1860 lines
496 KiB
HTML
1860 lines
496 KiB
HTML
<!DOCTYPE html>
|
||
<html lang="en"><head>
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<meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
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<meta name="generator" content="AsciiDoc 8.6.8">
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<meta name="description" content="Cours de DUT Informatique">
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<meta name="keywords" content="ACSI Merise UML Analyse Conception Systèmes d'Information">
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<title>Etude de cas 2013-2014 (Agile)</title>
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<style type="text/css">
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||
/* Shared CSS for AsciiDoc xhtml11 and html5 backends */
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||
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/* Default font. */
|
||
body {
|
||
font-family: Georgia,serif;
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||
}
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||
|
||
/* Title font. */
|
||
h1, h2, h3, h4, h5, h6,
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div.title, caption.title,
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thead, p.table.header,
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||
#toctitle,
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||
#author, #revnumber, #revdate, #revremark,
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||
#footer {
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||
font-family: Arial,Helvetica,sans-serif;
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||
}
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||
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body {
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||
margin: 1em 5% 1em 5%;
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||
}
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||
a {
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||
color: blue;
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||
text-decoration: underline;
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||
}
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||
a:visited {
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||
color: fuchsia;
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||
}
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||
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||
em {
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||
font-style: italic;
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||
color: navy;
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||
}
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||
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||
strong {
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||
font-weight: bold;
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||
color: #083194;
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||
}
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||
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||
h1, h2, h3, h4, h5, h6 {
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||
color: #527bbd;
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||
margin-top: 1.2em;
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||
margin-bottom: 0.5em;
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||
line-height: 1.3;
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||
}
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||
|
||
h1, h2, h3 {
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||
border-bottom: 2px solid silver;
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||
}
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||
h2 {
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||
padding-top: 0.5em;
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||
}
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||
h3 {
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||
float: left;
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||
}
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||
h3 + * {
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||
clear: left;
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||
}
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||
h5 {
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||
font-size: 1.0em;
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||
}
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||
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||
div.sectionbody {
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||
margin-left: 0;
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||
}
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||
hr {
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||
border: 1px solid silver;
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||
}
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||
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||
p {
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||
margin-top: 0.5em;
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||
margin-bottom: 0.5em;
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||
}
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||
|
||
ul, ol, li > p {
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||
margin-top: 0;
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||
}
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||
ul > li { color: #aaa; }
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||
ul > li > * { color: black; }
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|
||
.monospaced, code, pre {
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font-family: "Courier New", Courier, monospace;
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font-size: inherit;
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||
color: navy;
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||
padding: 0;
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||
margin: 0;
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||
}
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#author {
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color: #527bbd;
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font-weight: bold;
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font-size: 1.1em;
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}
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#email {
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}
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||
#revnumber, #revdate, #revremark {
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}
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|
||
#footer {
|
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font-size: small;
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||
border-top: 2px solid silver;
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||
padding-top: 0.5em;
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||
margin-top: 4.0em;
|
||
}
|
||
#footer-text {
|
||
float: left;
|
||
padding-bottom: 0.5em;
|
||
}
|
||
#footer-badges {
|
||
float: right;
|
||
padding-bottom: 0.5em;
|
||
}
|
||
|
||
#preamble {
|
||
margin-top: 1.5em;
|
||
margin-bottom: 1.5em;
|
||
}
|
||
div.imageblock, div.exampleblock, div.verseblock,
|
||
div.quoteblock, div.literalblock, div.listingblock, div.sidebarblock,
|
||
div.admonitionblock {
|
||
margin-top: 1.0em;
|
||
margin-bottom: 1.5em;
|
||
}
|
||
div.admonitionblock {
|
||
margin-top: 2.0em;
|
||
margin-bottom: 2.0em;
|
||
margin-right: 10%;
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||
color: #606060;
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||
}
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||
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||
div.content { /* Block element content. */
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||
padding: 0;
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||
}
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||
|
||
/* Block element titles. */
|
||
div.title, caption.title {
|
||
color: #527bbd;
|
||
font-weight: bold;
|
||
text-align: left;
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||
margin-top: 1.0em;
|
||
margin-bottom: 0.5em;
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||
}
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||
div.title + * {
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||
margin-top: 0;
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||
}
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||
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||
td div.title:first-child {
|
||
margin-top: 0.0em;
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||
}
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||
div.content div.title:first-child {
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||
margin-top: 0.0em;
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||
}
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||
div.content + div.title {
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||
margin-top: 0.0em;
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||
}
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||
|
||
div.sidebarblock > div.content {
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||
background: #ffffee;
|
||
border: 1px solid #dddddd;
|
||
border-left: 4px solid #f0f0f0;
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||
padding: 0.5em;
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||
}
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||
|
||
div.listingblock > div.content {
|
||
border: 1px solid #dddddd;
|
||
border-left: 5px solid #f0f0f0;
|
||
background: #f8f8f8;
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||
padding: 0.5em;
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||
}
|
||
|
||
div.quoteblock, div.verseblock {
|
||
padding-left: 1.0em;
|
||
margin-left: 1.0em;
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||
margin-right: 10%;
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||
border-left: 5px solid #f0f0f0;
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||
color: #888;
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||
}
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||
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||
