frogs_core: test-data/references/03-chimera.html annotate

annotate test-data/references/03-chimera.html @ 2:76ff9af5c0a3 draft default tip

planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 0e987ae3594883fb3b12d2999c6ad7fccd0b1b64

author	frogs
date	Fri, 06 Feb 2026 22:05:51 +0000
parents	cd7675c5b15a
children

rev	line source
0 cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1 <!DOCTYPE html>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	3 <html>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	4 <head>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	5 <title>FROGS Remove Chimera</title>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	6 <meta charset="UTF-8" />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	7 <meta name="author" content="Frederic Escudie - Genotoul/MIAT & Maria Bernard - SIGENAE/GABI & Olivier Rué - Migale/MaIAGE" />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	8 <meta name="version" content="5.1.0" />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	9 <meta name="copyright" content="Copyright (C) 2025 INRAE" />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	10 <!-- JQUERY -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	11 <script type="text/javascript" src="https://code.jquery.com/jquery-3.7.1.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	12 <!-- ECHARTS -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	13 <script type="text/javascript" src="https://cdn.jsdelivr.net/npm/echarts@6.0.0/dist/echarts.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	14 <!-- Bootstrap -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	15 <link rel="stylesheet" href="https://cdn.datatables.net/1.10.21/css/dataTables.bootstrap4.min.css">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	16 <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap-table@1.22.6/dist/bootstrap-table.min.css">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	17 <script src="https://cdn.jsdelivr.net/npm/bootstrap@5.3.2/dist/js/bootstrap.bundle.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	18 <link href="https://cdn.jsdelivr.net/npm/bootstrap@5.3.2/dist/css/bootstrap.min.css" rel="stylesheet">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	19 <script src="https://cdn.jsdelivr.net/npm/bootstrap-table@1.22.6/dist/bootstrap-table.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	20 <!-- Extensions Export -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	21 <script src="https://cdn.jsdelivr.net/npm/tableexport.jquery.plugin@1.28.0/tableExport.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	22 <script src="https://cdn.jsdelivr.net/npm/bootstrap-table@1.22.6/dist/extensions/export/bootstrap-table-export.min.js"></script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	23 <!-- Font Awesome -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	24 <link href="https://maxcdn.bootstrapcdn.com/font-awesome/4.7.0/css/font-awesome.min.css" rel="stylesheet">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	25
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	26 <style type='text/css'>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	27 body{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	28 background-color: var(--frogsBackgroundColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	29 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	30 .page-link{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	31 color: var(--frogsColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	32 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	33 .page-link:hover{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	34 color: var(--frogsColorHover);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	35 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	36
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	37 /* Titles */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	38 h2{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	39 color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	40 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	41 .pb-2, .py-2 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	42 padding-bottom: 1.5rem !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	43 margin-bottom: 2rem !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	44 margin-top: 4rem !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	45 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	46
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	47 .nav-link {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	48 color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	49 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	50
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	51 .nav-tabs .nav-item.show .nav-link, .nav-tabs .nav-link.active {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	52 color: white !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	53 background-color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	54 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	55
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	56 .form-select:focus {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	57 border-color: rgba(185, 187, 189) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	58 box-shadow: 0 0 0 .25rem rgba(185, 187, 189, 0.25) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	59 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	60
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	61 .form-check-input:checked {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	62 background-color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	63 border-color: var(--frogsButtonBorderColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	64 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	65
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	66
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	67 /*
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	68 .btn-outline-primary{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	69 color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	70 border: var(--bs-btn-border-width) solid var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	71 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	72
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	73 .btn-outline-primary:hover{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	74 background-color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	75 color: white !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	76 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	77 */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	78 .btn{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	79 background-color: var(--frogsButtonColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	80 color: white !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	81 border-color: var(--frogsButtonBorderColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	82 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	83
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	84 .btn:hover {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	85 color: white !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	86 background-color: var(--frogsColorHover) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	87 /border-color: var(--frogsButtonBorderColor) !important;/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	88 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	89 */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	90 /* Global */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	91 /*
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	92 #dispersion {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	93 margin: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	94 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	95 #twofigs{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	96 height: 500px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	97 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	98 */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	99
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	100 #content {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	101 width: 90%;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	102 margin-right: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	103 margin-left: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	104 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	105 #js-alert {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	106 width: 90%;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	107 margin-right: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	108 margin-left: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	109 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	110 a {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	111 color: var(--frogsColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	112 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	113 a:hover{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	114 color: var(--frogsColorHover);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	115 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	116 .page-item.active .page-link {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	117 z-index: 1;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	118 color: #fff;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	119 background-color: var(--frogsButtonColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	120 border-color: var(--frogsButtonColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	121 outline: none !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	122 box-shadow: none !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	123 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	124
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	125 .pagination{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	126 --bs-pagination-color: var(--frogsColor) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	127 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	128 .page-link:hover {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	129 color: var(--frogsColorHover) !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	130 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	131
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	132
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	133
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	134
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	135 /* Checkmarks in tables */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	136 .checkmark {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	137 position: absolute;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	138 top: 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	139 left: 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	140 height: 20px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	141 width: 20px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	142 background-color: var(--frogsButtonColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	143 border-radius: 5px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	144 opacity:0.65;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	145 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	146 .container:hover input ~ .checkmark {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	147 background-color: var(--frogsColorHover);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	148 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	149 .checkmark:after {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	150 content: "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	151 position: absolute;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	152 display: none;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	153 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	154 .container input:checked ~ .checkmark:after {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	155 display: block;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	156 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	157 .container .checkmark:after {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	158 left: 7px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	159 top: 3px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	160 width: 6px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	161 height: 10px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	162 border: solid white;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	163 border-width: 0 3px 3px 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	164 -webkit-transform: rotate(45deg);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	165 -ms-transform: rotate(45deg);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	166 transform: rotate(45deg);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	167 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	168
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	169 /* Circles */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	170 .circle {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	171 /*border-style: solid;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	172 border-width: 3px;*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	173 border-radius: 50px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	174 box-shadow: 2px 2px 2px var(--frogsColorShadow);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	175 border-color: var(--frogsCircleBorderColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	176 background: var(--frogsCircleBackgroundColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	177 color: var(--frogsCircleFontColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	178 width: 180px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	179 height: 98px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	180 line-height: 30px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	181 text-align: center;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	182 margin-left: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	183 margin-right: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	184 display: flex;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	185 flex-direction: column;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	186 align-items: center;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	187 justify-content: center;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	188 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	189 .circle-value {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	190 font-weight: bold;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	191 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	192
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	193 .table{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	194 --bs-table-bg: var(--frogsBackgroundColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	195 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	196
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	197 #byFilters-jvenn svg {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	198 width: 100% !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	199 height: 100% !important;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	200 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	201
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	202 /* Sunburst CSS */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	203 #sunburst-graph{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	204 margin-left:auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	205 margin-right:auto
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	206 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	207 .jDistrib-walk-rank{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	208 height:100%;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	209 margin-right:2px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	210 padding:8px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	211 float:left;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	212 border-top-right-radius:7px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	213 border-bottom-right-radius:7px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	214 cursor:pointer;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	215 box-shadow:1px 1px 1px #555
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	216 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	217 .jDistrib-walk-rank-size{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	218 margin-left:5px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	219 padding:4px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	220 background-color:#FFF;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	221 color:#648a89;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	222 border-radius:9px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	223 text-align:center;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	224 font-size:10px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	225 font-family:sans-serif
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	226 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	227 .jDistrib-root-label{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	228 font-weight:700;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	229 cursor:pointer
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	230 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	231 .jDistrib-arc-label{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	232 cursor:pointer
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	233 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	234 .jDistrib-arc{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	235 cursor:pointer;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	236 stroke:#fff;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	237 fill-rule:evenodd
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	238 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	239 .jDistrib-tooltip{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	240 position:absolute;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	241 padding:10px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	242 font:12px sans-serif;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	243 background:var(--frogsColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	244 border:0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	245 border-radius:8px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	246 pointer-events:none;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	247 color:#FFF
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	248 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	249 .jDistrib-empty-details{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	250 color:#fff;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	251 background-color:var(--frogsColor);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	252 padding:15px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	253 margin-bottom:20px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	254 border:1px solid transparent;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	255 border-radius:4px
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	256 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	257 .jDistrib-table-details>tbody>tr:nth-of-type(2n+1){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	258 background-color:#F5F5F5
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	259 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	260 .jDistrib-table-details{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	261 border:1px solid #DDD;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	262 border-radius:8px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	263 border-spacing:1px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	264 border-collapse:separate
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	265 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	266 .jDistrib-table-details td,th{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	267 padding:2px 8px
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	268 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	269 .jDistrib-table-details .number{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	270 text-align:right
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	271 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	272 .jDistrib-export-toggle{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	273 height:30px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	274 width:30px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	275 padding:1px
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	276 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	277 .jDistrib-export-toggle div{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	278 background-color:#636363;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	279 border-radius:2px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	280 height:3px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	281 margin-top:2px;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	282 margin-bottom:2px
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	283 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	284 #sunburst-detail {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	285 text-align: center; /* centre le contenu inline et inline-block */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	286 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	287 #sunburst-detail .jDistrib-table-details {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	288 display: inline-table; /* permet de centrer la table */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	289 margin: 0 auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	290 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	291 /* End Sunburst CSS */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	292
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	293 #boxplot-container, #sequences-distrib-chart, #samples-distrib-hc {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	294 width: 100%;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	295 min-height: 300px; /* ou 400px */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	296 height: auto;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	297 }</style>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	298
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	299 <script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	300 /**
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	301 * Returns the string representation of the number.
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	302 * @param pValue {Float} The number to process.
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	303 * @return {String} The string representation (example: 12856892.11111 => 12,856,892.11).
