From b9171de5e1e3d31ae5bf9e06b86386c5f00c34fb Mon Sep 17 00:00:00 2001 From: Garneauma Date: Mon, 4 Nov 2024 15:27:18 -0500 Subject: [PATCH 1/6] Feedback area: adding a11y assessment performed by CRA (#2433) --- _data/sites.json | 35 +++++-- sites/feedback/index.json-ld | 10 ++ sites/feedback/reports/a11y-3-en.html | 11 +++ sites/feedback/reports/a11y-3-fr.html | 11 +++ sites/feedback/reports/a11y-3.json | 127 ++++++++++++++++++++++++++ 5 files changed, 184 insertions(+), 10 deletions(-) create mode 100644 sites/feedback/reports/a11y-3-en.html create mode 100644 sites/feedback/reports/a11y-3-fr.html create mode 100644 sites/feedback/reports/a11y-3.json diff --git a/_data/sites.json b/_data/sites.json index a23a34645c..86e1d751fa 100644 --- a/_data/sites.json +++ b/_data/sites.json @@ -714,6 +714,16 @@ "title": "Rapport de conformité d'accessibilité WCAG 2.1 Niveau AA - Automne 2023", "language": "fr", "path": "reports/acr-2023-autumn-fr.html" + }, + { + "title": "Accessibility assessment #2 - CRA Usability testing", + "language": "en", + "path": "reports/a11y-3-en.html" + }, + { + "title": "Évaluation de l'accessibilité #2 - Test d'utilisabilité de l'ARC", + "language": "fr", + "path": "reports/a11y-3-fr.html" } ] }, @@ -2323,7 +2333,7 @@ "en": "https://design.canada.ca/styles/typography.html", "fr": "https://conception.canada.ca/styles/typographie.html" }, - "iteration": "_:iteration_smpt_1", + "iteration": "_:iteration_smpt_2", "example": [ { "en": { "href": "main-page-title-stacked-en.html", "text": "Stacked main page title" }, @@ -2401,7 +2411,7 @@ }, { "@id": "_:implement_mpt_gcweb", - "iteration": "_:iteration_mpt_2", + "iteration": "_:iteration_mpt_4", "name": { "en": "GCWeb Jekyll", "fr": "GCWeb Jekyll" @@ -2437,7 +2447,7 @@ }, { "@id": "_:implement_smpt", - "iteration": "_:iteration_smpt_1", + "iteration": "_:iteration_smpt_2", "name": { "en": "Standard", "fr": "Standard" @@ -2473,7 +2483,7 @@ }, { "@id": "_:implement_smpt_gcweb", - "iteration": "_:iteration_smpt_1", + "iteration": "_:iteration_smpt_2", "name": { "en": "GCWeb Jekyll", "fr": "GCWeb Jekyll" @@ -2512,7 +2522,7 @@ { "@id": "_:cs_mpt", "name": "Default h1", - "baseOnIteration": "_:iteration_mpt_3", + "baseOnIteration": "_:iteration_mpt_4", "detectableBy": "Visual inspection can be used to detect the size of the line. The width of the line should be 71px (3.55em) long and the thickness should be 3.6px (0.18em), with the color #af3c43.", "layout": "The line is positioned below the text.", "semantic": "h1", @@ -2535,7 +2545,7 @@ { "@id": "_:cs_smpt", "name": "Stacked main page title", - "baseOnIteration": "_:iteration_smpt_1", + "baseOnIteration": "_:iteration_smpt_2", "detectableBy": "hgroup > h1#wb-cont", "layout": "The section page title is above the page title. The line is positioned below the page title.", "semantic": "hgroup > p + h1", @@ -2581,7 +2591,8 @@ "fixes": [ "Style: Added left/right/top border-*-width: 0; properties to avoid three-sided borders in Safari <= 15.3." ], - "predecessor": "_:iteration_mpt_2" + "predecessor": "_:iteration_mpt_2", + "successor": "_:iteration_mpt_4" }, { "@id": "_:iteration_mpt_4", @@ -2590,13 +2601,16 @@ "detectableBy": "h1#wb-cont[dir='rtl'], [dir='rtl'] h1#wb-cont", "additions": [ "Added right to left support" - ] + ], + "predecessor": "_:iteration_mpt_3" + }, { "@id": "_:iteration_smpt_1", "name": "Stacked main page title - Iteration 1", "date": "2024-08", - "detectableBy": "hgroup > h1#wb-cont" + "detectableBy": "hgroup > h1#wb-cont", + "successor": "_:iteration_smpt_2" }, { "@id": "_:iteration_smpt_2", @@ -2605,7 +2619,8 @@ "detectableBy": "hgroup > h1#wb-cont[dir='ltr'], [dir='ltr'] hgroup > h1#wb-cont", "additions": [ "Added right to left support" - ] + ], + "predecessor": "_:iteration_smpt_1" } ] } diff --git a/sites/feedback/index.json-ld