div.quoteblock > div.attribution {
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||
padding-top: 0.5em;
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||
text-align: right;
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||
}
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||
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||
div.verseblock > pre.content {
|
||
font-family: inherit;
|
||
font-size: inherit;
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||
}
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||
div.verseblock > div.attribution {
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||
padding-top: 0.75em;
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||
text-align: left;
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||
}
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||
/* DEPRECATED: Pre version 8.2.7 verse style literal block. */
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||
div.verseblock + div.attribution {
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||
text-align: left;
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||
}
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||
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||
div.admonitionblock .icon {
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||
vertical-align: top;
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||
font-size: 1.1em;
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||
font-weight: bold;
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||
text-decoration: underline;
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||
color: #527bbd;
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padding-right: 0.5em;
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}
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||
div.admonitionblock td.content {
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padding-left: 0.5em;
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border-left: 3px solid #dddddd;
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}
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div.exampleblock > div.content {
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border-left: 3px solid #dddddd;
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padding-left: 0.5em;
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}
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div.imageblock div.content { padding-left: 0; }
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span.image img { border-style: none; }
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a.image:visited { color: white; }
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||
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||
dl {
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||
margin-top: 0.8em;
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||
margin-bottom: 0.8em;
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||
}
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dt {
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||
margin-top: 0.5em;
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margin-bottom: 0;
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||
font-style: normal;
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||
color: navy;
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||
}
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||
dd > *:first-child {
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||
margin-top: 0.1em;
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||
}
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||
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||
ul, ol {
|
||
list-style-position: outside;
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||
}
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||
ol.arabic {
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||
list-style-type: decimal;
|
||
}
|
||
ol.loweralpha {
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||
list-style-type: lower-alpha;
|
||
}
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||
ol.upperalpha {
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||
list-style-type: upper-alpha;
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||
}
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||
ol.lowerroman {
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||
list-style-type: lower-roman;
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||
}
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||
ol.upperroman {
|
||
list-style-type: upper-roman;
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||
}
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||
|
||
div.compact ul, div.compact ol,
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||
div.compact p, div.compact p,
|
||
div.compact div, div.compact div {
|
||
margin-top: 0.1em;
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||
margin-bottom: 0.1em;
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||
}
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||
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||
tfoot {
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||
font-weight: bold;
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||
}
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||
td > div.verse {
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||
white-space: pre;
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||
}
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||
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||
div.hdlist {
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||
margin-top: 0.8em;
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||
margin-bottom: 0.8em;
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||
}
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||
div.hdlist tr {
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||
padding-bottom: 15px;
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||
}
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||
dt.hdlist1.strong, td.hdlist1.strong {
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||
font-weight: bold;
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||
}
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||
td.hdlist1 {
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||
vertical-align: top;
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||
font-style: normal;
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||
padding-right: 0.8em;
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||
color: navy;
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||
}
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||
td.hdlist2 {
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||
vertical-align: top;
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||
}
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||
div.hdlist.compact tr {
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||
margin: 0;
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||
padding-bottom: 0;
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||
}
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||
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||
.comment {
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||
background: yellow;
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||
}
|
||
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||
.footnote, .footnoteref {
|
||
font-size: 0.8em;
|
||
}
|
||
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||
span.footnote, span.footnoteref {
|
||
vertical-align: super;
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||
}
|
||
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||
#footnotes {
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||
margin: 20px 0 20px 0;
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||
padding: 7px 0 0 0;
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||
}
|
||
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||
#footnotes div.footnote {
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||
margin: 0 0 5px 0;
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||
}
|
||
|
||
#footnotes hr {
|
||
border: none;
|
||
border-top: 1px solid silver;
|
||
height: 1px;
|
||
text-align: left;
|
||
margin-left: 0;
|
||
width: 20%;
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||
min-width: 100px;
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||
}
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||
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||
div.colist td {
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||
padding-right: 0.5em;
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||
padding-bottom: 0.3em;
|
||
vertical-align: top;
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||
}
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div.colist td img {
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margin-top: 0.3em;
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||
}
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||
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||
@media print {
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||
#footer-badges { display: none; }
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||
}
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||
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||
#toc {
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||
margin-bottom: 2.5em;
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||
}
|
||
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||
#toctitle {
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||
color: #527bbd;
|
||
font-size: 1.1em;
|
||
font-weight: bold;
|
||
margin-top: 1.0em;
|
||
margin-bottom: 0.1em;
|
||
}
|
||
|
||
div.toclevel0, div.toclevel1, div.toclevel2, div.toclevel3, div.toclevel4 {
|
||
margin-top: 0;
|
||
margin-bottom: 0;
|
||
}
|
||
div.toclevel2 {
|
||
margin-left: 2em;
|
||
font-size: 0.9em;
|
||
}
|
||
div.toclevel3 {
|
||
margin-left: 4em;
|
||
font-size: 0.9em;
|
||
}
|
||
div.toclevel4 {
|
||
margin-left: 6em;
|
||
font-size: 0.9em;
|
||
}
|
||
|
||
span.aqua { color: aqua; }
|
||
span.black { color: black; }
|
||
span.blue { color: blue; }
|
||
span.fuchsia { color: fuchsia; }
|
||
span.gray { color: gray; }
|
||
span.green { color: green; }
|
||
span.lime { color: lime; }
|
||
span.maroon { color: maroon; }
|
||
span.navy { color: navy; }