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	304 */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	305 var numberDisplay = function( pValue ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	306 var new_val = "" ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	307 if( ("" + pValue + "").indexOf(".") != -1 ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	308 new_val = pValue.toFixed(2).replace(/(\d)(?=(\d{3})+\b)/g, '$1,');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	309 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	310 new_val = pValue.toFixed().replace(/(\d)(?=(\d{3})+\b)/g, '$1,');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	311 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	312 return new_val ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	313 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	314
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	315 function numericSorter(a, b) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	316 return parseFloat(a.replace(/,/g, "")) -
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	317 parseFloat(b.replace(/,/g, ""));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	318 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	319
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	320
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	321 var get_dispersion = function( values, counts ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	322 var dispersion = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	323
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	324 // Unstack list
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	325 unstacked_list = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	326 for( var idx = 0 ; idx < values.length ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	327 for( var nb_add = 0 ; nb_add < counts[idx] ; nb_add++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	328 unstacked_list.push( values[idx] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	329 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	330 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	331
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	332 // Process metrics
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	333 var nb_elt = unstacked_list.length ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	334 dispersion['min'] = unstacked_list[0] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	335 dispersion['max'] = unstacked_list[nb_elt - 1];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	336 if( nb_elt % 2 == 0 ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	337 dispersion['median'] = unstacked_list[(nb_elt/2) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	338 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	339 dispersion['median'] = (unstacked_list[parseInt((nb_elt/2) -1)] + unstacked_list[parseInt(nb_elt/2)])/2 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	340 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	341 // Deciles
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	342 for( var idx = 1 ; idx <= 9 ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	343 if( idx != 5 ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	344 dispersion[idx + '_decile'] = unstacked_list[Math.floor(idx*(nb_elt/10) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	345 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	346 dispersion['5_decile'] = dispersion['median'] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	347 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	348 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	349 // Quartiles
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	350 dispersion['lower_quartile'] = unstacked_list[Math.floor((nb_elt/4) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	351 dispersion['upper_quartile'] = unstacked_list[Math.floor((3*(nb_elt/4)) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	352
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	353 return dispersion ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	354 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	355
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	356
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	357 function recreateChart(oldChart, elementId, option, theme, height = null) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	358 const chartDom = document.getElementById(elementId);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	359 if (!chartDom) return null;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	360
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	361 if (oldChart) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	362 oldChart.__ro?.disconnect?.(); // débrancher ResizeObserver
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	363 oldChart.dispose();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	364 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	365
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	366 // S'assurer que le conteneur a une taille visible
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	367 if (!chartDom.style.height) chartDom.style.height = (height \|\| 600) + "px";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	368 //if (!chartDom.style.height) chartDom.style.width = (width \|\| 600) + "px";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	369 //if (!chartDom.style.width) chartDom.style.width = "50%";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	370 //chartDom.style.width = chartDom.clientWidth ? chartDom.clientWidth + "px" : "90%%";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	371
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	372
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	373 // ⚡ pas de width/height fixés ici
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	374 //const chart = echarts.init(chartDom, theme, {renderer: 'canvas', devicePixelRatio: 3});
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	375 const chart = echarts.init(chartDom, theme, {renderer: 'svg'});
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	376 chart.setOption(option);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	377
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	378 // Resize auto sur mutation du conteneur
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	379 const ro = new ResizeObserver(() => !chart.isDisposed() && chart.resize({animation:false}));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	380 ro.observe(chartDom);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	381 chart.__ro = ro;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	382 return chart;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	383 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	384
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	385
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	386 $('#themechoice').change(function() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	387 var $select = $(this);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	388 var selectedIndex = $select.prop('selectedIndex');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	389
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	390 // Activer toutes les options
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	391 $select.find('option').prop('disabled', false);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	392
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	393 // Désactiver l'option sélectionnée
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	394 if (selectedIndex > 0) { // Ignorer l'option "Switch theme"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	395 $select.find('option').eq(selectedIndex).prop('disabled', true);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	396 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	397
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	398 // Réinitialiser la sélection à "Switch theme"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	399 $select.prop('selectedIndex', 0);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	400 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	401
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	402
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	403
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	404
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	405 function hexToRgba(hex, alpha = 1) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	406 // Supprime le # si présent
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	407 hex = hex.replace(/^#/, '');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	408
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	409 // Gestion du format court (#123 → #112233)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	410 if (hex.length === 3) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	411 hex = hex.split('').map(c => c + c).join('');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	412 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	413
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	414 const r = parseInt(hex.slice(0, 2), 16);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	415 const g = parseInt(hex.slice(2, 4), 16);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	416 const b = parseInt(hex.slice(4, 6), 16);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	417
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	418 return `rgba(${r}, ${g}, ${b}, ${alpha})`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	419 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	420
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	421 var table = function (pTitle, pCategories, pData, footer = undefined) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	422
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	423 var isNumericColumn = pCategories.map((_, colIdx) => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	424 return pData.every(row =>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	425 row[colIdx] === null \|\|
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	426 row[colIdx] === "" \|\|
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	427 typeof row[colIdx] === "number"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	428 );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	429 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	430
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	431 // Header
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	432 var table_header_line = "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	433 for (var idx = 0; idx < pCategories.length; idx++) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	434 let sorterAttr = isNumericColumn[idx]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	435 ? " data-sorter='numericSorter'"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	436 : "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	437 table_header_line +=
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	438 ` <th data-sortable="true"${sorterAttr}>${pCategories[idx]}</th>\n`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	439 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	440 var table_header =
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	441 " <thead>\n" +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	442 " <tr>\n" +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	443 table_header_line +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	444 " </tr>\n" +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	445 " </thead>\n";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	446 var table_footer = footer
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	447 ? "<tfoot>\n" + footer + "</tfoot>\n"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	448 : "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	449
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	450 // Body
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	451 var table_body = "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	452 for (var data_idx = 0; data_idx < pData.length; data_idx++) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	453 var table_body_row = "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	454 for (var category_idx = 0; category_idx < pCategories.length; category_idx++) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	455 let val = pData[data_idx][category_idx];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	456 if (isNumericColumn[category_idx] && typeof val === "number") {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	457 table_body_row +=
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	458 ` <td data-value="${val}">${numberDisplay(val)}</td>\n`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	459 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	460 table_body_row +=
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	461 ` <td>${val ?? ""}</td>\n`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	462 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	463 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	464 table_body +=
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	465 " <tr>\n" +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	466 table_body_row +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	467 " </tr>\n";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	468 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	469 table_body =
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	470 " <tbody>\n" +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	471 table_body +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	472 " </tbody>\n";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	473
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	474 var table_caption = pTitle
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	475 ? " <caption>\n" + pTitle + " </caption>\n"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	476 : "";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	477
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	478 // Table
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	479 return `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	480 <div class="table-responsive">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	481 <table
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	482 class="table table-bordered table-striped"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	483 data-toggle="table"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	484 data-search="true"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	485 data-pagination="true"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	486 data-page-size="10"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	487 data-page-list='[5, 10, 20, 50, "All"]'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	488 data-show-export="true"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	489 data-export-types='["excel","csv"]'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	490 data-export-data-type="all"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	491 >
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	492 ${table_header}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	493 ${table_body}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	494 ${table_caption}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	495 ${table_footer}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	496 </table>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	497 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	498 `;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	499 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	500
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	501 var heatmapOption = function(data_type) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	502
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	503 if (data_type == null) data_type = "clstr";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	504
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	505 var clean_type = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	506 "clstr": "ASVs",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	507 "seq": "sequences"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	508 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	509
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	510 var categories_ident = [1, 50, 80, 90, 95, 99, 100, 101];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	511 var categories_cover = [1, 50, 80, 90, 95, 99, 100, 101];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	512
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	513 var heatmap_data = get_alignment_heatmap_data(categories_ident, categories_cover, data_type)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	514 .map(function(item) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	515 return [item[0], item[1], item[2] \|\| 0];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	516 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	517
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	518 //var frogsColor = style.getPropertyValue('--frogsColor').trim();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	519
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	520 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	521 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	522 text: 'Number of ' + clean_type[data_type] + ' by BLAST identity and coverage',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	523 left: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	524 textStyle: {fontWeight: 'normal'}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	525 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	526 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	527 position: 'top',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	528 formatter: function(params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	529 return 'Identity: <b>' + get_displayed_categories(categories_ident)[params.data[0]] + '</b><br>'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	530 + 'Coverage: <b>' + get_displayed_categories(categories_ident)[params.data[1]] + '</b><br>'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	531 + 'Nb ' + clean_type[data_type] + ': <b>' + params.data[2] + '</b>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	532 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	533 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	534 grid: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	535 height: '70%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	536 width: '70%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	537 top: '15%'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	538 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	539 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	540 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	541 data: get_displayed_categories(categories_ident),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	542 name: 'Identity',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	543 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	544 nameGap: 30,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	545 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	546 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	547 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	548 data: get_displayed_categories(categories_cover),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	549 name: 'Coverage',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	550 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	551 nameGap: 50,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	552 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	553 visualMap: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	554 min: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	555 max: Math.max(...heatmap_data.map(d => d[2])),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	556 calculable: false,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	557 orient: 'vertical',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	558 left: 'right',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	559 top: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	560 inRange: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	561 color: ['#ffffff', getCssVar('--frogsColor')]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	562 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	563 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	564 text: [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	565 Math.max(...heatmap_data.map(d => d[2])),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	566 0
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	567 ],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	568 textStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	569 color: getCssVar('--frogsColor'),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	570 fontSize: 12
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	571 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	572 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	573 series: [{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	574 name: clean_type[data_type],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	575 type: 'heatmap',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	576 data: heatmap_data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	577 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	578 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	579 color: '#000',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	580 fontSize: 12,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	581 formatter: function(params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	582 return params.data[2];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	583 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	584 textBorderColor: '#ffffff',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	585 textBorderWidth: 2
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	586 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	587 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	588 borderColor: getCssVar('--frogsColor'),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	589 borderWidth: 1
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	590 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	591 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	592 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	593 shadowBlur: 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	594 shadowColor: 'rgba(0,0,0,0.5)'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	595 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	596 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	597 }],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	598 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	599 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	600 saveAsImage: {}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	601 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	602 right: '10%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	603 top: 'top'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	604 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	605 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	606 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	607
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	608 var histogramOption = function(pTitle, pYTitle, pCategories, pSeries, unity) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	609 //var frogsColor = style.getPropertyValue('--frogsColor').trim();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	610 const frogsColor = getCssVar('--frogsColor');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	611 const frogsColor2 = getCssVar('--frogsColor2');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	612 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	613 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	614 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	615 left: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	616 textStyle: {fontWeight: 'normal'},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	617 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	618 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	619 trigger: 'axis',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	620 axisPointer: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	621 type: 'shadow'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	622 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	623 formatter: function(params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	624 let header = `<span style="font-size:12px"><b>${params[0].axisValue}</b></span><br>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	625 let body = params.map(p =>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	626 `<span style="color:${p.color};">${p.seriesName}:</span>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	627 <b>${p.value} ${unity}</b><br>`