b/sites/feedback/index.json-ld index b9bf1b49df..0d0fe97810 100644 --- a/sites/feedback/index.json-ld +++ b/sites/feedback/index.json-ld @@ -83,6 +83,16 @@ "title": "Rapport de conformité d'accessibilité WCAG 2.1 Niveau AA - Automne 2023", "language": "fr", "path": "reports/acr-2023-autumn-fr.html" + }, + { + "title": "Accessibility assessment #2 - CRA Usability testing", + "language": "en", + "path": "reports/a11y-3-en.html" + }, + { + "title": "Évaluation de l'accessibilité #2 - Test d'utilisabilité de l'ARC", + "language": "fr", + "path": "reports/a11y-3-fr.html" } ] }, diff --git a/sites/feedback/reports/a11y-3-en.html b/sites/feedback/reports/a11y-3-en.html new file mode 100644 index 0000000000..c3fa07f85f --- /dev/null +++ b/sites/feedback/reports/a11y-3-en.html @@ -0,0 +1,11 @@ +--- +{ + "title": "Accessibility assessment #2 - CRA Usability testing", + "language": "en", + "description": "Partial. CRA usability testing results.", + "altLangPage": "a11y-3-fr.html", + "dateModified": "2024-10-18", + "layout": "assessment_wrote_en-en", + "reportURL": "a11y-3.json" +} +--- diff --git a/sites/feedback/reports/a11y-3-fr.html b/sites/feedback/reports/a11y-3-fr.html new file mode 100644 index 0000000000..ade7ca9663 --- /dev/null +++ b/sites/feedback/reports/a11y-3-fr.html @@ -0,0 +1,11 @@ +--- +{ + "title": "Évaluation d'accessibilité #2 - Test d'utilisabilité de l'ARC", + "language": "fr", + "description": "Partielle. Résultats des test d'utilisabilité de l'ARC", + "altLangPage": "a11y-3-en.html", + "dateModified": "2024-10-18", + "layout": "assessment_wrote_en-fr", + "reportURL": "a11y-3.json" +} +--- diff --git a/sites/feedback/reports/a11y-3.json b/sites/feedback/reports/a11y-3.json new file mode 100644 index 0000000000..ad94cb5ffc --- /dev/null +++ b/sites/feedback/reports/a11y-3.json @@ -0,0 +1,127 @@ +{ + "@context": "https://wet-boew.github.io/vocab/context/2023/assessment-report-en.json-ld", + "@type": [ + "earl:Assertion", + "acr:AssessmentReport" + ], + "dct:date": "2024-07-01", + "earl:subject": { + "@id": "_:subject", + "dct:references": [ + "https://www.canada.ca/en/revenue-agency/services/forms-publications/forms/t778.html" + ], + "@type": [ + "earl:TestSubject", + "schema:WebPage" + ], + "dct:description": "The Page Feedback Tool (PFT) located at the bottom of the page.", + "oa:hasState": [ + { + "@type": "acr:MediaQueryList", + "acr:stateValue": "(max-width: 767px)", + "dct:title": "Mobile" + }, + { + "@type": "acr:MediaQueryList", + "acr:stateValue": "(min-width: 1200px)", + "dct:title": "Desktop" + } + ], + "earl:pointer": { + "@type": "oa:CssSelector", + "@value": "#gc-pft" + } + }, + "dct:description": "The Page Feedback Tool (PFT) located on most CRA webpages was tested with Fable users to determine if there were any improvements that could be made to the tool’s accessibility.", + "earl:result": [ + { + "earl:test": "WCAG21:perceivable", + "earl:subject": "_:subject", + "earl:result": [], + "acr:asset": [], + "earl:mode": "earl:manual", + "acr:severity": "acr:noSeverity", + "acr:relevancy": "acr:usability", + "dct:description": "On Mobile, using OS Magnification: User had trouble distinguishing that the feedback mechanism was a widget and not more content. USer has trouble finding the text field due to low contrast with the background.