|
||
span.olive { color: olive; }
|
||
span.purple { color: purple; }
|
||
span.red { color: red; }
|
||
span.silver { color: silver; }
|
||
span.teal { color: teal; }
|
||
span.white { color: white; }
|
||
span.yellow { color: yellow; }
|
||
|
||
span.aqua-background { background: aqua; }
|
||
span.black-background { background: black; }
|
||
span.blue-background { background: blue; }
|
||
span.fuchsia-background { background: fuchsia; }
|
||
span.gray-background { background: gray; }
|
||
span.green-background { background: green; }
|
||
span.lime-background { background: lime; }
|
||
span.maroon-background { background: maroon; }
|
||
span.navy-background { background: navy; }
|
||
span.olive-background { background: olive; }
|
||
span.purple-background { background: purple; }
|
||
span.red-background { background: red; }
|
||
span.silver-background { background: silver; }
|
||
span.teal-background { background: teal; }
|
||
span.white-background { background: white; }
|
||
span.yellow-background { background: yellow; }
|
||
|
||
span.big { font-size: 2em; }
|
||
span.small { font-size: 0.6em; }
|
||
|
||
span.underline { text-decoration: underline; }
|
||
span.overline { text-decoration: overline; }
|
||
span.line-through { text-decoration: line-through; }
|
||
|
||
div.unbreakable { page-break-inside: avoid; }
|
||
|
||
|
||
/*
|
||
* xhtml11 specific
|
||
*
|
||
* */
|
||
|
||
div.tableblock {
|
||
margin-top: 1.0em;
|
||
margin-bottom: 1.5em;
|
||
}
|
||
div.tableblock > table {
|
||
border: 3px solid #527bbd;
|
||
}
|
||
thead, p.table.header {
|
||
font-weight: bold;
|
||
color: #527bbd;
|
||
}
|
||
p.table {
|
||
margin-top: 0;
|
||
}
|
||
/* Because the table frame attribute is overriden by CSS in most browsers. */
|
||
div.tableblock > table[frame="void"] {
|
||
border-style: none;
|
||
}
|
||
div.tableblock > table[frame="hsides"] {
|
||
border-left-style: none;
|
||
border-right-style: none;
|
||
}
|
||
div.tableblock > table[frame="vsides"] {
|
||
border-top-style: none;
|
||
border-bottom-style: none;
|
||
}
|
||
|
||
|
||
/*
|
||
* html5 specific
|
||
*
|
||
* */
|
||
|
||
table.tableblock {
|
||
margin-top: 1.0em;
|
||
margin-bottom: 1.5em;
|
||
}
|
||
thead, p.tableblock.header {
|
||
font-weight: bold;
|
||
color: #527bbd;
|
||
}
|
||
p.tableblock {
|
||
margin-top: 0;
|
||
}
|
||
table.tableblock {
|
||
border-width: 3px;
|
||
border-spacing: 0px;
|
||
border-style: solid;
|
||
border-color: #527bbd;
|
||
border-collapse: collapse;
|
||
}
|
||
th.tableblock, td.tableblock {
|
||
border-width: 1px;
|
||
padding: 4px;
|
||
border-style: solid;
|
||
border-color: #527bbd;
|
||
}
|
||
|
||
table.tableblock.frame-topbot {
|
||
border-left-style: hidden;
|
||
border-right-style: hidden;
|
||
}
|
||
table.tableblock.frame-sides {
|
||
border-top-style: hidden;
|
||
border-bottom-style: hidden;
|
||
}
|
||
table.tableblock.frame-none {
|
||
border-style: hidden;
|
||
}
|
||
|
||
th.tableblock.halign-left, td.tableblock.halign-left {
|
||
text-align: left;
|
||
}
|
||
th.tableblock.halign-center, td.tableblock.halign-center {
|
||
text-align: center;
|
||
}
|
||
th.tableblock.halign-right, td.tableblock.halign-right {
|
||
text-align: right;
|
||
}
|
||
|
||
th.tableblock.valign-top, td.tableblock.valign-top {
|
||
vertical-align: top;
|
||
}
|
||
th.tableblock.valign-middle, td.tableblock.valign-middle {
|
||
vertical-align: middle;
|
||
}
|
||
th.tableblock.valign-bottom, td.tableblock.valign-bottom {
|
||
vertical-align: bottom;
|
||
}
|
||
|
||
|
||
/*
|
||
* manpage specific
|
||
*
|
||
* */
|
||
|
||
body.manpage h1 {
|
||
padding-top: 0.5em;
|
||
padding-bottom: 0.5em;
|
||
border-top: 2px solid silver;
|
||
border-bottom: 2px solid silver;
|
||
}
|
||
body.manpage h2 {
|
||
border-style: none;
|
||
}
|
||
body.manpage div.sectionbody {
|
||
margin-left: 3em;
|
||
}
|
||
|
||
@media print {
|
||
body.manpage div#toc { display: none; }
|
||
}
|
||
|
||
|
||
@import url(http://fonts.googleapis.com/css?family=Varela+Round|Open+Sans:400italic,700italic,400,700);
|
||
@import url(http://cdnjs.cloudflare.com/ajax/libs/font-awesome/3.2.0/css/font-awesome.css);
|
||
/*! normalize.css v2.1.1 | MIT License | git.io/normalize */
|
||
/* ========================================================================== HTML5 display definitions ========================================================================== */
|
||
/** Correct `block` display not defined in IE 8/9. */
|
||
article, aside, details, figcaption, figure, footer, header, hgroup, main, nav, section, summary { display: block; }
|
||
|
||
/** Correct `inline-block` display not defined in IE 8/9. */
|
||
audio, canvas, video { display: inline-block; }
|
||
|
||
/** Prevent modern browsers from displaying `audio` without controls. Remove excess height in iOS 5 devices. */
|
||
audio:not([controls]) { display: none; height: 0; }
|
||
|
||
/** Address styling not present in IE 8/9. */
|
||
[hidden] { display: none; }
|
||
|
||
/* ========================================================================== Base ========================================================================== */
|
||
/** 1. Prevent system color scheme's background color being used in Firefox, IE, and Opera. 2. Prevent system color scheme's text color being used in Firefox, IE, and Opera. 3. Set default font family to sans-serif. 4. Prevent iOS text size adjust after orientation change, without disabling user zoom. */
|
||
html { background: #fff; /* 1 */ color: #000; /* 2 */ font-family: sans-serif; /* 3 */ -ms-text-size-adjust: 100%; /* 4 */ -webkit-text-size-adjust: 100%; /* 4 */ }
|
||
|
||
/** Remove default margin. */
|
||
body { margin: 0; }
|
||
|
||
/* ========================================================================== Links ========================================================================== */
|
||
/** Address `outline` inconsistency between Chrome and other browsers. */
|
||
a:focus { outline: thin dotted; }
|
||
|
||
/** Improve readability when focused and also mouse hovered in all browsers. */
|
||
a:active, a:hover { outline: 0; }
|
||
|
||
/* ========================================================================== Typography ========================================================================== */
|
||
/** Address variable `h1` font-size and margin within `section` and `article` contexts in Firefox 4+, Safari 5, and Chrome. */
|
||
h1 { font-size: 2em; margin: 0.67em 0; }
|
||
|
||
/** Address styling not present in IE 8/9, Safari 5, and Chrome. */
|
||
abbr[title] { border-bottom: 1px dotted; }
|
||
|
||
/** Address style set to `bolder` in Firefox 4+, Safari 5, and Chrome. */
|
||
b, strong { font-weight: bold; }
|
||
|
||
/** Address styling not present in Safari 5 and Chrome. */
|
||
dfn { font-style: italic; }
|
||
|
||
/** Address differences between Firefox and other browsers. */
|
||
hr { -moz-box-sizing: content-box; box-sizing: content-box; height: 0; }
|
||
|
||
/** Address styling not present in IE 8/9. */
|
||
mark { background: #ff0; color: #000; }
|
||
|
||
/** Correct font family set oddly in Safari 5 and Chrome. */
|
||
code, kbd, pre, samp { font-family: monospace, serif; font-size: 1em; }
|
||
|
||
/** Improve readability of pre-formatted text in all browsers. */
|
||
pre { white-space: pre-wrap; }
|
||
|
||
/** Set consistent quote types. */
|
||
q { quotes: "\201C" "\201D" "\2018" "\2019"; }
|
||
|
||
/** Address inconsistent and variable font size in all browsers. */
|
||
small { font-size: 80%; }
|
||
|
||
/** Prevent `sub` and `sup` affecting `line-height` in all browsers. */
|
||
sub, sup { font-size: 75%; line-height: 0; position: relative; vertical-align: baseline; }
|
||
|
||
sup { top: -0.5em; }
|
||
|
||
sub { bottom: -0.25em; }
|
||
|
||
/* ========================================================================== Embedded content ========================================================================== */
|
||
/** Remove border when inside `a` element in IE 8/9. */
|
||
img { border: 0; }
|
||
|
||
/** Correct overflow displayed oddly in IE 9. */
|
||
svg:not(:root) { overflow: hidden; }
|
||
|
||
/* ========================================================================== Figures ========================================================================== */
|
||
/** Address margin not present in IE 8/9 and Safari 5. */
|
||
figure { margin: 0; }
|
||
|
||
/* ========================================================================== Forms ========================================================================== */
|
||
/** Define consistent border, margin, and padding. */
|
||
fieldset { border: 1px solid #c0c0c0; margin: 0 2px; padding: 0.35em 0.625em 0.75em; }
|
||
|
||
/** 1. Correct `color` not being inherited in IE 8/9. 2. Remove padding so people aren't caught out if they zero out fieldsets. */
|
||
legend { border: 0; /* 1 */ padding: 0; /* 2 */ }
|
||
|
||
/** 1. Correct font family not being inherited in all browsers. 2. Correct font size not being inherited in all browsers. 3. Address margins set differently in Firefox 4+, Safari 5, and Chrome. */
|
||
button, input, select, textarea { font-family: inherit; /* 1 */ font-size: 100%; /* 2 */ margin: 0; /* 3 */ }
|
||
|
||
/** Address Firefox 4+ setting `line-height` on `input` using `!important` in the UA stylesheet. */
|
||
button, input { line-height: normal; }
|
||
|
||
/** Address inconsistent `text-transform` inheritance for `button` and `select`. All other form control elements do not inherit `text-transform` values. Correct `button` style inheritance in Chrome, Safari 5+, and IE 8+. Correct `select` style inheritance in Firefox 4+ and Opera. */
|
||
button, select { text-transform: none; }
|
||
|
||
/** 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio` and `video` controls. 2. Correct inability to style clickable `input` types in iOS. 3. Improve usability and consistency of cursor style between image-type `input` and others. */
|
||
button, html input[type="button"], input[type="reset"], input[type="submit"] { -webkit-appearance: button; /* 2 */ cursor: pointer; /* 3 */ }
|
||
|
||
/** Re-set default cursor for disabled elements. */
|
||
button[disabled], html input[disabled] { cursor: default; }
|
||
|
||
/** 1. Address box sizing set to `content-box` in IE 8/9. 2. Remove excess padding in IE 8/9. */
|
||
input[type="checkbox"], input[type="radio"] { box-sizing: border-box; /* 1 */ padding: 0; /* 2 */ }
|
||
|
||
/** 1. Address `appearance` set to `searchfield` in Safari 5 and Chrome. 2. Address `box-sizing` set to `border-box` in Safari 5 and Chrome (include `-moz` to future-proof). */