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	628 ).join('');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	629 return header + body;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	630 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	631 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	632 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	633 top: 'bottom'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	634 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	635 grid: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	636 left: '8%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	637 right: '5%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	638 bottom: '10%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	639 containLabel: true
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	640 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	641 //color: [frogsColor, frogsColor2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	642 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	643 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	644 data: pCategories,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	645 axisLabel: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	646 //color: frogsColor2,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	647 rotate: 45,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	648 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	649 axisLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	650 //lineStyle: { color: frogsColor2 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	651 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	652 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	653 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	654 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	655 name: pYTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	656 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	657 nameGap: 40,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	658 axisLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	659 //lineStyle: { color: frogsColor2 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	660 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	661 splitLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	662 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	663 lineStyle: { color: 'rgba(0,0,0,0.1)' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	664 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	665 axisLabel: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	666 //color: frogsColor2
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	667 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	668 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	669 series: pSeries.map(serie => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	670 name: serie.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	671 type: 'bar',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	672 data: serie.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	673 barMaxWidth: '50%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	674 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	675 focus: 'series'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	676 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	677 })),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	678 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	679 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	680 saveAsImage: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	681 title: 'Download',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	682 name: pTitle.replace(/\s+/g, '_')
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	683 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	684 dataZoom: {}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	685 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	686 right: '5%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	687 top: 'top'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	688 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	689 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	690 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	691
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	692 var lineOption = function(pTitle, pXTitle, pYTitle, pXCategories, pData) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	693 let xMin = Math.min(
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	694 ...pData.flatMap(serie => serie.data.map(point => point[0]))
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	695 );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	696 /*let colors = Array.from({ length: pData.length }, (_, i) =>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	697 `hsl(${(i * 360 / pData.length)}, 70%, 50%)`
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	698 );*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	699 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	700 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	701 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	702 textStyle: {fontWeight: 'normal'},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	703 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	704 //color: ['#d87c7c', '#919e8b', '#d7ab82', '#6e7074', '#61a0a8', '#efa18d', '#787464', '#cc7e63', '#724e58', '#4b565b'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	705 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	706 trigger: 'item',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	707 axisPointer: { show: false },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	708 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	709 let tooltip_head = '<b>Length ' + params.value[0] + ' nt</b>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	710 let tooltip_body = '<tr>' +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	711 '<td style="color:' + params.color + '">' + params.seriesName + ': </td>' +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	712 '<td>' + numberDisplay(params.value[1]) + '</td>' +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	713 '<td> seq</td>' +
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	714 '</tr>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	715 return tooltip_head + '<table>' + tooltip_body + '</table>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	716 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	717 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	718 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	719 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	720 dataZoom: { title: { zoom: 'Zoom', back: 'Reset' } },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	721 saveAsImage: { title: 'Save as PNG' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	722 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	723 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	724 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	725 type: 'value', // car on a des valeurs numériques (longueuheatmapChart_optionsrs)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	726 name: pXTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	727 splitLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	728 show: false
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	729 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	730 min:xMin,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	731 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	732 //nameGap: 50,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	733 minInterval: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	734 axisLabel: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	735 formatter: function (value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	736 return Math.round(value); // arrondi à l'entier le plus proche
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	737 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	738 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	739 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	740 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	741 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	742 name: pYTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	743 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	744 nameGap: 50,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	745 minInterval: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	746 splitLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	747 show: true
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	748 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	749 axisLabel: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	750 formatter: function (value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	751 return Math.round(value);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	752 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	753 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	754 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	755 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	756 type: 'scroll',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	757 //type: 'plain',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	758 orient: 'horizontal',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	759 //bottom: 20,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	760 //height: 100,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	761 //pageButtonGap: 5 // espace entre les boutons de navigation
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	762 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	763 /*legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	764 type: 'plain',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	765 orient: 'horizontal',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	766 bottom: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	767 width: '100%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	768 itemGap: 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	769 itemWidth: 25,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	770 itemHeight: 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	771 textStyle: { fontSize: 11 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	772 },*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	773 dataZoom: [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	774 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	775 type: 'inside', // zoom à la molette ou pinch
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	776 xAxisIndex: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	777 filterMode: 'filter'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	778 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	779 ],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	780 series: pData.map(function (serie) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	781 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	782 name: serie.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	783 type: 'line',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	784 data: serie.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	785 symbol: 'circle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	786 symbolSize: 4,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	787 smooth: false,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	788 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	789 })
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	790 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	791 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	792
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	793 var radarOption = function(pTitle, categories, my_series) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	794 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	795 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	796 text: pTitle \|\| ''
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	797 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	798 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	799 trigger: 'item',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	800 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	801 const values = params.value.map((v, i) =>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	802 `<tr><td>${categories[i]}:</td><td style="padding-left:8px;"><b>${v}</b></td></tr>`
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	803 ).join('');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	804 return `<b>${params.seriesName}</b><br><table>${values}</table>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	805 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	806 confine: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	807 backgroundColor: 'rgba(255,255,255,0.95)',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	808 borderColor: '#ccc',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	809 borderWidth: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	810 textStyle: { color: '#333' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	811 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	812 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	813 type: 'scroll',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	814 bottom: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	815 orient: 'horizontal',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	816 data: my_series.map(s => s.name)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	817 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	818 radar: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	819 radius: '70%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	820 center: ['50%', '50%'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	821 startAngle: 90, // 90° => premier axe en haut
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	822 indicator: categories.map(c => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	823 name: c,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	824 min: 0, // tu peux ajuster selon ton échelle
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	825 })),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	826 splitLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	827 lineStyle: { color: 'rgba(0,0,0,0.15)' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	828 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	829 axisLine: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	830 lineStyle: { color: 'rgba(0,0,0,0.25)' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	831 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	832 splitArea: { show: false },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	833 axisName: { fontSize: 12 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	834 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	835 series: my_series.map(s => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	836 name: s.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	837 type: 'radar',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	838 data: [{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	839 value: s.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	840 name: s.name
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	841 }],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	842 lineStyle: s.lineStyle \|\| { width: 2 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	843 itemStyle: s.itemStyle \|\| {},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	844 symbol: 'circle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	845 symbolSize: s.symbolSize \|\| 9,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	846 areaStyle: { opacity: 0 }, // pas de remplissage
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	847 smooth: s.smooth \|\| false
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	848 })),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	849 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	850 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	851 saveAsImage: { title: 'Save as PNG' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	852 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	853 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	854 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	855 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	856
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	857 var lineOptionDualY = function(pTitle, pXTitle, x_values, y_axis_infos, my_series) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	858 const frogsColor = getCssVar('--frogsColor');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	859 const frogsColor2 = getCssVar('--frogsColor2');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	860 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	861 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	862 trigger: 'axis',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	863 axisPointer: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	864 type: 'cross',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	865 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	866 backgroundColor: frogsColor
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	867 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	868 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	869 backgroundColor: 'rgba(255, 255, 255, 0.95)',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	870 borderWidth: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	871 borderColor: '#ccc',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	872 textStyle: { color: '#333' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	873 confine: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	874 /*grid: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	875 left: '5%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	876 right: '5%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	877 top: '15%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	878 bottom: '10%',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	879 containLabel: true
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	880 },*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	881 extraCssText: 'box-shadow: 0 0 8px rgba(0,0,0,0.2); padding: 8px;',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	882 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	883 if (!params \|\| params.length === 0) return '';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	884
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	885 // Récupérer les max de chaque série
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	886 const seqSeries = my_series.find(s => s.name === "Sequences");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	887 const asvSeries = my_series.find(s => s.name === "ASVs");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	888 const maxSeq = seqSeries.data[seqSeries.data.length - 1];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	889 const maxASV = asvSeries.data[asvSeries.data.length - 1];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	890
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	891 let tooltip = '<table style="border-collapse:collapse;">';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	892
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	893 params.forEach(p => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	894 const val = p.value; // juste le Y
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	895 let pct = 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	896 if (p.seriesName === "Sequences") pct = maxSeq ? (val / maxSeq) * 100 : 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	897 if (p.seriesName === "ASVs") pct = maxASV ? (val / maxASV) * 100 : 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	898
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	899 tooltip += `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	900 <tr>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	901 <td style="color:${p.color};padding-right:8px;">${p.seriesName} :</td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	902 <td style="text-align:right;">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	903 ${val.toLocaleString('en-US')}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	904 (${pct.toFixed(1)}%)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	905 </td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	906 </tr>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	907 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	908
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	909 tooltip += '</table>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	910 return tooltip;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	911 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	912 useHTML: true
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	913 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	914 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	915 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	916 textStyle: {fontWeight: 'normal'},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	917 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	918 //grid: { right: '20%' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	919 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	920 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	921 //dataView: { show: true, readOnly: false },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	922 dataZoom: { title: { zoom: 'Zoom', back: 'Reset' } },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	923 saveAsImage: { show: true }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	924 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	925 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	926 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	927 data: my_series.map(s => s.name)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	928 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	929 xAxis: [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	930 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	931 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	932 axisTick: { alignWithLabel: true },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	933 data: x_values
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	934 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	935 ],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	936 yAxis: y_axis_infos,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	937 series: my_series
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	938 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	939 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	940
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	941 function boxplotOption(pTitle, pXTitle, pYTitle, pXCategories, boxplot_series) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	942 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	943 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	944 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	945 left: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	946 subtext: 'N.B.: Use slider to zoom in.',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	947 textStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	948 fontWeight: 'normal'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	949 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	950 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	951 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	952 trigger: 'item',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	953 formatter: function (param) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	954 let d = param.data;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	955 return [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	956 `${pXCategories[param.dataIndex]}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	957 `Min: ${d[0]}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	958 `Q1: ${d[1]}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	959 `Median: ${d[2]}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	960 `Q3: ${d[3]}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	961 `Max: ${d[4]}`
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	962 ].join('<br/>');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	963 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	964 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	965 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	966 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	967 restore: {},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	968 saveAsImage: { title: 'Save as PNG' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	969 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	970 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	971 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	972 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	973 name: pXTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	974 data: pXCategories,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	975 boundaryGap: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	976 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	977 nameGap: 30,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	978 axisPointer: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	979 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	980 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	981 backgroundColor: 'red'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	982 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	983 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	984 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	985 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	986 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	987 name: pYTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	988 min: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	989 nameLocation: 'middle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	990 nameGap: 45
