>
<span class="c1"># Prep the figure</span>
<span class="n">fig</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">figure</span><span class="p">(</span><span class="n">figsize</span><span class="o">=</span><span class="p">(</span><span class="mi">12</span><span class="p">,</span> <span class="mi">4</span><span class="p">))</span>
<span class="n">widths</span> <span class="o">=</span> <span class="p">[</span><span class="mi">1</span><span class="p">,</span> <span class="mf">0.025</span><span class="p">]</span>
<span class="n">nrows</span> <span class="o">=</span> <span class="mi">1</span>
<span class="n">ncols</span> <span class="o">=</span> <span class="mi">2</span>
<span class="n">spec</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_gridspec</span><span class="p">(</span><span class="n">ncols</span><span class="o">=</span><span class="n">ncols</span><span class="p">,</span> <span class="n">nrows</span><span class="o">=</span><span class="n">nrows</span><span class="p">,</span>
<span class="n">width_ratios</span><span class="o">=</span><span class="n">widths</span><span class="p">,</span>
<span class="n">wspace</span><span class="o">=</span><span class="mf">0.01</span><span class="p">,</span> <span class="n">hspace</span><span class="o">=</span><span class="mf">0.16</span><span class="p">)</span>
<span class="n">ax_vad</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">0</span><span class="p">])</span>
<span class="n">ax_cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_subplot</span><span class="p">(</span><span class="n">spec</span><span class="p">[</span><span class="mi">0</span><span class="p">,</span> <span class="mi">1</span><span class="p">])</span>
<span class="c1"># Prep the data</span>
<span class="n">ft</span> <span class="o">=</span> <span class="s1">'LOVE_Flyfox_190718'</span>
<span class="n">tflight1</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">flight_times</span><span class="p">[</span><span class="n">ft</span><span class="p">][</span><span class="mi">0</span><span class="p">])</span>
<span class="n">tflight2</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="s1">'2019-07-18 04:30'</span><span class="p">)</span>
<span class="c1"># Prepare the LIDAR data</span>
<span class="n">fl_lidar</span> <span class="o">=</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">t1</span><span class="p">,</span> <span class="n">t2</span><span class="p">))</span>
<span class="n">lidar_z_max</span> <span class="o">=</span> <span class="mi">600</span>
<span class="n">lidar_z_min</span> <span class="o">=</span> <span class="mi">0</span>
<span class="n">lidar_z_ticks</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">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">,</span> <span class="mi">100</span><span class="p">)</span>
<span class="c1"># LIDAR</span>
<span class="n">ax</span> <span class="o">=</span> <span class="n">ax_vad</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_facecolor</span><span class="p">(</span><span class="s1">'0.9'</span><span class="p">)</span>
<span class="n">color</span> <span class="o">=</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">mean_U</span><span class="o">.</span><span class="n">T</span><span class="o">.</span><span class="n">values</span>
<span class="n">im</span> <span class="o">=</span> <span class="n">ax</span><span class="o">.</span><span class="n">pcolormesh</span><span class="p">(</span><span class="n">lidar_vad</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">lidar_vad</span><span class="o">.</span><span class="n">z</span><span class="p">,</span> <span class="n">color</span><span class="p">,</span>
<span class="n">cmap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s1">'cividis'</span><span class="p">),</span>
<span class="n">linewidth</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span>
<span class="n">rasterized</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span>
<span class="n">vmin</span><span class="o">=</span><span class="mi">0</span><span class="p">,</span> <span class="n">vmax</span><span class="o">=</span><span class="mi">5</span><span class="p">)</span>
<span class="n">im</span><span class="o">.</span><span class="n">set_edgecolor</span><span class="p">(</span><span class="s1">'face'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Height (m)'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="n">lidar_z_min</span><span class="p">,</span> <span class="n">lidar_z_max</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_yticks</span><span class="p">(</span><span class="n">lidar_z_ticks</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_xlim</span><span class="p">(</span><span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight1</span><span class="p">),</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">tflight2</span><span class="p">))</span>
<span class="n">cbar</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">colorbar</span><span class="p">(</span><span class="n">im</span><span class="p">,</span> <span class="n">cax</span><span class="o">=</span><span class="n">ax_cbar</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'Direction (-)'</span><span class="p">,</span> <span class="n">rotation</span><span class="o">=</span><span class="mi">270</span><span class="p">,</span> <span class="n">labelpad</span><span class="o">=</span><span class="mi">25</span><span class="p">)</span>
<span class="n">cbar</span><span class="o">.</span><span class="n">set_ticks</span><span class="p">([</span><span class="mi">0</span><span class="p">,</span> <span class="mi">90</span><span class="p">,</span> <span class="mi">180</span><span class="p">,</span> <span class="mi">270</span><span class="p">,</span> <span class="mi">360</span><span class="p">])</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_title</span><span class="p">(</span><span class="s1">'LIDAR VAD $\phi$'</span><span class="p">,</span> <span class="n">loc</span><span class="o">=</span><span class="s1">'left'</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[16]:</div>
<div class="output_text output_subarea output_execute_result">
<pre>Text(0.0, 1.0, 'LIDAR VAD $\\phi$')</pre>
</div>
</div>
<div class="output_area">
<div class="prompt"></div>
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
width=758
height=262
>
</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">
<h2 id="CSAT-data">CSAT data<a class="anchor-link" href="#CSAT-data">¶</a></h2>
</div>
</div>
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In [18]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="n">dir_csat_flux</span><span class="p">)</span>
<span class="n">csat_1min</span> <span class="o">=</span> <span class="n">xr</span><span class="o">.</span><span class="n">open_dataset</span><span class="p">(</span><span class="s1">'LOVE19_CSAT_1min_fluxes.v2020-12-03.nc'</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 [19]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="c1"># Prep the data</span>