|
||
input[type="search"] { -webkit-appearance: textfield; /* 1 */ -moz-box-sizing: content-box; -webkit-box-sizing: content-box; /* 2 */ box-sizing: content-box; }
|
||
|
||
/** Remove inner padding and search cancel button in Safari 5 and Chrome on OS X. */
|
||
input[type="search"]::-webkit-search-cancel-button, input[type="search"]::-webkit-search-decoration { -webkit-appearance: none; }
|
||
|
||
/** Remove inner padding and border in Firefox 4+. */
|
||
button::-moz-focus-inner, input::-moz-focus-inner { border: 0; padding: 0; }
|
||
|
||
/** 1. Remove default vertical scrollbar in IE 8/9. 2. Improve readability and alignment in all browsers. */
|
||
textarea { overflow: auto; /* 1 */ vertical-align: top; /* 2 */ }
|
||
|
||
/* ========================================================================== Tables ========================================================================== */
|
||
/** Remove most spacing between table cells. */
|
||
table { border-collapse: collapse; border-spacing: 0; }
|
||
|
||
*, *:before, *:after { -moz-box-sizing: border-box; -webkit-box-sizing: border-box; box-sizing: border-box; }
|
||
|
||
html, body { font-size: 100%; }
|
||
|
||
body { background: white; color: #222222; padding: 0; margin: 0; font-family: "Helvetica Neue", "Helvetica", Helvetica, Arial, sans-serif; font-weight: normal; font-style: normal; line-height: 1; position: relative; cursor: auto; }
|
||
|
||
a:hover { cursor: pointer; }
|
||
|
||
a:focus { outline: none; }
|
||
|
||
img, object, embed { max-width: 100%; height: auto; }
|
||
|
||
object, embed { height: 100%; }
|
||
|
||
img { -ms-interpolation-mode: bicubic; }
|
||
|
||
#map_canvas img, #map_canvas embed, #map_canvas object, .map_canvas img, .map_canvas embed, .map_canvas object { max-width: none !important; }
|
||
|
||
.left { float: left !important; }
|
||
|
||
.right { float: right !important; }
|
||
|
||
.text-left { text-align: left !important; }
|
||
|
||
.text-right { text-align: right !important; }
|
||
|
||
.text-center { text-align: center !important; }
|
||
|
||
.text-justify { text-align: justify !important; }
|
||
|
||
.hide { display: none; }
|
||
|
||
.antialiased, body { -webkit-font-smoothing: antialiased; }
|
||
|
||
img { display: inline-block; vertical-align: middle; }
|
||
|
||
textarea { height: auto; min-height: 50px; }
|
||
|
||
select { width: 100%; }
|
||
|
||
p.lead, .paragraph.lead > p, #preamble > .sectionbody > .paragraph:first-of-type p { font-size: 1.21875em; line-height: 1.6; }
|
||
|
||
.subheader, #content #toctitle, .admonitionblock td.content > .title, .exampleblock > .title, .imageblock > .title, .videoblock > .title, .listingblock > .title, .literalblock > .title, .openblock > .title, .paragraph > .title, .quoteblock > .title, .sidebarblock > .title, .tableblock > .title, .verseblock > .title, .dlist > .title, .olist > .title, .ulist > .title, .qlist > .title, .hdlist > .title, .tableblock > caption { line-height: 1.4; color: #385dbd; font-weight: 300; margin-top: 0.2em; margin-bottom: 0.5em; }
|
||
|
||
/* Typography resets */
|
||
div, dl, dt, dd, ul, ol, li, h1, h2, h3, #toctitle, .sidebarblock > .content > .title, h4, h5, h6, pre, form, p, blockquote, th, td { margin: 0; padding: 0; direction: ltr; }
|
||
|
||
/* Default Link Styles */
|
||
a { color: #095557; text-decoration: underline; line-height: inherit; }
|
||
a:hover, a:focus { color: #042829; }
|
||
a img { border: none; }
|
||
|
||
/* Default paragraph styles */
|
||
p { font-family: inherit; font-weight: normal; font-size: 1em; line-height: 1.6; margin-bottom: 1.25em; text-rendering: optimizeLegibility; }
|
||
p aside { font-size: 0.875em; line-height: 1.35; font-style: italic; }
|
||
|
||
/* Default header styles */
|
||
h1, h2, h3, #toctitle, .sidebarblock > .content > .title, h4, h5, h6 { font-family: "Varela Round", Arial, sans-serif; font-weight: normal; font-style: normal; color: #152347; text-rendering: optimizeLegibility; margin-top: 0.8em; margin-bottom: 0.5em; line-height: 1.2125em; }
|
||
h1 small, h2 small, h3 small, #toctitle small, .sidebarblock > .content > .title small, h4 small, h5 small, h6 small { font-size: 60%; color: #385dbd; line-height: 0; }
|
||
|
||
h1 { font-size: 2.125em; }
|
||
|
||
h2 { font-size: 1.6875em; }
|
||
|
||
h3, #toctitle, .sidebarblock > .content > .title { font-size: 1.375em; }
|
||
|
||
h4 { font-size: 1.125em; }
|
||
|
||
h5 { font-size: 1.125em; }
|
||
|
||
h6 { font-size: 1em; }
|
||
|
||
hr { border: solid #dcd2c9; border-width: 1px 0 0; clear: both; margin: 1.25em 0 1.1875em; height: 0; }
|
||
|
||
/* Helpful Typography Defaults */
|
||
em, i { font-style: italic; line-height: inherit; }
|
||
|
||
strong, b { font-weight: bold; line-height: inherit; }
|
||
|
||
small { font-size: 60%; line-height: inherit; }
|
||
|
||
code { font-family: Consolas, "Liberation Mono", Courier, monospace; font-weight: bold; color: #691816; }
|
||
|
||
/* Lists */
|
||
ul, ol, dl { font-size: 1em; line-height: 1.6; margin-bottom: 1.25em; list-style-position: outside; font-family: inherit; }
|
||
|
||
ul, ol { margin-left: 1.5em; }
|
||
|
||
/* Unordered Lists */
|
||
ul li ul, ul li ol { margin-left: 1.25em; margin-bottom: 0; font-size: 1em; /* Override nested font-size change */ }
|
||
ul.square li ul, ul.circle li ul, ul.disc li ul { list-style: inherit; }
|
||
ul.square { list-style-type: square; }
|
||
ul.circle { list-style-type: circle; }
|
||
ul.disc { list-style-type: disc; }
|
||
ul.no-bullet { list-style: none; }
|
||
|
||
/* Ordered Lists */
|
||
ol li ul, ol li ol { margin-left: 1.25em; margin-bottom: 0; }
|
||
|
||
/* Definition Lists */
|
||
dl dt { margin-bottom: 0.3125em; font-weight: bold; }
|
||
dl dd { margin-bottom: 1.25em; }
|
||
|
||
/* Abbreviations */
|
||
abbr, acronym { text-transform: uppercase; font-size: 90%; color: #211306; border-bottom: 1px dotted #dddddd; cursor: help; }
|
||
|
||
abbr { text-transform: none; }
|
||
|
||
/* Blockquotes */
|
||
blockquote { margin: 0 0 1.25em; padding: 0.5625em 1.25em 0 1.1875em; border-left: 1px solid #dddddd; }
|
||
blockquote cite { display: block; font-size: 0.8125em; color: #655241; }
|
||
blockquote cite:before { content: "\2014 \0020"; }
|
||
blockquote cite a, blockquote cite a:visited { color: #655241; }
|
||
|
||
blockquote, blockquote p { line-height: 1.6; color: #846b55; }
|
||
|
||
/* Microformats */
|
||
.vcard { display: inline-block; margin: 0 0 1.25em 0; border: 1px solid #dddddd; padding: 0.625em 0.75em; }
|
||
.vcard li { margin: 0; display: block; }
|
||
.vcard .fn { font-weight: bold; font-size: 0.9375em; }
|
||
|
||
.vevent .summary { font-weight: bold; }
|
||
.vevent abbr { cursor: auto; text-decoration: none; font-weight: bold; border: none; padding: 0 0.0625em; }
|
||
|
||
@media only screen and (min-width: 768px) { h1, h2, h3, #toctitle, .sidebarblock > .content > .title, h4, h5, h6 { line-height: 1.4; }
|
||
h1 { font-size: 2.75em; }
|
||
h2 { font-size: 2.3125em; }
|
||
h3, #toctitle, .sidebarblock > .content > .title { font-size: 1.6875em; }
|
||
h4 { font-size: 1.4375em; } }
|
||
/* Print styles. Inlined to avoid required HTTP connection: www.phpied.com/delay-loading-your-print-css/ Credit to Paul Irish and HTML5 Boilerplate (html5boilerplate.com)
|
||
*/
|
||
.print-only { display: none !important; }
|
||
|
||
@media print { * { size:landscape; background: transparent !important; color: #000 !important; /* Black prints faster: h5bp.com/s */ 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) ")"; }
|
||
.ir a:after, a[href^="javascript:"]:after, a[href^="#"]:after { content: ""; }
|
||
pre, blockquote { border: 1px solid #999; page-break-inside: avoid; }
|
||
thead { display: table-header-group; /* h5bp.com/t */ }
|
||
tr, img { page-break-inside: avoid; }
|
||
img { max-width: 100% !important; }
|
||
@page { margin: 0.5cm; }
|
||
p, h2, h3, #toctitle, .sidebarblock > .content > .title { orphans: 3; widows: 3; }
|
||
h2 { page-break-after: avoid; page-break-before: always;}
|
||
h2, h3, #toctitle, .sidebarblock > .content > .title { page-break-after: avoid; page-break-before: always;}
|
||
.hide-on-print { display: none !important; }
|
||
.print-only { display: block !important; }
|
||
.hide-for-print { display: none !important; }
|
||
.show-for-print { display: inherit !important; } }
|
||
/* Tables */
|
||
table { background: white; margin-bottom: 1.25em; border: solid 1px #e4e7ef; }
|
||
table thead, table tfoot { background: rgba(105, 60, 22, 0.25); font-weight: bold; }
|
||
table thead tr th, table thead tr td, table tfoot tr th, table tfoot tr td { padding: 0.5em 0.625em 0.625em; font-size: inherit; color: #211306; text-align: left; }
|
||
table tr th, table tr td { padding: 0.5625em 0.625em; font-size: inherit; color: #211306; }
|
||
table tr.even, table tr.alt, table tr:nth-of-type(even) { background: #f4f5f8; }
|
||
table thead tr th, table tfoot tr th, table tbody tr td, table tr td, table tfoot tr td { display: table-cell; line-height: 1.6; }
|
||
|
||
/* Inline Lists */
|
||
.inline-list { margin: 0 auto 0.625em auto; margin-left: -1.375em; margin-right: 0; padding: 0; list-style: none; overflow: hidden; }
|
||
.inline-list > li { list-style: none; float: left; margin-left: 1.375em; display: block; }
|
||
.inline-list > li > * { display: block; }
|
||
|
||
.clearfix:before, .clearfix:after, .float-group:before, .float-group:after { content: " "; display: table; }
|
||
.clearfix:after, .float-group:after { clear: both; }
|
||
|
||
*:not(pre) > code { font-size: inherit; padding: 0; white-space: nowrap; background-color: inherit; border: 0 solid #dddddd; -webkit-border-radius: 6px; border-radius: 6px; text-shadow: none; }
|
||
|
||
pre, pre > code { line-height: 1.4; color: black; font-family: monospace, serif; font-weight: normal; }
|
||
|
||
kbd.keyseq { color: #774417; }
|
||
|
||
kbd:not(.keyseq) { display: inline-block; color: #211306; font-size: 0.75em; line-height: 1.4; background-color: #F7F7F7; border: 1px solid #ccc; -webkit-border-radius: 3px; border-radius: 3px; -webkit-box-shadow: 0 1px 0 rgba(0, 0, 0, 0.2), 0 0 0 2px white inset; box-shadow: 0 1px 0 rgba(0, 0, 0, 0.2), 0 0 0 2px white inset; margin: -0.15em 0.15em 0 0.15em; padding: 0.2em 0.6em 0.2em 0.5em; vertical-align: middle; white-space: nowrap; }
|
||
|
||
kbd kbd:first-child { margin-left: 0; }
|
||
|
||
kbd kbd:last-child { margin-right: 0; }
|
||
|
||
.menuseq, .menu { color: black; }
|
||
|
||
p a > code:hover { color: #541312; }
|
||
|