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	991 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	992 grid: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	993 containLabel: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	994 bottom: 0 // ajuste selon ton cas pour éviter les débordements
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	995 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	996 dataZoom: [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	997 /*{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	998 type: 'slider',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	999 fillerColor: "rgba(230, 234, 240, 0.4)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1000 filterMode: 'none',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1001 yAxisIndex: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1002 start: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1003 end: 100,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1004 zoomLock: false,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1005 minValueSpan: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1006 maxValueSpan: null
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1007 },*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1008 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1009 type: 'slider',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1010 yAxisIndex: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1011 zoomLock: false,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1012 minValueSpan: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1013 maxValueSpan: null,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1014 width: 20,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1015 filterMode: 'none',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1016 start: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1017 end: 100,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1018 backgroundColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1019 fillerColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1020 dataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1021 lineStyle: { color: "rgba(211,211,211,8)"},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1022 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1023 color: "rgba(211,211,211,0.5)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1024 shadowColor: "rgba(211,211,211,0.5)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1025 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1026 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1027 borderColor: "rgb(211,211,211)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1028 handleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1029 color: "rgba(211,211,211,0.2)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1030 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1031 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1032 color: "rgba(211,211,211,1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1033 opacity: 1
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1034 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1035 selectedDataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1036 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1037 color: "rgba(211,211,211,0.8)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1038 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1039 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1040 moveHandleSize: 4,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1041 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1042 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1043 color: "rgba(211,211,211,0.8)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1044 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1045 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1046 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1047 ],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1048 series: boxplot_series.map(s => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1049 name: s.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1050 type: 'boxplot',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1051 boxWidth: "70%",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1052 data: s.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1053 /*itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1054 color: frogsColor,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1055 borderColor: frogsColor,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1056 },*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1057 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1058 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1059 borderWidth: 2,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1060 shadowBlur: 8,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1061 shadowColor: 'rgba(0,0,0,0.4)'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1062 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1063 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1064 }))
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1065 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1066 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1067
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1068 function barOption(pTitle, nb, yTitle, categories, series, unity, is_stacked) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1069 const frogsColor = getCssVar('--frogsColor');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1070 const frogsColor2 = getCssVar('--frogsColor2');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1071 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1072 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1073 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1074 textStyle: {fontWeight: 'normal'}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1075 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1076 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1077 trigger: 'axis',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1078 axisPointer: { type: 'shadow' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1079 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1080 let s = '<b>' + params[0].axisValue + '</b>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1081 let sum = 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1082 params.forEach(function (point) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1083 s += '<br/><span style="color:' + point.color + ';">' + point.seriesName + ' : </span>'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1084 + numberDisplay(point.value) + ' ' + unity;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1085 if (!is_stacked) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1086 s += ' (' + (Math.round(point.value * 100 / nb * 100) / 100) + '%)';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1087 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1088 sum += point.value;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1089 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1090 if (is_stacked) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1091 s += '<br/>total : ' + numberDisplay(sum) + ' (' + (Math.round(sum * 100 / nb * 100) / 100) + '%)';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1092 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1093 return s;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1094 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1095 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1096 legend: { show: true },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1097 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1098 type: 'category',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1099 data: categories,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1100 axisTick: { alignWithLabel: true }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1101 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1102 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1103 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1104 nameLocation: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1105 min: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1106 max: nb + 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1107 name: yTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1108 splitLine: { show: true },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1109 axisLabel: { formatter: '{value}' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1110 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1111 series: series.map(s => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1112 name: s.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1113 type: 'bar',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1114 stack: is_stacked ? 'total' : null,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1115 data: s.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1116 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1117 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1118 position: 'right',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1119 color: 'inherit',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1120 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1121 return numberDisplay(params.value);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1122 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1123 fontWeight: 'bold'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1124 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1125 // 👉 Ici on insère ton markLine
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1126 markLine: nb ? {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1127 symbol: "none",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1128 silent: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1129 data: [{ yAxis: nb }],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1130 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1131 show: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1132 position: "insideStartBottom",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1133 padding: [0, 20, -30, -100],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1134 rotate: 90,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1135 color: frogsColor,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1136 fontFamily: "Arial",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1137 formatter: () =>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1138 `Input sequences:\n${nb.toLocaleString("en-US")}`,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1139 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1140 lineStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1141 color: frogsColor,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1142 type: "solid",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1143 width: 1.5,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1144 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1145 } : null
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1146 })),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1147 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1148 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1149 saveAsImage: { title: 'Save as PNG' }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1150 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1151 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1152 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1153 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1154
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1155 function pieOption(value_1, value_2, label_1, label_2, title, unit, value_3 = null, label_3 = null) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1156 const data = [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1157 { value: value_1, name: label_1 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1158 { value: value_2, name: label_2 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1159 ];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1160 if (value_3 !== null && label_3 !== null) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1161 data.push({ value: value_3, name: label_3 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1162 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1163
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1164 let option = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1165 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1166 text: title,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1167 textStyle: {fontWeight: 'normal'},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1168 left: 'center' // 'left', 'right', 'center', ou valeur en %/px
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1169 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1170 //color: [frogsColor, frogsColor2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1171 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1172 trigger: 'item' // 'item' (pour pie), 'axis' (pour bar/line)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1173 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1174 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1175 show: false
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1176 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1177 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1178 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1179 saveAsImage: {}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1180 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1181 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1182 series: [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1183 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1184 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1185 color: "#000000", // ou "black", ou en hexadécimalup
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1186 fontSize: 13,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1187 fontWeight: 'bold',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1188 fontFamily: "Arial",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1189 formatter: function(params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1190 const name = params.name;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1191 const value = params.value;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1192 return `${name}: ${value.toLocaleString('fr-FR')}`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1193 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1194 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1195 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1196 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1197 return `${params.name} <br>${unit}: <strong>${params.percent}%</strong>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1198 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1199 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1200 type: 'pie', // 'pie' est le type pour camembert
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1201 radius: '50%', // peut être ['40%', '70%'] pour un donut
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1202 data: data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1203 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1204 borderColor: '#ffffff', // couleur du trait
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1205 borderWidth: 2 // épaisseur du trait
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1206 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1207 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1208 focus: 'self',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1209 blurScope: 'series',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1210 itemStyle: { // paramétrage des ombres ( épaisseur), épaisseur de la bordure et de la couleur des ombres
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1211 borderWidth: 0, // supprime la bordure au hover
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1212 shadowBlur: 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1213 shadowOffsetX: 5,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1214 shadowColor: 'rgba(0, 0, 0, 0.5)'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1215 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1216
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1217 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1218 blur: { //(opacité des différents effets de blurs)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1219 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1220 opacity: 0.5
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1221 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1222 label: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1223 opacity: 0.7
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1224 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1225 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1226 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1227 ]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1228 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1229 return option;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1230 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1231
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1232 function scatterOption(pTitle, mySeries, alignmentData, coverageData){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1233 const frogsColor = getCssVar('--frogsColor');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1234 const frogsColor2 = getCssVar('--frogsColor2');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1235 const maxIdentity = Math.max(...alignmentData.map(p => p[1]));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1236 const maxCoverage = Math.max(...coverageData.map(p => p[1]));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1237
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1238 let option = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1239 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1240 trigger: 'axis',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1241 axisPointer: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1242 type: 'cross',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1243 label:{ backgroundColor: frogsColor }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1244 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1245 backgroundColor: 'rgba(255,255,255,0.95)',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1246 borderColor: '#ccc',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1247 borderWidth: 1,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1248 textStyle: { color: '#333' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1249 confine: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1250 formatter: function(params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1251
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1252 if (!params \|\| params.length === 0) return '';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1253
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1254 let tooltip = `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1255 <div style="font-weight:bold;margin-bottom:4px;">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1256 ${params[0].data.name}
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1257 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1258 <table style="border-collapse:collapse;">`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1259
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1260 params.forEach(p => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1261 const valueX = p.value[0];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1262 const valueY = p.value[1];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1263
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1264 tooltip += `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1265 <tr>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1266 <td style="color:${p.color};padding-right:8px;">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1267 ${p.seriesName} :
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1268 </td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1269 <td style="text-align:right;">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1270 ${valueX} → ${valueY}%
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1271 </td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1272 </tr>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1273 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1274
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1275 tooltip += '</table>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1276 return tooltip;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1277 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1278 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1279 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1280 //text: "NSTI vs %identity and %coverage between kept ASVs and their closest PICRUSt2 reference sequence",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1281 textStyle: {fontWeight: 'normal'},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1282 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1283 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1284 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1285 nameLocation: 'end',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1286 name: 'NSTI value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1287 axisLine: { show: true },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1288 splitLine: { show: false },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1289 nameGap: 10
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1290 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1291 yAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1292 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1293 nameLocation: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1294 name: 'alignment metrics (%)',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1295 axisLine: { show: true },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1296 splitLine: { show: true }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1297 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1298 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1299 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1300 //dataView: { show: true, readOnly: false },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1301 dataZoom: { title: { zoom: 'Zoom', back: 'Reset' } },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1302 saveAsImage: { show: true }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1303 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1304 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1305 series: mySeries,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1306 legend: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1307 data: mySeries.map(s => s.name),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1308 bottom: 10
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1309
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1310 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1311 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1312 return option;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1313 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1314
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1315 function areaplotOption(pTitle, pXTitle, pYTitle, pXCategories, pData) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1316 // Trouver le max des X
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1317 let x_max = 0;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1318 for (const serie of pData) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1319 for (const [x] of serie.data) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1320 if (x > x_max) x_max = x;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1321 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1322 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1323 const tickInterval = Math.max(1, Math.floor(x_max / 10));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1324
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1325 // Créer une map des séries -> data X pour retrouver les index
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1326 const seriesIndexMap = {};
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1327 for (const s of pData) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1328 seriesIndexMap[s.name] = s.data.map(d => d[0]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1329 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1330
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1331 let option = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1332 title: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1333 text: pTitle,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1334 left: 'center',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1335 textStyle: { fontWeight: 'normal' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1336 subtext: 'N.B.: Use sliders to zoom in.'