\nRecommendation: Stronger contrast or thicker border for the feedback widget and text field would make it clearer that they are spearate fron the content on the page.", + "earl:outcome": "earl:cantTell", + "selected": "WCAG21:perceivable" + }, + { + "earl:test": "WCAG21:operable", + "earl:subject": "_:subject", + "earl:result": [], + "acr:asset": [], + "earl:mode": "earl:manual", + "acr:severity": "acr:noSeverity", + "acr:relevancy": "acr:compatibility", + "dct:description": "On Mobile, using TalkBack with Chrome: User was sent to the top of the page whe nthey clicked \"No\". \nRecommendation: This issue was seen with JAWS as well. There appears to be a focus issue in the script which needs to be corrected. The focus should be on the text box itself.", + "earl:outcome": "earl:cantTell", + "selected": "WCAG21:operable" + }, + { + "earl:test": "WCAG21:perceivable", + "earl:subject": "_:subject", + "earl:result": [], + "acr:asset": [ + { + "@type": "acr:AttachmentImage", + "acr:content": { + "@type": "xsd:anyURI", + "@value": 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" + }, + "dct:title": "PFT Desktop OS Magnification" + } + ], + "earl:mode": "earl:manual", + "acr:severity": "acr:noSeverity", + "acr:relevancy": "acr:usability", + "dct:description": "On Desktop, using OS Magnification: User struggled to find the feedback widget. User was moved up higher slightly higher when trying to zoom in on the text field.\nRecommmendations: Increase the contrast for the feedback widget, it looks entirely inactive when compared to the links on the page.", + "earl:outcome": "earl:cantTell" + }, + { + "earl:test": "WCAG21:operable", + "earl:subject": "_:subject", + "earl:result": [], + "acr:asset": [], + "earl:mode": "earl:manual", + "acr:severity": "acr:noSeverity", + "acr:relevancy": "acr:compatibility", + "dct:description": "On Desktop, using Voice Control: \"Click text field\" didn't work, so the participant had to turn on the numbers to enter the text field.\nThe text box struggled to input the correct text.\nRecommendations: N/A the user was still able to accomplish the task. The issue could have been with their device.", + "earl:outcome": "earl:cantTell", + "selected": "WCAG21:operable" + }, + { + "earl:test": "WCAG21:understandable", + "earl:subject": "_:subject", + "earl:result": [], + "acr:asset": [], + "earl:mode": "earl:manual", + "acr:severity": "acr:noSeverity", + "acr:relevancy": "acr:usability", + "dct:description": "On desktop, using JAWS: It says Note, Notes, Note 3x. The website survey “yes” square arrow button doesn’t say that it will open in a new tab, it’s just blank. “Access to website survey” seems disconnected. They should be together. The user selected No on the feedback widget and it moved them back up to the top of the page. User thinks they were sent to a new page since they’re back at the top of a page then is confused about the breadcrumbs. They hit submit and were moved back up to the top of the page. No audio feedback immediately offered and they had to go through the page again to see that they were successful.\nRecommendations: Use more descriptive headings for sections so users know what they’re about, rather than “Note”. Offer immediate audio feedback when the user submits their comment to let them know it went through. Correct the focus so that it is on the text field.", + "earl:outcome": "earl:cantTell", + "selected": "WCAG21:understandable" + } + ], + "acr:standard": "https://www.w3.org/TR/WCAG21", + "acr:conformanceOption": "act:standard/profiles/wcag#levelAA", + "acr:stateValue": "(min-width: 1600px)", + "earl:assertedBy": { + "@type": [ + "earl:Assertor", + "foaf:Organization" + ], + "earl:mainAssertor": { + "@type": [ + "earl:Assertor", + "foaf:Person" + ], + "foaf:name": "Lana Stewart", + "foaf:homepage": "https://design.canada.ca/" + }, + "foaf:name": "Canada Revenue Agency", + "foaf:homepage": "https://www.canada.ca/fr/agence-revenu.html" + }, + "foaf:name": "Canada Revenue Agency", + "foaf:homepage": "https://www.canada.ca/fr/agence-revenu.html" +} From 7215962e0ff462973db4684fca9a4c86a53c1557 Mon Sep 17 00:00:00 2001 From: Bozz Date: Tue, 5 Nov 2024 11:50:19 -0500 Subject: [PATCH 2/6] =?UTF-8?q?Patch=20-=20M=C3=A9li-m=C3=A9lo:=20DataTabl?= =?UTF-8?q?e=20Utilities=20(#2438)?