||
#header, #content, #footnotes, #footer { width: 100%; margin-left: auto; margin-right: auto; margin-top: 0; margin-bottom: 0; max-width: 62.5em; *zoom: 1; position: relative; padding-left: 0.9375em; padding-right: 0.9375em; }
|
||
#header:before, #header:after, #content:before, #content:after, #footnotes:before, #footnotes:after, #footer:before, #footer:after { content: " "; display: table; }
|
||
#header:after, #content:after, #footnotes:after, #footer:after { clear: both; }
|
||
|
||
#header { margin-bottom: 2.5em; }
|
||
#header > h1 { color: #693c16; font-weight: normal; border-bottom: 1px solid #dcd2c9; margin-bottom: -28px; padding-bottom: 32px; }
|
||
#header span { color: #846b55; }
|
||
#header #revnumber { text-transform: capitalize; }
|
||
#header br { display: none; }
|
||
#header br + span { padding-left: 3px; }
|
||
#header br + span:before { content: "\2013 \0020"; }
|
||
#header br + span.author { padding-left: 0; }
|
||
#header br + span.author:before { content: ", "; }
|
||
|
||
#toc { border-bottom: 1px solid #e6dfd8; padding-bottom: 1.25em; }
|
||
#toc > ul { margin-left: 0.25em; }
|
||
#toc ul.sectlevel0 > li > a { font-style: italic; }
|
||
#toc ul.sectlevel0 ul.sectlevel1 { margin-left: 0; margin-top: 0.5em; margin-bottom: 0.5em; }
|
||
#toc ul { list-style-type: none; }
|
||
|
||
#toctitle { color: #385dbd; }
|
||
|
||
@media only screen and (min-width: 1280px) { body.toc2 { padding-left: 20em; }
|
||
#toc.toc2 { position: fixed; width: 20em; left: 0; top: 0; border-right: 1px solid #e6dfd8; border-bottom: 0; z-index: 1000; padding: 1em; height: 100%; overflow: auto; }
|
||
#toc.toc2 #toctitle { margin-top: 0; }
|
||
#toc.toc2 > ul { font-size: .95em; }
|
||
#toc.toc2 ul ul { margin-left: 0; padding-left: 1.25em; }
|
||
#toc.toc2 ul.sectlevel0 ul.sectlevel1 { padding-left: 0; margin-top: 0.5em; margin-bottom: 0.5em; }
|
||
body.toc2.toc-right { padding-left: 0; padding-right: 20em; }
|
||
body.toc2.toc-right #toc.toc2 { border-right: 0; border-left: 1px solid #e6dfd8; left: auto; right: 0; } }
|
||
#content #toc { border-style: solid; border-width: 1px; border-color: #d9d9d9; margin-bottom: 1.25em; padding: 1.25em; background: #f2f2f2; border-width: 0; -webkit-border-radius: 6px; border-radius: 6px; }
|
||
#content #toc > :first-child { margin-top: 0; }
|
||
#content #toc > :last-child { margin-bottom: 0; }
|
||
#content #toc a { text-decoration: none; }
|
||
|
||
#content #toctitle { font-weight: bold; font-family: "Open Sans", Arial, sans-serif; font-size: 1em; padding-left: 0.125em; }
|
||
|
||
#footer { max-width: 100%; background-color: #23160c; padding: 1.25em; }
|
||
|
||
#footer-text { color: #deecf9; line-height: 1.44; }
|
||
|
||
.sect1 { padding-bottom: 1.25em; }
|
||
|
||
.sect1 + .sect1 { border-top: 1px solid #e6dfd8; }
|
||
|
||
#content h1 > a.anchor, h2 > a.anchor, h3 > a.anchor, #toctitle > a.anchor, .sidebarblock > .content > .title > a.anchor, h4 > a.anchor, h5 > a.anchor, h6 > a.anchor { position: absolute; width: 1em; margin-left: -1em; display: block; text-decoration: none; visibility: hidden; text-align: center; font-weight: normal; }
|
||
#content h1 > a.anchor:before, h2 > a.anchor:before, h3 > a.anchor:before, #toctitle > a.anchor:before, .sidebarblock > .content > .title > a.anchor:before, h4 > a.anchor:before, h5 > a.anchor:before, h6 > a.anchor:before { content: '\00A7'; font-size: .85em; vertical-align: text-top; display: block; margin-top: 0.05em; }
|
||
#content h1:hover > a.anchor, #content h1 > a.anchor:hover, h2:hover > a.anchor, h2 > a.anchor:hover, h3:hover > a.anchor, #toctitle:hover > a.anchor, .sidebarblock > .content > .title:hover > a.anchor, h3 > a.anchor:hover, #toctitle > a.anchor:hover, .sidebarblock > .content > .title > a.anchor:hover, h4:hover > a.anchor, h4 > a.anchor:hover, h5:hover > a.anchor, h5 > a.anchor:hover, h6:hover > a.anchor, h6 > a.anchor:hover { visibility: visible; }
|
||
#content h1 > a.link, h2 > a.link, h3 > a.link, #toctitle > a.link, .sidebarblock > .content > .title > a.link, h4 > a.link, h5 > a.link, h6 > a.link { color: #152347; text-decoration: none; }
|
||
#content h1 > a.link:hover, h2 > a.link:hover, h3 > a.link:hover, #toctitle > a.link:hover, .sidebarblock > .content > .title > a.link:hover, h4 > a.link:hover, h5 > a.link:hover, h6 > a.link:hover { color: #0f1933; }
|
||
|
||
.imageblock, .literalblock, .listingblock, .verseblock, .videoblock { margin-bottom: 1.25em; }
|
||
|
||
.admonitionblock td.content > .title, .exampleblock > .title, .imageblock > .title, .videoblock > .title, .listingblock > .title, .literalblock > .title, .openblock > .title, .paragraph > .title, .quoteblock > .title, .sidebarblock > .title, .tableblock > .title, .verseblock > .title, .dlist > .title, .olist > .title, .ulist > .title, .qlist > .title, .hdlist > .title { text-align: left; font-weight: bold; }
|
||
|
||
.tableblock > caption { text-align: left; font-weight: bold; white-space: nowrap; overflow: visible; max-width: 0; }
|
||
|
||
table.tableblock #preamble > .sectionbody > .paragraph:first-of-type p { font-size: inherit; }
|
||
|
||
.admonitionblock > table { border: 0; background: none; width: 100%; }
|
||
.admonitionblock > table td.icon { text-align: center; width: 80px; }
|
||
.admonitionblock > table td.icon img { max-width: none; }
|
||
.admonitionblock > table td.icon .title { font-weight: bold; text-transform: uppercase; }
|
||
.admonitionblock > table td.content { padding-left: 1.125em; padding-right: 1.25em; border-left: 1px solid #dcd2c9; color: #846b55; }
|
||
.admonitionblock > table td.content > :last-child > :last-child { margin-bottom: 0; }
|
||
|
||
.exampleblock > .content { border-style: solid; border-width: 1px; border-color: #f3e0ce; margin-bottom: 1.25em; padding: 1.25em; background: #fdfaf7; -webkit-border-radius: 6px; border-radius: 6px; }
|
||
.exampleblock > .content > :first-child { margin-top: 0; }
|
||
.exampleblock > .content > :last-child { margin-bottom: 0; }
|
||
.exampleblock > .content h1, .exampleblock > .content h2, .exampleblock > .content h3, .exampleblock > .content #toctitle, .sidebarblock.exampleblock > .content > .title, .exampleblock > .content h4, .exampleblock > .content h5, .exampleblock > .content h6, .exampleblock > .content p { color: #333333; }
|
||
.exampleblock > .content h1, .exampleblock > .content h2, .exampleblock > .content h3, .exampleblock > .content #toctitle, .sidebarblock.exampleblock > .content > .title, .exampleblock > .content h4, .exampleblock > .content h5, .exampleblock > .content h6 { line-height: 1; margin-bottom: 0.625em; }
|
||
.exampleblock > .content h1.subheader, .exampleblock > .content h2.subheader, .exampleblock > .content h3.subheader, .exampleblock > .content .subheader#toctitle, .sidebarblock.exampleblock > .content > .subheader.title, .exampleblock > .content h4.subheader, .exampleblock > .content h5.subheader, .exampleblock > .content h6.subheader { line-height: 1.4; }
|
||
|
||
.exampleblock.result > .content { -webkit-box-shadow: 0 1px 8px #d9d9d9; box-shadow: 0 1px 8px #d9d9d9; }
|
||
|
||
.sidebarblock { border-style: solid; border-width: 1px; border-color: #d9d9d9; margin-bottom: 1.25em; padding: 1.25em; background: #f2f2f2; -webkit-border-radius: 6px; border-radius: 6px; }
|
||
.sidebarblock > :first-child { margin-top: 0; }
|
||
.sidebarblock > :last-child { margin-bottom: 0; }
|
||
.sidebarblock h1, .sidebarblock h2, .sidebarblock h3, .sidebarblock #toctitle, .sidebarblock > .content > .title, .sidebarblock h4, .sidebarblock h5, .sidebarblock h6, .sidebarblock p { color: #333333; }
|
||
.sidebarblock h1, .sidebarblock h2, .sidebarblock h3, .sidebarblock #toctitle, .sidebarblock > .content > .title, .sidebarblock h4, .sidebarblock h5, .sidebarblock h6 { line-height: 1; margin-bottom: 0.625em; }
|
||
.sidebarblock h1.subheader, .sidebarblock h2.subheader, .sidebarblock h3.subheader, .sidebarblock .subheader#toctitle, .sidebarblock > .content > .subheader.title, .sidebarblock h4.subheader, .sidebarblock h5.subheader, .sidebarblock h6.subheader { line-height: 1.4; }
|
||
.sidebarblock > .content > .title { color: #385dbd; margin-top: 0; line-height: 1.6; }
|
||
|
||
.exampleblock > .content > :last-child > :last-child, .exampleblock > .content .olist > ol > li:last-child > :last-child, .exampleblock > .content .ulist > ul > li:last-child > :last-child, .exampleblock > .content .qlist > ol > li:last-child > :last-child, .sidebarblock > .content > :last-child > :last-child, .sidebarblock > .content .olist > ol > li:last-child > :last-child, .sidebarblock > .content .ulist > ul > li:last-child > :last-child, .sidebarblock > .content .qlist > ol > li:last-child > :last-child { margin-bottom: 0; }
|
||
|
||
.literalblock > .content pre, .listingblock > .content pre { background: url('../images/golo/pre-bg.png?1379461668'); border-width: 1px; border-style: solid; border-color: rgba(21, 35, 71, 0.1); -webkit-border-radius: 6px; border-radius: 6px; padding: 0.8em; word-wrap: break-word; }
|
||
.literalblock > .content pre.nowrap, .listingblock > .content pre.nowrap { overflow-x: auto; white-space: pre; word-wrap: normal; }
|
||
.literalblock > .content pre > code, .listingblock > .content pre > code { display: block; }
|
||
@media only screen { .literalblock > .content pre, .listingblock > .content pre { font-size: 0.72em; } }
|
||
@media only screen and (min-width: 768px) { .literalblock > .content pre, .listingblock > .content pre { font-size: 0.81em; } }
|
||
@media only screen and (min-width: 1280px) { .literalblock > .content pre, .listingblock > .content pre { font-size: 0.9em; } }
|
||
|
||
.listingblock > .content { position: relative; }
|
||
|
||
.listingblock:hover code[class*=" language-"]:before { text-transform: uppercase; font-size: 0.9em; color: #999; position: absolute; top: 0.375em; right: 0.375em; }
|
||
|
||
.listingblock:hover code.asciidoc:before { content: "asciidoc"; }
|
||
.listingblock:hover code.clojure:before { content: "clojure"; }
|
||
.listingblock:hover code.css:before { content: "css"; }
|
||
.listingblock:hover code.groovy:before { content: "groovy"; }
|
||
.listingblock:hover code.html:before { content: "html"; }
|
||
.listingblock:hover code.java:before { content: "java"; }
|
||
.listingblock:hover code.javascript:before { content: "javascript"; }
|
||
.listingblock:hover code.python:before { content: "python"; }
|
||
.listingblock:hover code.ruby:before { content: "ruby"; }
|
||
.listingblock:hover code.scss:before { content: "scss"; }
|
||
.listingblock:hover code.xml:before { content: "xml"; }