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1337 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1338 grid: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1339 left: 60,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1340 right: 60,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1341 top: 60,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1342 bottom: 120 // espace supplémentaire pour titre + dataZoom
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1343 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1344 tooltip: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1345 trigger: 'axis',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1346 axisPointer: { type: 'cross' },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1347 useHTML: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1348 formatter: function (params) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1349 if (!params?.length) return '';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1350
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1351 const xValue = params[0].value[0];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1352 let tooltip_head = `<caption><b>Clusters with size ≤ ${xValue}</b></caption>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1353 let tooltip_body = `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1354 <thead><tr><th>Sequences</th><th>Clusters</th></tr></thead><tbody>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1355 `;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1356
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1357 params.forEach(p => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1358 const allX = seriesIndexMap[p.seriesName] \|\| [];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1359 const pointIndex = allX.findIndex(x => x === xValue);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1360 const percCluster = (pointIndex >= 0 && allX.length > 0)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1361 ? (((pointIndex + 1) / allX.length) * 100).toFixed(2)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1362 : 'NA';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1363
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1364 tooltip_body += `
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1365 <tr>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1366 <td>${p.value[1].toFixed(2)}%</td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1367 <td>${percCluster}%</td>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1368 </tr>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1369 `;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1370 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1371
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1372 tooltip_body += '</tbody>';
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1373 return `<table id="tooltip-seqdepth" class="table caption-top">${tooltip_head}${tooltip_body}</table>`;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1374 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1375 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1376 toolbox: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1377 feature: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1378 restore: {},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1379 saveAsImage: { title: 'Save as PNG' },
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1382 xAxis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1383 type: 'value',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1384 nameGap: 50,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1385 boundaryGap: true,
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1387 nameLocation: 'middle',
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1389 max: x_max,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1390 interval: tickInterval
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1393 type: 'value',
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1395 min: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1396 max: 100
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1401 xAxisIndex: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1402 height: 20,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1403 filterMode: 'none',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1404 start: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1405 end: 100,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1406 backgroundColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1407 fillerColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1408 dataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1409 lineStyle: { color: "rgba(211,211,211,8)"},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1410 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1411 color: "rgba(211,211,211,0.5)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1412 shadowColor: "rgba(211,211,211,0.5)"
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1415 borderColor: "rgb(211,211,211)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1416 handleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1417 color: "rgba(211,211,211,0.2)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1418 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1419 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1420 color: "rgba(211,211,211,1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1421 opacity: 1
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1422 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1423 selectedDataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1424 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1425 color: "rgba(211,211,211,0.8)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1426 }
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1428 moveHandleSize: 4,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1429 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1430 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1431 color: "rgba(211,211,211,0.8)"
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1435 {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1436 type: 'slider',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1437 yAxisIndex: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1438 width: 20,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1439 filterMode: 'none',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1440 start: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1441 end: 100,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1442 backgroundColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1443 fillerColor: "rgba(211,211,211,0.2)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1444 dataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1445 lineStyle: { color: "rgba(211,211,211,8)"},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1446 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1447 color: "rgba(211,211,211,0.5)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1448 shadowColor: "rgba(211,211,211,0.5)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1449 }
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1451 borderColor: "rgb(211,211,211)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1452 handleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1453 color: "rgba(211,211,211,0.2)"
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1455 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1456 color: "rgba(211,211,211,1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1457 opacity: 1
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1458 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1459 selectedDataBackground: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1460 areaStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1461 color: "rgba(211,211,211,0.8)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1462 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1463 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1464 moveHandleSize: 4,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1465 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1466 moveHandleStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1467 color: "rgba(211,211,211,0.8)"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1468 }
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cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1470 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1471 ],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1472
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1473 series: pData.map(s => ({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1474 name: s.name,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1475 type: 'line',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1476 data: s.data,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1477 areaStyle: {},
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1478 symbol: 'circle',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1479 symbolSize: 8,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1480 emphasis: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1481 focus: 'series',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1482 scale: true,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1483 itemStyle: {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1484 //borderColor: getCssVar('--frogsButtonColor'),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1485 shadowColor: 'rgba(0,0,0,0.3)',
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1486 shadowBlur: 10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1487 shadowOffsetX: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1488 shadowOffsetY: 0,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1489 borderWidth: 2,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1490 borderColor: "#fff",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1491 //color: getCssVar('--frogsColorHover')
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1492 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1493 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1494 }))
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1495 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1496
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1497 return option;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1498 }</script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1499
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1500 <script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1501 //## COMMON CODE TO HTML AND RMD (not remove!)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1502
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1503 const DEFAULT_THEME = "DefaultTheme";
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1504 var CURRENT_THEME = DEFAULT_THEME;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1505
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1506 const logo2 = 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"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1507
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1508 const logoBase64 = 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"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1509
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1510 const logoCoral = 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"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1511
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1512 const logoGold = 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"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1513
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1514 const logoSteel = 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"
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1515
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1516 /**************************************************************************** */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1517
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1518 paletteColors10 = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1519 //"DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1520 "DefaultTheme": ['#03A5A8','#8fc63e','#B85C3A', '#2F6F7E', '#5B8E3B', '#9C4F2E', '#6B4C7A', '#1F4E3D', '#C26A7A', '#B08A2E', '#4E5D63', '#7A6A4F', '#3F6B5F', '#8B5D7C', '#5C5A3A'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1521 //"SteelTheme" : ['#265763','#65c1bf','#D88C3A','#BEDAC4','#412722','#DAB6C2','#58C1C4','#A1B56B','#C7A7B7','#E3DCCF'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1522 "SteelTheme" : ['#265763','#65c1bf','#D88C3A', '#3E4F6A', '#4F7F78', '#8C5A2B', '#6A4E73', '#2E5F4A', '#B75C6E', '#A8922E', '#5E6266', '#7C6A4E', '#3F6C74', '#8A6A7C', '#6B6A3E'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1523 //"CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#737F75','#7A8FA3','#D7B377','#A7C7A1','#A79BAE','#A0705A','#92B7C9'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1524 "CoralTheme": ['#00A3A6','#ed6d6c','#1F3A44','#2F6F7A', '#7A8F3A', '#9C4B3C', '#6A4F7A', '#2E5E4F', '#B85E73', '#B49A32', '#5A5F63', '#7A6B4A', '#3F6F6A', '#8A5E6E', '#5C5A3F'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1525 //"GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#a2a32f','#7398A6','#D7A5B3','#6B8E3A','#CFA96E','#7E6FA8','#E3C9B2']
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1526 "GoldTheme": ['#ed6d6c','#f9b136','#4C8F9C','#7E3F1D', '#C97F2A', '#8A9B3F', '#3B7A6A', '#1E4F6A', '#6E5B8C', '#A14C64', '#BFA65A', '#5C4632', '#7F8C92', '#4E6B3F', '#9C6B3D']
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1527 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1528
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1529 FROGSlogos = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1530 "DefaultTheme": logoBase64,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1531 "SteelTheme" : logoSteel,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1532 "CoralTheme" : logoCoral,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1533 "GoldTheme" : logoGold
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1534 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1535
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1536 function getFrogsSunburstPalette() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1537 switch (CURRENT_THEME) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1538 case "DefaultTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1539 return paletteColors10["DefaultTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1540 case "CoralTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1541 return paletteColors10["CoralTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1542 case "GoldTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1543 return paletteColors10["GoldTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1544 case "SteelTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1545 return paletteColors10["SteelTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1546 default:
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1547 return paletteColors10["DefaultTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1548 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1549 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1550
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1551 function getLogo() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1552 switch (CURRENT_THEME) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1553 case "DefaultTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1554 return FROGSlogos["DefaultTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1555 case "CoralTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1556 return FROGSlogos["CoralTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1557 case "GoldTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1558 return FROGSlogos["GoldTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1559 case "SteelTheme":
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1560 return FROGSlogos["SteelTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1561 default:
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1562 return FROGSlogos["DefaultTheme"];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1563 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1564 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1565
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1566 // Fonction pour changer le logo
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1567 function update_logo(val){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1568 CURRENT_THEME = val;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1569 document.getElementById("logo").src = "data:image/png;base64," + getLogo(val);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1570 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1571
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1572 function update_theme_Rmd(CURRENT_THEME){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1573 if(CURRENT_THEME == "CoralTheme" ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1574 document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1575 document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1576 document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1577 }else if(CURRENT_THEME == "SteelTheme" ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1578 document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1579 document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1580 document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1581 }else if(CURRENT_THEME == "GoldTheme" ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1582 document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1583 document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1584 document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1585 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1586 else if(CURRENT_THEME == "DefaultTheme" ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1587 document.documentElement.style.setProperty('--frogsColor', paletteColors10[CURRENT_THEME][0]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1588 document.documentElement.style.setProperty('--frogsColorHover', "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1589 document.documentElement.style.setProperty('--frogsPreColor', "hsl(from var(--frogsColor) h s l / 0.1)");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1590 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1591 const select = document.getElementById("themechoice");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1592