<span class="n">ft</span> <span class="o">=</span> <span class="s1">'LOVE_Flyfox_190718'</span>
<span class="n">tflight1</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="n">flight_times</span><span class="p">[</span><span class="n">ft</span><span class="p">][</span><span class="mi">0</span><span class="p">])</span>
<span class="n">tflight2</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">Timestamp</span><span class="p">(</span><span class="s1">'2019-07-18 04:30'</span><span class="p">)</span>
<span class="n">ds_csat</span> <span class="o">=</span> <span class="n">csat_1min</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">time</span><span class="o">=</span><span class="nb">slice</span><span class="p">(</span><span class="n">tflight1</span><span class="p">,</span> <span class="n">tflight2</span><span class="p">))</span>
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">)</span>
<span class="k">for</span> <span class="n">n</span> <span class="ow">in</span> <span class="n">ds_csat</span><span class="o">.</span><span class="n">names</span><span class="p">:</span>
<span class="n">ax</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">ds_csat</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">ds_csat</span><span class="p">[</span><span class="s1">'u*'</span><span class="p">]</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">names</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">names</span><span class="p">),</span> <span class="s1">'-o'</span><span class="p">,</span> <span class="n">label</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">values</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">legend</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'$u* (m~ s^{-1})$'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mf">0.25</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">autofmt_xdate</span><span class="p">()</span>
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">)</span>
<span class="k">for</span> <span class="n">n</span> <span class="ow">in</span> <span class="n">ds_csat</span><span class="o">.</span><span class="n">names</span><span class="p">:</span>
<span class="n">ax</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">ds_csat</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">ds_csat</span><span class="p">[</span><span class="s1">'U_scalar_mean_unrot'</span><span class="p">]</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">names</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">names</span><span class="p">),</span> <span class="s1">'-o'</span><span class="p">,</span> <span class="n">label</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">values</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">legend</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'$U (m~ s^{-1})$'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mi">3</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">autofmt_xdate</span><span class="p">()</span>
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">)</span>
<span class="k">for</span> <span class="n">n</span> <span class="ow">in</span> <span class="n">ds_csat</span><span class="o">.</span><span class="n">names</span><span class="p">:</span>
<span class="n">ax</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">ds_csat</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">ds_csat</span><span class="p">[</span><span class="s1">'phi'</span><span class="p">]</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">names</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">names</span><span class="p">),</span> <span class="s1">'-o'</span><span class="p">,</span> <span class="n">label</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">values</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">legend</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'$\phi~ (-)$'</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">autofmt_xdate</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mi">360</span><span class="p">)</span>
<span class="n">fig</span><span class="p">,</span> <span class="n">ax</span> <span class="o">=</span> <span class="n">plt</span><span class="o">.</span><span class="n">subplots</span><span class="p">(</span><span class="mi">1</span><span class="p">,</span> <span class="mi">1</span><span class="p">)</span>
<span class="k">for</span> <span class="n">n</span> <span class="ow">in</span> <span class="n">ds_csat</span><span class="o">.</span><span class="n">names</span><span class="p">:</span>
<span class="n">ax</span><span class="o">.</span><span class="n">plot</span><span class="p">(</span><span class="n">ds_csat</span><span class="o">.</span><span class="n">time</span><span class="p">,</span> <span class="n">ds_csat</span><span class="p">[</span><span class="s1">'H'</span><span class="p">]</span><span class="o">.</span><span class="n">sel</span><span class="p">(</span><span class="n">names</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">names</span><span class="p">),</span> <span class="s1">'-o'</span><span class="p">,</span> <span class="n">label</span><span class="o">=</span><span class="n">n</span><span class="o">.</span><span class="n">values</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylabel</span><span class="p">(</span><span class="s1">'$Q_h~ (Wm^{-2})$'</span><span class="p">)</span>
<span class="n">ax</span><span class="o">.</span><span class="n">legend</span><span class="p">()</span>
<span class="n">ax</span><span class="o">.</span><span class="n">set_ylim</span><span class="p">(</span><span class="o">-</span><span class="mi">30</span><span class="p">,</span> <span class="mi">10</span><span class="p">)</span>
<span class="n">fig</span><span class="o">.</span><span class="n">autofmt_xdate</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 src="data:image/png;base64,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
"
width=390
height=245
>
</div>
</div>
<div class="output_area">
<div class="prompt"></div>
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
width=385
height=245
>
</div>
</div>
<div class="output_area">
<div class="prompt"></div>
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
width=387
height=242
>
</div>
</div>
<div class="output_area">
<div class="prompt"></div>
<div class="output_png output_subarea ">
<img src="data:image/png;base64,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
"
width=388
height=245
>
</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">
<p>Generally there is a jumpiness that is probably not real. I suspect that the fog/condensation plays a role.</p>
</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>
</html>