|
||
.listingblock:hover code.yaml:before { content: "yaml"; }
|
||
|
||
.listingblock.terminal pre .command:before { content: attr(data-prompt); padding-right: 0.5em; color: #999; }
|
||
|
||
.listingblock.terminal pre .command:not([data-prompt]):before { content: '$'; }
|
||
|
||
table.pyhltable { border: 0; margin-bottom: 0; }
|
||
|
||
table.pyhltable td { vertical-align: top; padding-top: 0; padding-bottom: 0; }
|
||
|
||
table.pyhltable td.code { padding-left: .75em; padding-right: 0; }
|
||
|
||
.highlight.pygments .lineno, table.pyhltable td:not(.code) { color: #999; padding-left: 0; padding-right: .5em; border-right: 1px solid #dcd2c9; }
|
||
|
||
.highlight.pygments .lineno { display: inline-block; margin-right: .25em; }
|
||
|
||
table.pyhltable .linenodiv { background-color: transparent !important; padding-right: 0 !important; }
|
||
|
||
.quoteblock { margin: 0 0 1.25em; padding: 0.5625em 1.25em 0 1.1875em; border-left: 1px solid #dddddd; }
|
||
.quoteblock blockquote { margin: 0 0 1.25em 0; padding: 0 0 0.5625em 0; border: 0; }
|
||
.quoteblock blockquote > .paragraph:last-child p { margin-bottom: 0; }
|
||
.quoteblock .attribution { margin-top: -.25em; padding-bottom: 0.5625em; font-size: 0.8125em; color: #655241; }
|
||
.quoteblock .attribution br { display: none; }
|
||
.quoteblock .attribution cite { display: block; margin-bottom: 0.625em; }
|
||
|
||
table thead th, table tfoot th { font-weight: bold; }
|
||
|
||
table.tableblock.grid-all { border-collapse: separate; border-spacing: 1px; -webkit-border-radius: 6px; border-radius: 6px; border-top: 1px solid #e4e7ef; border-bottom: 1px solid #e4e7ef; }
|
||
|
||
table.tableblock.frame-topbot, table.tableblock.frame-none { border-left: 0; border-right: 0; }
|
||
|
||
table.tableblock.frame-sides, table.tableblock.frame-none { border-top: 0; border-bottom: 0; }
|
||
|
||
table.tableblock td .paragraph:last-child p, table.tableblock td > p:last-child { margin-bottom: 0; }
|
||
|
||
th.tableblock.halign-left, td.tableblock.halign-left { text-align: left; }
|
||
|
||
th.tableblock.halign-right, td.tableblock.halign-right { text-align: right; }
|
||
|
||
th.tableblock.halign-center, td.tableblock.halign-center { text-align: center; }
|
||
|
||
th.tableblock.valign-top, td.tableblock.valign-top { vertical-align: top; }
|
||
|
||
th.tableblock.valign-bottom, td.tableblock.valign-bottom { vertical-align: bottom; }
|
||
|
||
th.tableblock.valign-middle, td.tableblock.valign-middle { vertical-align: middle; }
|
||
|
||
p.tableblock.header { color: #211306; font-weight: bold; }
|
||
|
||
td > div.verse { white-space: pre; }
|
||
|
||
ol { margin-left: 1.75em; }
|
||
|
||
ul li ol { margin-left: 1.5em; }
|
||
|
||
dl dd { margin-left: 1.125em; }
|
||
|
||
dl dd:last-child, dl dd:last-child > :last-child { margin-bottom: 0; }
|
||
|
||
ol > li p, ul > li p, ul dd, ol dd, .olist .olist, .ulist .ulist, .ulist .olist, .olist .ulist { margin-bottom: 0.625em; }
|
||
|
||
ul.unstyled, ol.unnumbered, ul.checklist, ul.none { list-style-type: none; }
|
||
|
||
ul.unstyled, ol.unnumbered, ul.checklist { margin-left: 0.625em; }
|
||
|
||
ul.checklist li > p:first-child > i[class^="icon-check"]:first-child, ul.checklist li > p:first-child > input[type="checkbox"]:first-child { margin-right: 0.25em; }
|
||
|
||
ul.checklist li > p:first-child > input[type="checkbox"]:first-child { position: relative; top: 1px; }
|
||
|
||
ul.inline { margin: 0 auto 0.625em auto; margin-left: -1.375em; margin-right: 0; padding: 0; list-style: none; overflow: hidden; }
|
||
ul.inline > li { list-style: none; float: left; margin-left: 1.375em; display: block; }
|
||
ul.inline > li > * { display: block; }
|
||
|
||
.unstyled dl dt { font-weight: normal; font-style: normal; }
|
||
|
||
ol.arabic { list-style-type: decimal; }
|
||
|
||
ol.decimal { list-style-type: decimal-leading-zero; }
|
||
|
||
ol.loweralpha { list-style-type: lower-alpha; }
|
||
|
||
ol.upperalpha { list-style-type: upper-alpha; }
|
||
|
||
ol.lowerroman { list-style-type: lower-roman; }
|
||
|
||
ol.upperroman { list-style-type: upper-roman; }
|
||
|
||
ol.lowergreek { list-style-type: lower-greek; }
|
||
|
||
.hdlist > table, .colist > table { border: 0; background: none; }
|
||
.hdlist > table > tbody > tr, .colist > table > tbody > tr { background: none; }
|
||
|
||
td.hdlist1 { padding-right: .8em; font-weight: bold; }
|
||
|
||
td.hdlist1, td.hdlist2 { vertical-align: top; }
|
||
|
||
.literalblock + .colist, .listingblock + .colist { margin-top: -0.5em; }
|
||
|
||
.colist > table tr > td:first-of-type { padding: 0 .8em; line-height: 1; }
|
||
.colist > table tr > td:last-of-type { padding: 0.25em 0; }
|
||
|
||
.qanda > ol > li > p > em:only-child { color: #063f40; }
|
||
|
||
.thumb, .th { line-height: 0; display: inline-block; border: solid 4px white; -webkit-box-shadow: 0 0 0 1px #dddddd; box-shadow: 0 0 0 1px #dddddd; }
|
||
|
||
.imageblock.left, .imageblock[style*="float: left"] { margin: 0.25em 0.625em 1.25em 0; }
|
||
.imageblock.right, .imageblock[style*="float: right"] { margin: 0.25em 0 1.25em 0.625em; }
|
||
.imageblock > .title { margin-bottom: 0; }
|
||
.imageblock.thumb, .imageblock.th { border-width: 6px; }
|
||
.imageblock.thumb > .title, .imageblock.th > .title { padding: 0 0.125em; }
|
||
|
||
.image.left, .image.right { margin-top: 0.25em; margin-bottom: 0.25em; display: inline-block; line-height: 0; }
|
||
.image.left { margin-right: 0.625em; }
|
||
.image.right { margin-left: 0.625em; }
|
||
|
||
a.image { text-decoration: none; }
|
||
|
||
span.footnote, span.footnoteref { vertical-align: super; font-size: 0.875em; }
|
||
span.footnote a, span.footnoteref a { text-decoration: none; }
|
||
|
||
#footnotes { padding-top: 0.75em; padding-bottom: 0.75em; margin-bottom: 0.625em; }
|
||
#footnotes hr { width: 20%; min-width: 6.25em; margin: -.25em 0 .75em 0; border-width: 1px 0 0 0; }
|
||
#footnotes .footnote { padding: 0 0.375em; line-height: 1.3; font-size: 0.875em; margin-left: 1.2em; text-indent: -1.2em; margin-bottom: .2em; }
|
||
#footnotes .footnote a:first-of-type { font-weight: bold; text-decoration: none; }
|
||
#footnotes .footnote:last-of-type { margin-bottom: 0; }
|
||
|
||
#content #footnotes { margin-top: -0.625em; margin-bottom: 0; padding: 0.75em 0; }
|
||
|
||
.gist .file-data > table { border: none; background: #fff; width: 100%; margin-bottom: 0; }
|
||
.gist .file-data > table td.line-data { width: 99%; }
|
||
|
||
div.unbreakable { page-break-inside: avoid; }
|
||
|
||
.big { font-size: larger; }
|
||
|
||
.small { font-size: smaller; }
|
||
|
||
.underline { text-decoration: underline; }
|
||
|
||
.overline { text-decoration: overline; }
|
||
|
||
.line-through { text-decoration: line-through; }
|
||
|
||
.aqua { color: #00bfbf; }
|
||
|
||
.aqua-background { background-color: #00fafa; }
|
||
|
||
.black { color: black; }
|
||
|
||
.black-background { background-color: black; }
|
||
|
||
.blue { color: #0000bf; }
|
||
|
||
.blue-background { background-color: #0000fa; }
|
||
|
||
.fuchsia { color: #bf00bf; }
|
||
|
||
.fuchsia-background { background-color: #fa00fa; }
|
||
|
||
.gray { color: #606060; }
|
||
|
||
.gray-background { background-color: #7d7d7d; }
|
||
|
||
.green { color: #006000; }
|
||
|
||
.green-background { background-color: #007d00; }
|
||
|
||
.lime { color: #00bf00; }
|
||
|
||
.lime-background { background-color: #00fa00; }
|
||
|
||
.maroon { color: #600000; }
|
||
|
||
.maroon-background { background-color: #7d0000; }
|
||
|
||
.navy { color: #000060; }
|
||
|
||
.navy-background { background-color: #00007d; }
|
||
|
||
.olive { color: #606000; }
|
||
|
||
.olive-background { background-color: #7d7d00; }
|
||
|
||
.purple { color: #600060; }
|
||
|
||
.purple-background { background-color: #7d007d; }
|
||
|
||
.red { color: #bf0000; }
|
||
|
||
.red-background { background-color: #fa0000; }
|
||
|
||
.silver { color: #909090; }
|
||
|
||
.silver-background { background-color: #bcbcbc; }
|
||
|
||
.teal { color: #006060; }
|
||
|
||
.teal-background { background-color: #007d7d; }
|
||
|
||
.white { color: #bfbfbf; }
|
||
|
||
.white-background { background-color: #fafafa; }
|
||
|
||
.yellow { color: #bfbf00; }
|
||
|
||
.yellow-background { background-color: #fafa00; }
|
||
|
||
span.icon > [class^="icon-"], span.icon > [class*=" icon-"] { cursor: default; }
|
||
|
||
.admonitionblock td.icon [class^="icon-"]:before { font-size: 2.5em; text-shadow: 1px 1px 2px rgba(0, 0, 0, 0.5); cursor: default; }
|
||
.admonitionblock td.icon .icon-note:before { content: "\f05a"; color: #095557; color: #064042; }
|
||
.admonitionblock td.icon .icon-tip:before { content: "\f0eb"; text-shadow: 1px 1px 2px rgba(155, 155, 0, 0.8); color: #111; }
|
||
.admonitionblock td.icon .icon-warning:before { content: "\f071"; color: #bf6900; }
|
||
.admonitionblock td.icon .icon-caution:before { content: "\f06d"; color: #bf3400; }
|
||
.admonitionblock td.icon .icon-important:before { content: "\f06a"; color: #bf0000; }
|
||
|
||
.conum { display: inline-block; color: white !important; background-color: #211306; -webkit-border-radius: 100px; border-radius: 100px; text-align: center; width: 20px; height: 20px; font-size: 12px; font-weight: bold; line-height: 20px; font-family: Arial, sans-serif; font-style: normal; position: relative; top: -2px; letter-spacing: -1px; }
|
||
.conum * { color: white !important; }
|
||
.conum + b { display: none; }
|
||
.conum:after { content: attr(data-value); }
|
||
.conum:not([data-value]):empty { display: none; }
|
||
|
||
body { background: url('../images/golo/body-bg.png?1379461668') #fdfaf7 repeat; }
|
||
|
||
#toc.toc2 ol ol { list-style-type: circle; padding-left: 1.75em; }
|
||
|
||
#toctitle { color: #152347; }
|
||
|
||
#header h1 { font-weight: bold; position: relative; left: -0.0625em; }
|
||
#header h1 span.lo { color: #dc9424; }
|
||
|
||
#content h2, #content h3, #content #toctitle, #content .sidebarblock > .content > .title, #content h4, #content h5, #content #toctitle { font-weight: normal; position: relative; left: -0.0625em; }
|
||
#content h2 { font-weight: bold; }
|
||
|
||
.admonitionblock > table td.content { border-color: #e6dfd8; }
|
||
|
||
table.tableblock.grid-all { -webkit-border-radius: 0; border-radius: 0; }
|
||
|
||
#footer { background-color: #23160c; }
|
||
</style>
|
||
<script type="text/javascript">
|
||
/*<+'])');
|
||
// Function that scans the DOM tree for header elements (the DOM2
|
||
// nodeIterator API would be a better technique but not supported by all
|
||
// browsers).