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1593 // Réactiver uniquement les vraies options (celles avec une value)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1594 Array.from(select.options).forEach(opt => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1595 if (opt.value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1596 opt.disabled = false;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1597 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1598 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1599
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1600 // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1601 const selectedOption = select.options[select.selectedIndex];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1602 if (selectedOption.value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1603 selectedOption.disabled = true;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1604 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1605
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1606 update_logo(CURRENT_THEME);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1607 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1608
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1609 //## END COMMON CODE TO HTML AND RMD (not remove!)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1610
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1611 function update_theme(val) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1612 var cfg = themeConfigs[val];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1613 if (!cfg) return;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1614
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1615 // Appliquer les variables CSS
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1616 Object.entries(cfg.vars).forEach(([key, value]) => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1617 //document.documentElement.style.setProperty(key, value);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1618 document.querySelector(':root').style.setProperty(key, value);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1619
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1620 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1621 CURRENT_THEME = val;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1622 frogsSunburstPalette = getFrogsSunburstPalette();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1623 if (typeof jDistrib !== "undefined" && jDistrib.graph.colors) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1624 jDistrib.graph.colors.set = frogsSunburstPalette;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1625 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1626 // Recharger les graphiques avec le thème ECharts
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1627 // Cette fonction doit être définie dans le template HTML
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1628 updateCharts(CURRENT_THEME);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1629 update_logo(CURRENT_THEME);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1630
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1631 select = document.getElementById("themechoice");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1632
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1633 // Réactiver uniquement les vraies options (celles avec une value)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1634 Array.from(select.options).forEach(opt => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1635 if (opt.value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1636 opt.disabled = false;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1637 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1638 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1639
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1640 // Désactiver l’option actuellement sélectionnée (si ce n’est pas le placeholder)
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1641 const selectedOption = select.options[select.selectedIndex];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1642 if (selectedOption.value) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1643 selectedOption.disabled = true;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1644 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1645
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1646 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1647
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1648 // --- Helper pour lire une variable CSS ---
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1649 function getCssVar(name) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1650 return getComputedStyle(document.documentElement).getPropertyValue(name).trim();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1651 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1652
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1653 // --- Générateur de thème ECharts (utilisé pour echarts.registerTheme) ---
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1654 function makeEchartsTheme() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1655 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1656 get color() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1657 return [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1658 getCssVar("--frogsColor"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1659 getCssVar("--frogsColor2"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1660 getCssVar("--frogsColor3"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1661 getCssVar("--frogsColor4"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1662 getCssVar("--frogsColor5"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1663 getCssVar("--frogsColor6"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1664 getCssVar("--frogsColor7"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1665 getCssVar("--frogsColor8"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1666 getCssVar("--frogsColor9"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1667 getCssVar("--frogsColor10"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1668 ];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1669 },
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1670 backgroundColor: getCssVar("--frogsBackgroundColor"),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1671 textStyle: { fontFamily: "Arial" }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1672 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1673 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1674
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1675 // --- Générateur de config de thème (vars + bodyBg) ---
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1676 function makeThemeConfig(name, vars) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1677 return {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1678 vars,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1679 echartsTheme: name
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1680 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1681 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1682
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1683 // --- Définition des thèmes ---
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1684 const themeConfigs = {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1685 CoralTheme: makeThemeConfig("CoralTheme", {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1686 //"--frogsColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1687 "--frogsColor": paletteColors10["CoralTheme"][0],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1688 //"--frogsColorHover": "rgb(0,163,166,0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1689 "--frogsColorHover": "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1690 "--frogsColorShadow": "#6c5b64",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1691 "--frogsColor2": paletteColors10["CoralTheme"][1],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1692 "--frogsColor3": paletteColors10["CoralTheme"][2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1693 "--frogsColor4": paletteColors10["CoralTheme"][3],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1694 "--frogsColor5": paletteColors10["CoralTheme"][4],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1695 "--frogsColor6": paletteColors10["CoralTheme"][5],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1696 "--frogsColor7": paletteColors10["CoralTheme"][6],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1697 "--frogsColor8": paletteColors10["CoralTheme"][7],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1698 "--frogsColor9": paletteColors10["CoralTheme"][8],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1699 "--frogsColor10": paletteColors10["CoralTheme"][9],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1700 //"--frogsButtonColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1701 //"--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 5) calc(l + 5))",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1702 "--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 4) calc(l + 1) / 0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1703 "--frogsButtonBorderColor": "#f2f2f2",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1704 "--frogsOddTable": "rgba(249,86,79,0.1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1705 "--frogsCircleFontColor": "#FFF",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1706 //"--frogsCircleBackgroundColor": "#FA8883",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1707 "--frogsCircleBackgroundColor": "#ed6d6c",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1708 "--frogsBackgroundColor": "white",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1709 }),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1710
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1711 DefaultTheme: makeThemeConfig("DefaultTheme", {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1712 "--frogsColor": paletteColors10["DefaultTheme"][0],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1713 //"--frogsColorHover": "#648a89",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1714 "--frogsColorHover": "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1715 "--frogsColorShadow": "#648a89", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1716 "--frogsColor2": paletteColors10["DefaultTheme"][1],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1717 "--frogsColor3": paletteColors10["DefaultTheme"][2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1718 "--frogsColor4": paletteColors10["DefaultTheme"][3],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1719 "--frogsColor5": paletteColors10["DefaultTheme"][4],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1720 "--frogsColor6": paletteColors10["DefaultTheme"][5],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1721 "--frogsColor7": paletteColors10["DefaultTheme"][6],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1722 "--frogsColor8": paletteColors10["DefaultTheme"][7],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1723 "--frogsColor9": paletteColors10["DefaultTheme"][8],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1724 "--frogsColor10": paletteColors10["DefaultTheme"][9],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1725 //"--frogsButtonColor": "#8EADAC",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1726 "--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 4) calc(l + 1) / 0.8)", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1727 "--frogsButtonBorderColor": "#f2f2f2", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1728 "--frogsOddTable": "#f2f2f2", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1729 "--frogsCircleFontColor": "#FFF", // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1730 "--frogsCircleBackgroundColor": "#03a5a8",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1731 "--frogsBackgroundColor": "white" // not
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1732 }),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1733
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1734 GoldTheme: makeThemeConfig("GoldTheme", {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1735 //"--frogsColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1736 "--frogsColor": paletteColors10["GoldTheme"][0],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1737 //"--frogsColorHover": "rgb(0,163,166,0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1738 "--frogsColorHover": "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1739 "--frogsColorShadow": "#6c5b64",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1740 "--frogsColor2": paletteColors10["GoldTheme"][1],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1741 "--frogsColor3": paletteColors10["GoldTheme"][2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1742 "--frogsColor4": paletteColors10["GoldTheme"][3],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1743 "--frogsColor5": paletteColors10["GoldTheme"][4],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1744 "--frogsColor6": paletteColors10["GoldTheme"][5],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1745 "--frogsColor7": paletteColors10["GoldTheme"][6],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1746 "--frogsColor8": paletteColors10["GoldTheme"][7],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1747 "--frogsColor9": paletteColors10["GoldTheme"][8],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1748 "--frogsColor10": paletteColors10["GoldTheme"][9],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1749 //"--frogsButtonColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1750 //"--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 5) calc(l + 5))",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1751 "--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 4) calc(l + 1) / 0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1752 "--frogsButtonBorderColor": "#f2f2f2",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1753 "--frogsOddTable": "rgba(249,86,79,0.1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1754 "--frogsCircleFontColor": "#FFF",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1755 //"--frogsCircleBackgroundColor": "#FA8883",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1756 "--frogsCircleBackgroundColor": "#f9b136",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1757 "--frogsBackgroundColor": "white",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1758 }),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1759
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1760 SteelTheme: makeThemeConfig("SteelTheme", {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1761 //"--frogsColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1762 "--frogsColor": paletteColors10["SteelTheme"][0],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1763 //"--frogsColorHover": "rgb(0,163,166,0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1764 "--frogsColorHover": "hsl(from var(--frogsColor) h calc(s + 4) calc(l - 3) / 1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1765 "--frogsColorShadow": "#6c5b64",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1766 "--frogsColor2": paletteColors10["SteelTheme"][1],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1767 "--frogsColor3": paletteColors10["SteelTheme"][2],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1768 "--frogsColor4": paletteColors10["SteelTheme"][3],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1769 "--frogsColor5": paletteColors10["SteelTheme"][4],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1770 "--frogsColor6": paletteColors10["SteelTheme"][5],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1771 "--frogsColor7": paletteColors10["SteelTheme"][6],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1772 "--frogsColor8": paletteColors10["SteelTheme"][7],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1773 "--frogsColor9": paletteColors10["SteelTheme"][8],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1774 "--frogsColor10": paletteColors10["SteelTheme"][9],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1775 //"--frogsButtonColor": "#00a3a6",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1776 //"--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 5) calc(l + 5))",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1777 "--frogsButtonColor": "hsl(from var(--frogsColor) h calc(s + 4) calc(l + 1) / 0.8)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1778 "--frogsButtonBorderColor": "#f2f2f2",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1779 "--frogsOddTable": "rgba(249,86,79,0.1)",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1780 "--frogsCircleFontColor": "#FFF",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1781 //"--frogsCircleBackgroundColor": "#FA8883",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1782 "--frogsCircleBackgroundColor": "#65c1bf",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1783 "--frogsBackgroundColor": "white",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1784 }),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1785
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1786 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1787
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1788 // --- Enregistrement des thèmes ECharts ---
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1789 Object.keys(themeConfigs).forEach(name => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1790 echarts.registerTheme(name, makeEchartsTheme());
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1791 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1792 </script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1793