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * Initial Commit of 2024-10-datatable-utilities * Adjustment to the jeckell html pages as the Javascript Didn't load * Update to the meta.md * Fix to toFrenchMoney Function failing under 'use strict' and Some fixes to the Sample HTML pages * Fix for French Totals coming back as NaN * Implemented wet-boew team Accesibility changes to sample pages + added css to replace on the Totals * 1.1.0 - Wet-Boew Fixes + French Translation of Examples Page * Fixed a Typo * Added the URL Column to the Raw Data * Updated Implementation Plan * Fixed typo in implementation Plan --------- Co-authored-by: Steve Bourgeois --- .../css/wb-pspc-datatable-utility.css" | 3 + .../data/datatable-utility.json" | 328 ++++++++++++ .../datatable-utilities-doc-en.html" | 122 +++++ .../datatable-utilities-doc-fr.html" | 121 +++++ .../index-en.html" | 292 +++++++++++ .../index-fr.html" | 293 +++++++++++ .../js/wb-pspc-datatable-utility.js" | 474 ++++++++++++++++++ .../2024-10-datatable-utilities/meta.md" | 73 +++ 8 files changed, 1706 insertions(+) create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/css/wb-pspc-datatable-utility.css" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/data/datatable-utility.json" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-en.html" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-fr.html" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-en.html" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-fr.html" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/js/wb-pspc-datatable-utility.js" create mode 100644 "m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/css/wb-pspc-datatable-utility.css" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/css/wb-pspc-datatable-utility.css" new file mode 100644 index 0000000000..57c8b35232 --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/css/wb-pspc-datatable-utility.css" @@ -0,0 +1,3 @@ +.wb-col-sum { + font-weight: bold; +} \ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/data/datatable-utility.json" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/data/datatable-utility.json" new file mode 100644 index 0000000000..19530fab2f --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/data/datatable-utility.json" @@ -0,0 +1,328 @@ +{ + "data": [ + { + "DepartmentEN": "Agriculture and Agri-Food Canada", + "DepartmentFR": "Agriculture et Agroalimentaire Canada", + "ContactEmail": "steveb@bozzit.com", + "Custom study titleEN": "2022 Survey on Consumer Perceptions of Food, Wave VI", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleFR": "Sondage de 2022 sur les perceptions des consommateurs à l’égard des aliments, vague VI", + "Registration number": "POR 124-22", + "Supplier": "Ipsos Limited Partnership", + "Contract value": "62698.95" + }, + { + "DepartmentEN": "Agriculture and Agri-Food Canada", + "DepartmentFR": "Agriculture et Agroalimentaire Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 Qualitative Research on Consumer Perceptions of Sustainability-Oriented Assurance Systems", + "Custom study titleFR": "Recherche qualitative sur les perceptions des consommateurs en matière de systèmes d'assurance alimentaire axés sur la durabilité 2022 à 2023", + "Registration number": "POR 084-22", + "Supplier": "Earnscliffe Strategy Group GP", + "Contract value": "74994.71" + }, + { + "DepartmentEN": "Agriculture and Agri-Food Canada", + "DepartmentFR": "Agriculture et Agroalimentaire Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Creative Concepts in Support of the AgriCommunication Campaign", + "Custom study titleFR": "Concepts créatifs à l'appui de la campagne AgriCommunication", + "Registration number": "POR 085-21", + "Supplier": "Narrative Research Inc.", + "Contract value": "17780.55" + }, + { + "DepartmentEN": "Canada Energy