|
||
var iterate = function (el) {
|
||
for (var i = el.firstChild; i != null; i = i.nextSibling) {
|
||
if (i.nodeType == 1 /* Node.ELEMENT_NODE */) {
|
||
var mo = re.exec(i.tagName);
|
||
if (mo && (i.getAttribute("class") || i.getAttribute("className")) != "float") {
|
||
result[result.length] = new TocEntry(i, getText(i), mo[1]-1);
|
||
}
|
||
iterate(i);
|
||
}
|
||
}
|
||
}
|
||
iterate(el);
|
||
return result;
|
||
}
|
||
|
||
var toc = document.getElementById("toc");
|
||
if (!toc) {
|
||
return;
|
||
}
|
||
|
||
// Delete existing TOC entries in case we're reloading the TOC.
|
||
var tocEntriesToRemove = [];
|
||
var i;
|
||
for (i = 0; i < toc.childNodes.length; i++) {
|
||
var entry = toc.childNodes[i];
|
||
if (entry.nodeName.toLowerCase() == 'div'
|
||
&& entry.getAttribute("class")
|
||
&& entry.getAttribute("class").match(/^toclevel/))
|
||
tocEntriesToRemove.push(entry);
|
||
}
|
||
for (i = 0; i < tocEntriesToRemove.length; i++) {
|
||
toc.removeChild(tocEntriesToRemove[i]);
|
||
}
|
||
|
||
// Rebuild TOC entries.
|
||
var entries = tocEntries(document.getElementById("content"), toclevels);
|
||
for (var i = 0; i < entries.length; ++i) {
|
||
var entry = entries[i];
|
||
if (entry.element.id == "")
|
||
entry.element.id = "_toc_" + i;
|
||
var a = document.createElement("a");
|
||
a.href = "#" + entry.element.id;
|
||
a.appendChild(document.createTextNode(entry.text));
|
||
var div = document.createElement("div");
|
||
div.appendChild(a);
|
||
div.className = "toclevel" + entry.toclevel;
|
||
toc.appendChild(div);
|
||
}
|
||
if (entries.length == 0)
|
||
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/*]]>*/
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</script>
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</head>
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||
<body class="book">
|
||
<div id="header">
|
||
<h1>ACSI : Etude de cas 2013-2014 (Agile) : Groupe3</h1>
|
||
<span id="author">Jean-Michel Bruel</span><br>
|
||
<span id="email" class="monospaced"><<a href="mailto:jean-michel.bruel@univ-tlse2.fr">jean-michel.bruel@univ-tlse2.fr</a>></span><br>
|
||
<span id="revnumber">version 1.0,</span>
|
||
<span id="revdate">08/12/2013</span>
|
||
</div>
|
||
<div id="content">
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||
<div id="preamble">
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||
<div class="sectionbody">
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||
<div class="admonitionblock">
|
||
<table><tbody><tr>
|
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<td class="icon">
|
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<img alt="Warning" src="data:image/png;base64,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%0A/F/lgJiyQFHragAAAABJRU5ErkJggg==">
|
||
</td>
|
||
<td class="content">
|
||
<div class="paragraph"><p>Cette étude de cas donne lieu à une évaluation. Appliquez-vous!</p></div>
|
||
</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
<div style="page-break-after:always"></div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="_contexte">1. Contexte</h2>
|
||
<div class="sectionbody">
|
||
<div class="sect2">
|
||
<h3 id="_organisation">1.1. Organisation</h3>
|
||
<div class="paragraph"><p>Ce projet <strong>Agile</strong> d’<a href="http://webetud.iut-blagnac.fr/course/view.php?id=147">ACSI</a> est prévu pour durer 4 semaines, à raison de 3h par semaine
|
||
de séances en TD avec machines.</p></div>
|
||
<div class="paragraph"><p>Le déroulement des 4 semaines est approximativement le suivant :</p></div>
|
||
<div class="imageblock graphviz">
|
||
<div class="content">
|
||
<img alt="graphviz/agile.dot.png" 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YOhQvVajhh7KkMGZjiFjliyat3Fj8CoeLy9ftEhP5sqlTFmzalOobAfl8+Vz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%0AEJnf7I8wsKwAAAAASUVORK5CYII=">
|
||
</div>
|
||
<div class="title">Figure 1. Déroulement du projet agile sur 4 semaines</div>
|
||
</div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_environnement_logiciel">1.2. Environnement logiciel</h3>
|
||
<div class="dlist"><dl>
|
||
<dt class="hdlist1">
|
||
Identification
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
Vous pouvez en profiter pour changer de groupe par rapport au 1er projet.
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
Gestion de projet
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
Chaque groupe continuera à utiliser le gestionnaire de projet <a href="http://www.redmine.org/">Redmine</a> : <a href="http://algec.iut-blagnac.fr/redmine/">http://algec.iut-blagnac.fr/redmine/</a>.
|
||
De nouveaux projets vous seront affectés au 1er TD de la semaine 50.
|
||
Dans ces nouveaux projets, le plug-in "Scrum" sera activé pour vous permettre de mettre en oeuvre
|
||
les principes ailes vus en cours avec M. Inglebert.
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
Gestion de version
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
Chaque groupe est libre d’utiliser un dépôt qui lui est propre, mais il devra
|
||
être accessible par l’enseignant. Pour ceux qui n’ont pas de dépôt l’enseignant
|
||
vous en fournira un. En faire la demande via Redmine. Vous pouvez utiliser le même
|
||
dépôt que le 1er projet mais en ayant un répertoire différent.
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
Outils de modélisation
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
Les outils de modélisation sont libres, mais devront être utilisés (plantuml, starUML, etc.).
|
||
Pour chaque étape demandées il vous faudra remettre vos diagrammes en respectant une nomenclature
|
||
bien précise.
|
||
</p>
|
||
</dd>
|
||
</dl></div>
|
||
<div class="admonitionblock">
|
||
<table><tbody><tr>
|
||
<td class="icon">
|
||
<img alt="Warning" src="data:image/png;base64,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%0A/F/lgJiyQFHragAAAABJRU5ErkJggg==">
|
||
</td>
|
||
<td class="content">
|
||
<div class="paragraph"><p>Le respect de la nomenclature des fichiers à remettre est indispensable. Faites des tests et
|
||
vérifiez. Ces fichiers seront récupérés par des scripts…</p></div>
|
||
</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_divers">1.3. Divers</h3>
|
||
<div class="paragraph"><p>Quelques règles et informations concernant le sujet :</p></div>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Chaque groupe de TD de 2ème année traite un sujet différent.
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Dans un même groupe, vous pouvez vous aider entre équipes!
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Les commentaires sur vos modèles intermédiaires seront donnés à chaque groupe au fur et à mesure.