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1794 <script type="text/javascript">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1795
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1796 var pieChart_Clusters;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1797 var pieChart_Abundance;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1798 var boxplotChart;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1799 var areaChart;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1800 var pieChart_Clusters_options;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1801 var pieChart_Abundance_options;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1802 var boxplotChart_options;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1803 var areaChart_options;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1804
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1805 function updateCharts(CURRENT_THEME) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1806 pieChart_Clusters = recreateChart(pieChart_Clusters, "nb-filtered", pieChart_Clusters_options, CURRENT_THEME, 600);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1807 pieChart_Abundance = recreateChart(pieChart_Abundance, "abundance-filtered", pieChart_Abundance_options, CURRENT_THEME, 600);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1808 if(boxplotChart_options) boxplotChart = recreateChart(boxplotChart, "boxplot-container", boxplotChart_options, CURRENT_THEME, 600);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1809 if(areaChart_options) areaChart = recreateChart(areaChart, "sequences-distrib-chart", areaChart_options, CURRENT_THEME, 600);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1810 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1811
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1812 /**
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1813 Data from HTML
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1814 */
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1815 var detection_categories = ["Clusters kept", "% of clusters kept", "Cluster abundance kept", "% of cluster abundance kept", "Chimeric clusters removed", "Chimeric abundance removed", "Abundance of the most abundant chimera removed", "Individual chimera detected", "Individual chimera abundance detected", "Abundance of the most abundant individual chimera detected"] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1816 var detection_series = [{"name": "01_subsample", "data": ["55", 100.0, "24402", 100.0, "0", "0", "0", "0", "0", "0"]}, {"name": "02_subsample", "data": ["55", 100.0, "24590", 100.0, "0", "0", "0", "0", "0", "0"]}, {"name": "03_subsample", "data": ["56", 100.0, "24543", 100.0, "0", "0", "0", "0", "0", "0"]}] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1817 var remove_info = {"nb_removed": 0, "nb_kept": 56, "abundance_removed": 0, "abundance_kept": 73535, "nb_ambiguous": 0, "abundance_ambiguous": 0} ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1818 var frogs_version = "5.1.0" ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1819 var frogs_tool = "remove_chimera.py" ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1820
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1821 var series = [{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1822 'name': "All",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1823 'data': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 3, 1, 1, 1, 2, 1, 1, 3, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 1, 1, 1, 2, 1, 1, 1, 1, 1, 1]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1824 }];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1825 var sum_series = new Array() ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1826
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1827 var sample_table_load = function( container_id ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1828 var samples_distrib = {"01_subsample": {"shared_seq": 24402, "shared_observations": 55, "own_seq": 0, "own_observations": 0}, "02_subsample": {"shared_seq": 24590, "shared_observations": 55, "own_seq": 0, "own_observations": 0}, "03_subsample": {"shared_seq": 24542, "shared_observations": 55, "own_seq": 1, "own_observations": 1}} ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1829
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1830 var table_data = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1831 for( sample in samples_distrib ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1832 table_data.push([
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1833 sample,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1834 samples_distrib[sample]['shared_observations'] + samples_distrib[sample]['own_observations'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1835 samples_distrib[sample]['shared_observations'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1836 samples_distrib[sample]['own_observations'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1837 samples_distrib[sample]['shared_seq'] + samples_distrib[sample]['own_seq'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1838 samples_distrib[sample]['shared_seq'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1839 samples_distrib[sample]['own_seq'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1840 ])
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1841 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1842 $('#' + container_id).html( table("Sample information", ["Sample name", "Number of clusters/ASVs", "Number of shared clusters/ASVs", "Number of own clusters/ASVs", "Number of sequences", "Number of shared sequences", "Number of own sequences"], table_data) );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1843 $('#' + container_id + ' table').prop( 'id', 'samples-table' );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1844 $('#samples-table').bootstrapTable();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1845 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1846
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1847 var get_dispersion = function( values, counts ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1848 var dispersion = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1849 // Unstack list
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1850 unstacked_list = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1851 for( var idx = 0 ; idx < values.length ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1852 for( var nb_add = 0 ; nb_add < counts[idx] ; nb_add++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1853 unstacked_list.push( values[idx] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1854 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1855 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1856 // Process metrics
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1857 var nb_elt = unstacked_list.length ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1858 dispersion['min'] = unstacked_list[0] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1859 dispersion['max'] = unstacked_list[nb_elt - 1];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1860 if( nb_elt % 2 == 0 ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1861 dispersion['median'] = unstacked_list[(nb_elt/2) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1862 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1863 dispersion['median'] = (unstacked_list[parseInt((nb_elt/2) -1)] + unstacked_list[parseInt(nb_elt/2)])/2 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1864 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1865 // Deciles
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1866 for( var idx = 1 ; idx <= 9 ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1867 if( idx != 5 ) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1868 dispersion[idx + '_decile'] = unstacked_list[Math.floor(idx*(nb_elt/10) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1869 } else {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1870 dispersion['5_decile'] = dispersion['median'] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1871 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1872 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1873 // Quartiles
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1874 dispersion['lower_quartile'] = unstacked_list[Math.floor((nb_elt/4) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1875 dispersion['upper_quartile'] = unstacked_list[Math.floor((3*(nb_elt/4)) + 0.5) -1] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1876
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1877 return dispersion ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1878 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1879
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1880
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1881 var cluster_distrib_load = function() {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1882 var clusters_sizes = [1, 3, 10, 37, 45, 59, 83, 245, 544, 1465, 1499, 1500, 1502, 1505, 1507, 1512, 1516, 1518, 1519, 1520, 1523, 1525, 1529, 1530, 1531, 1532, 1533, 1534, 1535, 1537, 1544, 1545, 1546, 1550, 1556, 1561, 1564, 1565, 1571, 1572, 1573, 1576, 1580, 1584, 1591, 1597, 1610, 1631] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1883 var dispersion = get_dispersion( clusters_sizes, series[0]['data'] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1884
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1885 // Nb clusters and nb sequences
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1886 var nb_clusters = 0 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1887 var nb_sequences = 0 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1888 for( var clusters_sizes_idx = 0 ; clusters_sizes_idx < clusters_sizes.length ; clusters_sizes_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1889 nb_clusters += series[0]['data'][clusters_sizes_idx] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1890 nb_sequences += ( series[0]['data'][clusters_sizes_idx] * clusters_sizes[clusters_sizes_idx] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1891 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1892
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1893 $("#clusters-number").text(numberDisplay(nb_clusters));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1894 $("#sequences-number").text(numberDisplay(nb_sequences));
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1895
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1896 // Boxplot
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1897 var boxplot_series = [{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1898 'name': "Cluster/ASV size",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1899 'data': [[dispersion['min'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1900 dispersion['lower_quartile'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1901 dispersion['median'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1902 dispersion['upper_quartile'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1903 dispersion['max']]]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1904 }];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1905 /*
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1906 Test data for boxplot
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1907 var boxplot_series = [{
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1908 'name': "Cluster/ASV size",
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1909 'data': [[10,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1910 15,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1911 25,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1912 75,
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1913 100]]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1914 }];*/
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1915
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1916 boxplotChart_options = boxplotOption("Cluster/ASV size distribution", "", "Cluster/ASV size", ["All"], boxplot_series);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1917 boxplotChart = echarts.init(document.getElementById('boxplot-container'),CURRENT_THEME,{renderer: 'canvas', height:600, devicePixelRatio: 3})
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1918 boxplotChart.setOption(boxplotChart_options);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1919
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1920 // Deciles
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1921 var decile_data = [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1922 ["Min", dispersion['min']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1923 [1, dispersion['1_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1924 [2, dispersion['2_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1925 [3, dispersion['3_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1926 [4, dispersion['4_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1927 ["Median", dispersion['5_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1928 [6, dispersion['6_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1929 [7, dispersion['7_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1930 [8, dispersion['8_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1931 [9, dispersion['9_decile']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1932 ["Max", dispersion['max']]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1933 ];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1934
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1935 $("#boxplot-table").empty();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1936 $("#boxplot-table").append( table("Cluster/ASV size distribution (decile)", ["Decile", "Value"], decile_data) );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1937
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1938 // Details
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1939 var cluster_sum = 0 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1940 for( var idx=0 ; idx < clusters_sizes.length ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1941 cluster_sum += series[0]['data'][idx] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1942 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1943 var distrib_data = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1944 for( var idx=0 ; idx < clusters_sizes.length ; idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1945 var cluster_prct = Math.round((series[0]['data'][idx]/cluster_sum)*10000)/100 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1946 distrib_data.push([ clusters_sizes[idx], series[0]['data'][idx], cluster_prct ]);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1947 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1948
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1949 $("#clusters-size-details").empty()
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1950 $("#clusters-size-details").append( table("Cluster/ASV size", ["Cluster/ASV size", "Number of clusters/ASVs", "% of all clusters/ASVs"], distrib_data) );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1951 $('#clusters-size-details table').last().prop( 'id', 'dispersion-table' );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1952 $('#dispersion-table').bootstrapTable();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1953
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1954
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1955
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1956
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1957
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1958 var series_cumulative = new Array() ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1959 for( var series_idx = 0 ; series_idx < series.length ; series_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1960 series_cumulative.push({
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1961 'name': series[series_idx]['name'],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1962 'data': new Array(),
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1963 'pointStart': 1
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1964 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1965 var sum = 0 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1966 var previous_cumulative_count = 0 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1967 for( var val_idx = 0 ; val_idx < series[series_idx]['data'].length ; val_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1968 var current_count = series[series_idx]['data'][val_idx] * clusters_sizes[val_idx] ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1969 var cumulative_count = previous_cumulative_count + current_count ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1970 series_cumulative[series_idx]['data'].push( [clusters_sizes[val_idx], cumulative_count] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1971 previous_cumulative_count = cumulative_count ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1972 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1973 sum_series[series[series_idx]['name']] = previous_cumulative_count ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1974 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1975 for( var series_idx = 0 ; series_idx < series.length ; series_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1976 for( var val_idx = 0 ; val_idx < series[series_idx]['data'].length ; val_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1977 var current_prct = (series_cumulative[series_idx]['data'][val_idx][1] / sum_series[series[series_idx]['name']])*100 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1978 series_cumulative[series_idx]['data'][val_idx][1] = Math.round(current_prct*100)/100 ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1979 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1980 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1981 areaChart_options = areaplotOption("Cumulative sequence proportion by cluster/ASV size", "Cluster/ASV size", "% sequences", null, series_cumulative);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1982 areaChart = echarts.init(document.getElementById('sequences-distrib-chart'),CURRENT_THEME,{renderer: 'canvas', height:600, devicePixelRatio: 3})