|
||
</p>
|
||
</li>
|
||
</ul></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="_exposé_du_ccu_pour_le_projet_du_groupe3">2. Exposé du CCU pour le projet du Groupe3</h2>
|
||
<div class="sectionbody">
|
||
<div class="paragraph"><p>Vous devez réaliser un logiciel pour le client John Doe, appelé <strong>CURLING</strong> (<em><strong>C</strong>heck if my <strong>URL</strong> <strong>LIN</strong>ks are <strong>G</strong>ood</em>).</p></div>
|
||
<div class="paragraph"><p><span class="image">
|
||
<img alt="images/curling.png" src="data:image/png;base64,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%0AkAAAAABJRU5ErkJggg==" width="80%">
|
||
</span></p></div>
|
||
<div class="sect2">
|
||
<h3 id="_objectifs_et_contexte">2.1. Objectifs et contexte</h3>
|
||
<div class="paragraph"><p>John Doe écrit de nombreux documents et supports de cours qui incluent des références à des documents
|
||
web (URLs). Il n’a pas le temps de vérifier systématiquement si ces URLs sont toujours valides (si le
|
||
document web est toujours accessible). Ils vous embauche pour lui réaliser une moulinette qui réalise
|
||
cette vérification pour lui.</p></div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_besoins_élémentaires">2.2. Besoins élémentaires</h3>
|
||
<div class="paragraph"><p>A minima, l’application demandera à John Doe le nom d’un fichier (texte) et fournit en retour
|
||
la liste des URLs défectueuses. John Doe a découvert dans une revue le paradigme MVC et vous demande
|
||
de l’appliquer.</p></div>
|
||
<div class="paragraph"><p>Dans l’idéal, l’application maintiendra une liste de documents avec des informations du type : dernière
|
||
fois que le fichier a été vérifié, type (e.g., <span class="monospaced">.html</span>, <span class="monospaced">.txt</span>, <span class="monospaced">.docx.</span>), nome (e.g., <span class="monospaced">/Users/JohnDoe/docs/test.txt</span>).</p></div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_besoins_optionnels">2.3. Besoins optionnels</h3>
|
||
<div class="paragraph"><p>On pourra imaginer qu’au lieu de fournir un nom de fichier, John Doe fournit un répertoire
|
||
(et que l’application CURLING vérifie toutes les URLs de tous les fichiers texte de ce répertoire).</p></div>
|
||
<div class="paragraph"><p>On pourra aussi imaginer que John Doe puisse sélectionner un fichier, ou un type de fichier dans une liste
|
||
de documents (déjà checkés par exemple).</p></div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_exemples_et_cas_de_test">2.4. Exemples et cas de test</h3>
|
||
<div class="paragraph"><p>Voici un exemple de fichier que John Doe veut pouvoir vérifier: <a href="file:///C:/Users/Geoff/AppData/Local/Temp/definition.txt">definition.txt</a>.</p></div>
|
||
</div>
|
||
<div class="sect2">
|
||
<h3 id="_glossaire">2.5. Glossaire</h3>
|
||
<div class="dlist"><dl>
|
||
<dt class="hdlist1">
|
||
MVC
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<em><strong>M</strong>odel <strong>V</strong>iew <strong>C</strong>ontroler</em>
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
URL
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<em><strong>U</strong>niversal <strong>R</strong>essource <strong>L</strong>ocator</em>
|
||
</p>
|
||
</dd>
|
||
</dl></div>
|
||
<div style="page-break-after:always"></div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="_planning">3. Planning</h2>
|
||
<div class="sectionbody">
|
||
<div class="paragraph"><p>Le principe du projet <a href="http://webetud.iut-blagnac.fr/course/view.php?id=147">ACSI</a> est que vous ne devriez pas à avoir à travailler (trop) en plus
|
||
des 2 séances de TD hebdomadaires.
|
||
Vous allez travailler par groupe de 3 ou 4.</p></div>
|
||
<div class="admonitionblock">
|
||
<table><tbody><tr>
|
||
<td class="icon">
|
||
<img alt="Tip" src="data:image/png;base64,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%0AqTCT16/0nPgLA/i6xjf+Xw3+B2ll/uiqTaJTAAAAAElFTkSuQmCC">
|
||
</td>
|
||
<td class="content">
|
||
<div class="paragraph"><p>Dans cette version "Agile" du projet, "déposer" régulièrement vos productions
|
||
est obligatoire car intégré à la démarche itérative.</p></div>
|
||
</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
<div class="paragraph"><p>Calendrier prévisionnel des "sprints"</p></div>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Semaine <strong>50</strong> (9 au 13 décembre 2013) - Sprint 0
|
||
</p>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Choix de l’infrastructure finale (langage de programmation, bases, etc.)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Analyse des besoins du client (<em>backlog</em> de produit)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Découpage en tâches des premières <em>stories</em>
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Appropriation du plug-in Scrum de <a href="http://www.redmine.org/">Redmine</a>
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Validation par le <em>product owner</em> (le client, votre prof bien aimé)
|
||
</p>
|
||
</li>
|
||
</ul></div>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Semaine <strong>51</strong> (16 au 20 décembre 2013) - Sprint 1
|
||
</p>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Choix des fonctionnalités à traiter dans le sprint
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Découpage en tâches et affectation aux membres du groupe
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Réalisation des tâches (test, code, et documentation)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Bilan avec le client (montrer l’appli au client + rétrospective équipe)
|
||
</p>
|
||
</li>
|
||
</ul></div>
|
||
</li>
|
||
</ul></div>
|
||
<div class="admonitionblock">
|
||
<table><tbody><tr>
|
||
<td class="icon">
|
||
<img alt="Warning" src="data:image/png;base64,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%0A/F/lgJiyQFHragAAAABJRU5ErkJggg==">
|
||
</td>
|
||
<td class="content">
|
||
<div class="paragraph"><p>Ce sprint important sera en "séances libres", votre client bien aimé étant absent
|
||
toute la semaine. Bilan client vendredi.</p></div>
|
||
</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Semaine <strong>2</strong> (6 au 10 janvier 2014) - Sprint 2 (étapes idem)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Semaine <strong>3</strong> (13 au 17 janvier 2014) - Sprint 3 (étapes idem)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Fin de la 2ème séance de TD de la semaine <strong>3</strong> (13 au 17 janvier 2014) :
|
||
</p>
|
||
<div class="ulist"><ul>
|
||
<li>
|
||
<p>
|
||
Démo de l’application au client
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Code <span class="monospaced">java</span>/<span class="monospaced">ruby</span> documenté (commentaires styles <span class="monospaced">javadoc</span>/<span class="monospaced">rdoc</span>) sur votre dépot
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Captures d'écran réelles (dans les documents redmine)
|
||
</p>
|
||
</li>
|
||
<li>
|
||
<p>
|
||
Rapport = Wiki de votre projet (redmine)
|
||
</p>
|
||
</li>
|
||
</ul></div>
|
||
</li>
|
||
</ul></div>
|
||
<div style="page-break-after:always"></div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="_dossier_final_à_remettre">4. Dossier final à remettre</h2>
|
||
<div class="sectionbody">
|
||
<div class="paragraph"><p>Seul le Wiki servira de "dossier final". L’ensemble des activités
|
||
(sprint, tâches, etc.) tracées dans <a href="http://www.redmine.org/">Redmine</a> fera aussi partie du
|
||
"dossier". Vous n’avez rien à rédiger de particulier sur ces aspects
|
||
de gestion de projet, mais vous avez à sérieusement renseigner chaque activité
|
||
de chaque membre à chaque TD.</p></div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="_evaluation_et_critères">5. Evaluation et critères</h2>
|
||
<div class="sectionbody">
|
||
<div class="paragraph"><p>L'évaluation portera principalement sur les critères suivants :</p></div>
|
||
<table class="tableblock frame-all grid-all" id="Criteres" style="
|
||
margin-left:auto; margin-right:auto;
|
||
width:90%;
|
||
">
|
||
<caption class="title">Table 1. Critères</caption>
|
||
<colgroup><col style="width:50%;">
|
||
<col style="width:33%;">
|
||
<col style="width:16%;">
|
||
</colgroup><thead>
|
||
<tr>
|
||
<th class="tableblock halign-left valign-top"> Critère </th>
|
||
<th class="tableblock halign-center valign-top"> Type de critère </th>
|
||
<th class="tableblock halign-center valign-top"> Poids approximatif</th>
|
||
</tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">WiKi</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Clarté, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">10%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Respect des sprints et principes agiles</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">20%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Diagramme des UC</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">5%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Diagramme des Classes Métier</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">5%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">SNI</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">10%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Diagramme de Séquence Système (2 UC au moins)</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">5%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Diagramme de Séquence « normal » (au moins 1 UC)</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">10%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Cohérence inter-modèles (SNI/UC/DC, UC/DSS/DS/DCP)</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">5%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Respect des nomenclatures, dépots SVN, Wiki, etc~</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, pertinence</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">10%</p></td>
|
||
</tr>
|
||
<tr>
|
||
<td class="tableblock halign-left valign-top"><p class="tableblock">Code exécutable, documentation et tests</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">Correction, documentation</p></td>
|
||
<td class="tableblock halign-center valign-top"><p class="tableblock">20%</p></td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
<div class="admonitionblock">
|
||
<table><tbody><tr>
|
||
<td class="icon">
|
||
<img alt="Tip" src="data:image/png;base64,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%0AqTCT16/0nPgLA/i6xjf+Xw3+B2ll/uiqTaJTAAAAAElFTkSuQmCC">
|
||
</td>
|
||
<td class="content">
|
||
<div class="paragraph"><p>Vous pouvez insérer une section "auto-évaluation" dans votre rapport, qui reprend cette grille et
|
||
vous permet de vous auto-évaluer.</p></div>
|
||
</td>
|
||
</tr></tbody></table>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="sect1">
|
||
<h2 id="Appendix">6. Annexes</h2>
|
||
<div class="sectionbody">
|
||
<div class="sect2">
|
||
<h3 id="_acronymes">6.1. Acronymes</h3>
|
||
<div class="dlist"><dl>
|
||
<dt class="hdlist1">
|
||
DC
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<strong>D</strong>iagramme de <strong>C</strong>lasse
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
DS
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<strong>D</strong>iagramme de <strong>S</strong>équence
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
DSS
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<strong>D</strong>iagramme de <strong>S</strong>équence <strong>S</strong>ystème
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
MVC
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<em><strong>M</strong>odel <strong>V</strong>iew <strong>C</strong>ontroler</em>
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
SNI
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
<strong>S</strong>chéma de <strong>N</strong>avigation d'<strong>I</strong>nterface
|
||
</p>
|
||
</dd>
|
||
<dt class="hdlist1">
|
||
UC
|
||
</dt>
|
||
<dd>
|
||
<p>
|
||
Diagramme des <strong>C</strong>as <strong>U</strong>tilisateurs
|
||
</p>
|
||
</dd>
|
||
</dl></div>
|
||
<div class="sidebarblock">
|
||
<div class="content">
|
||
<div class="paragraph"><p>Pour l’instant ce document est libre d’utilisation et géré par la <em>Licence Creative Commons</em>.
|
||
<span class="image">
|
||
<a class="image" href="http://creativecommons.org/licenses/by-sa/3.0/">
|
||
<img alt="Licence Creative Commons" src="data:image/png;base64,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%0AAABJRU5ErkJggg==">
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</a>
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</span>
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<a href="http://creativecommons.org/licenses/by-sa/3.0/">licence Creative Commons Paternité - Partage à l'Identique 3.0 non transposé</a>.</p></div>
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