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1983 areaChart.setOption(areaChart_options);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1984
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1985 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1986
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1987
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1988
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1989 var summaryLoad = function(){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1990 // Remove alert
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1991 $('#js-alert').remove();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1992 document.getElementById("logo").src = "data:image/png;base64," + logoBase64;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1993 $('#content').removeClass("hidden");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1994
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1995 // Display chimera remove data
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1996 var nb_filtered_data = [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1997 ['Kept', remove_info['nb_kept']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1998 ['Removed', remove_info['nb_removed']]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	1999 ];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2000
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2001 var abundance_filtered_data = [
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2002 ['Kept', remove_info['abundance_kept']],
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2003 ['Removed', remove_info['abundance_removed']]
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2004 ];
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2005 pieChart_Clusters_options = pieOption(remove_info['nb_kept'], remove_info['nb_removed'], "Kept", "Removed","Clusters/ASVs","Clusters/ASVs")
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2006 pieChart_Abundance_options = pieOption(remove_info['abundance_kept'], remove_info['abundance_removed'], "Kept", "Removed","Abundance","Sequences");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2007 // Initialisation des graphiques avec ECharts
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2008 pieChart_Clusters = echarts.init(document.getElementById("nb-filtered"),CURRENT_THEME,{renderer: 'canvas', height:600, devicePixelRatio: window.devicePixelRatio * 2})
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2009 pieChart_Abundance = echarts.init(document.getElementById("abundance-filtered"),CURRENT_THEME,{renderer: 'canvas', height:600, devicePixelRatio: window.devicePixelRatio * 2})
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2010 pieChart_Clusters.setOption(pieChart_Clusters_options);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2011 pieChart_Abundance.setOption(pieChart_Abundance_options);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2012
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2013 // Display chimera detection data
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2014 var table_categories = detection_categories.slice() ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2015 table_categories.unshift( "Sample name" );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2016 var table_series = new Array();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2017 for( var spl_idx = 0 ; spl_idx < detection_series.length ; spl_idx++ ){
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2018 var nb_by_step = detection_series[spl_idx]['data'].slice() ;
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2019 nb_by_step.unshift( detection_series[spl_idx]['name'] );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2020 table_series.push( nb_by_step );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2021 };
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2022
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2023 $('#filter-log-table').append( table("Chimera detection by sample", table_categories, table_series) );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2024 $('#filter-log-table table').prop( 'id', 'details-table' );
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2025 $('#details-table').bootstrapTable();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2026
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2027 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2028
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2029
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2030 $(function () {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2031
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2032 // Resize charts on window resize
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2033 window.addEventListener('resize', () => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2034 [pieChart_Clusters, pieChart_Abundance, boxplotChart, areaChart].forEach(chart => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2035 if (chart) chart.resize();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2036 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2037 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2038 document.querySelectorAll('button[data-bs-toggle="tab"]').forEach(tab => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2039 tab.addEventListener('shown.bs.tab', function (e) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2040 setTimeout(() => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2041 if (pieChart_Clusters) pieChart_Clusters.resize();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2042 if (pieChart_Abundance) pieChart_Abundance.resize();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2043 if (boxplotChart) boxplotChart.resize();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2044 if (areaChart) areaChart.resize();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2045 }, 200);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2046 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2047 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2048
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2049 $("#report-title").html("Remove chimera report <i><small class='text-muted'>(" + frogs_tool + ", v" + frogs_version + ")<small></i>");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2050
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2051 // Charger le résumé par défaut
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2052 summaryLoad();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2053
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2054 const tabEl = document.querySelectorAll('button[data-bs-toggle="tab"]');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2055 tabEl.forEach(tab => {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2056 tab.addEventListener('shown.bs.tab', function (event) {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2057 const target = event.target.getAttribute("data-bs-target");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2058 if (target === "#tab2") {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2059 cluster_distrib_load();
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2060 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2061 if (target === "#tab3") {
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2062 sample_table_load('samples-distrib-table');
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2063 }
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2064
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2065
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2066 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2067 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2068 // Default theme
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2069 update_theme(DEFAULT_THEME);
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2070 select = document.getElementById("themechoice");
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2071 select.options[1].disabled = true
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2072
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2073 });
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2074
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2075 </script>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2076 </head>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2077 <body class="p-5">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2078 <!-- Alert -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2079 <p id="js-alert" class="alert alert-warning">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2080 javascript is needed to display data.<br />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2081 If you are trying to view this data on galaxy, please contact your administrator to enable javascript or download the file for viewing.
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2082 </p>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2083 <div class="container-fluid d-flex align-items-center mb-5">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2084 <img id="logo" class="object-fit-contain me-3" style="height:180px;" src="data:image/png;base64," />
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2085 <h2 id="report-title" class="mb-0">Remove chimera report</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2086 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2087
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2088 <div class="d-flex justify-content-end">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2089 <select id="themechoice" class="form-select form-select-sm" onchange="update_theme($(this).val())" style="width: auto;" aria-label="Default select example">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2090 <option selected disabled value="">Switch theme</option>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2091 <option value="DefaultTheme">Default</option>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2092 <option value="CoralTheme">Coral</option>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2093 <option value="GoldTheme">Gold</option>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2094 <option value="SteelTheme">Steel</option>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2095 </select>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2096 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2097
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2098 <!-- Tabs organization -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2099 <ul class="nav nav-tabs" id="myTab" role="tablist">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2100 <li class="nav-item" role="presentation">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2101 <button class="nav-link active" id="tab1-tab" data-bs-toggle="tab" data-bs-target="#tab1" type="button" role="tab">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2102 Summary
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2103 </button>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2104 </li>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2105 <li class="nav-item" role="presentation">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2106 <button class="nav-link" id="tab2-tab" data-bs-toggle="tab" data-bs-target="#tab2" type="button" role="tab">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2107 Cluster/ASV distribution
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2108 </button>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2109 </li>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2110 <li class="nav-item" role="presentation">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2111 <button class="nav-link" id="tab3-tab" data-bs-toggle="tab" data-bs-target="#tab3" type="button" role="tab">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2112 Sample distribution
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2113 </button>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2114 </li>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2115 </ul>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2116
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2117 <!-- Content -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2118 <div class="tab-content" id="myTabContent">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2119 <!-- TAB 1 -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2120 <div class="tab-pane fade show active p-3 border border-top-0" id="tab1" role="tabpanel">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2121 <div class="" id="summary">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2122 <div id="filter-summary">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2123 <div class="row">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2124 <div id="nb-filtered" class="col-md-6"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2125 <div id="abundance-filtered" class="col-md-6"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2126 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2127 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2128 <div id="filter-log">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2129 <h2 class="pb-4 mt-4 mb-2 border-bottom">Chimera detection by sample</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2130 <p><small class='text-muted'>Chimeras are first detected independently in each sample. Only clusters/ASVs detected as chimeric in every sample (cross-validated chimeras) are removed.</small></p>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2131 <div id="filter-log-table" class="col-md-12 table-responsive">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2132 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2133 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2134 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2135 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2136 <!-- TAB 2 -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2137 <div class="tab-pane fade p-3 border border-top-0" id="tab2" role="tabpanel">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2138 <div class="row justify-content-center p-5">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2139 <div id="nb-clusters" class="col-sm-6 col-md-4">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2140 <div class="circle">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2141 <span class="circle-title">Clusters/ASVs</span>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2142 <span id="clusters-number" class="circle-value"></span>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2143 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2144 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2145 <div id="nb-sequences" class="col-sm-6 col-md-4">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2146 <div class="circle">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2147 <span class="circle-title">Sequences</span>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2148 <b><span id="sequences-number" ></span></b>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2149 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2150 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2151 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2152 <div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2153 <div class="row justify-content-center p-5">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2154 <h2 class="pb-4 mt-4 mb-2 border-bottom">Cluster/ASV size summary</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2155
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2156 <p class="col-12"><i>The cluster/ASV size is the sum of the abundances of the sequences grouped in a cluster/ASV.</i></p>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2157 <div class="row" id="twofigs" style="min-height: 400px;">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2158 <div class="col-md-8">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2159 <div id="boxplot-container" class="w-100" style="height: 100%;"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2160 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2161 <div class="col-md-4 table-responsive">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2162 <div id="boxplot-table"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2163 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2164 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2165 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2166 <h2 class="pb-4 mt-4 mb-2 border-bottom">Cluster/ASV size details</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2167 <div id="clusters-size-details" class="col-md-12">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2168 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2169 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2170
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2171 <h2 class="pb-4 mt-4 mb-2 border-bottom">Sequence distribution</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2172 <div id="sequences-distrib-chart"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2173 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2174 <!-- TAB 3 -->
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2175 <div class="tab-pane fade p-3 border border-top-0" id="tab3" role="tabpanel">
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2176 <h2 class="pb-4 mt-4 mb-2 border-bottom">Sequence count</h2>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2177 <div id="samples-distrib-table" class="table-responsive"></div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2178 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2179 </div>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2180
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2181 </body>
cd7675c5b15a planemo upload for repository https://github.com/geraldinepascal/FROGS-wrappers/ commit 78ca62b54aee22893d278d9c3d495527be405f8a frogs parents: diff changeset	2182 </html>

Mercurial > repos > frogs > frogs_core

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