Regulator", + "DepartmentFR": "Régie de l’énergie du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Canada Energy Regulator Annual Public Opinion Research Measures", + "Custom study titleFR": "Recherche sur l'opinion publique sur les mesures de la Régie de l'énergie du Canada, rapport annuel", + "Registration number": "POR 120-22", + "Supplier": "Environics Research Group Limited", + "Contract value": "157646.30" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 Annual Corporate Research", + "Custom study titleFR": "Recherche d'entreprise annuelle de 2022 à 2023", + "Registration number": "POR 105-22", + "Supplier": "Quorus Consulting Group Inc.", + "Contract value": "174047.12" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 Canada Child Benefit, Satisfaction Survey", + "Custom study titleFR": "Allocation canadienne pour enfants, sondage sur la satisfaction 2022 à 2023", + "Registration number": "POR 113-22", + "Supplier": "Nanos Research Corporation", + "Contract value": "124912.46" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 Canada Revenue Agency Annual Corporate Research, Qualitative Component", + "Custom study titleFR": "Recherche d'entreprise annuelle de l'Agence du revenu du Canada 2022 à 2023, constatations qualitatives", + "Registration number": "POR 147-22", + "Supplier": "Phoenix SPI", + "Contract value": "169403.95" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 Canada Revenue Agency Benefits and Credits Campaign, Advertising Campaign Evaluation Tool", + "Custom study titleFR": "Campagne relative aux prestations et crédits de l'Agence du revenu du Canada 2022 à 2023, Outil d’évaluation de campagnes publicitaires", + "Registration number": "POR 150-22", + "Supplier": "Ipsos Limited Partnership", + "Contract value": "30284.00" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2022 to 2023 ePayroll Survey", + "Custom study titleFR": "Sondage de 2022 à 2023 sur la paie électronique", + "Registration number": "POR 135-22", + "Supplier": "Nanos Research Corporation", + "Contract value": "203932.66" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Accessibility Testing of Canada Revenue Agency's Forms and Guides", + "Custom study titleFR": "Mise à l’essai de l’accessibilité des formulaires et des guides de l'Agence du revenu du Canada", + "Registration number": "POR 016-22", + "Supplier": "Quorus Consulting Group Inc.", + "Contract value": "88818.00" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Digital Acceleration Research, Phase 2", + "Custom study titleFR": "Recherche sur l'accélération numérique, phase 2", + "Registration number": "POR 122-21", + "Supplier": "Phoenix SPI", + "Contract value": "7130.68" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Measuring Agency Strategic Performance Framework Outcomes 2022 to 2023", + "Custom study titleFR": "Mesure des résultats du cadre de performance stratégique de l'Agence 2022 à 2023", + "Registration number": "POR 121-22", + "Supplier": "Ipsos Limited Partnership", + "Contract value": "112265.16" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Official Language Minority Community Experiences with Canada Revenue Agency Programs and Services", + "Custom study titleFR": "Expériences des communautés de langue officielle en situation minoritaire par rapport aux programmes et services de l'Agence du revenu du Canada", + "Registration number": "POR 151-22", + "Supplier": "Nanos Research Corporation", + "Contract value": "112858.75" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Qualitative Research on Canada Revenue Agency's Secure Portals With Tax Intermediaries", + "Custom study titleFR": "Recherche qualitative sur les portails sécurisés de l'Agence du revenu du Canada avec des intermédiaires fiscaux", + "Registration number": "POR 032-22", + "Supplier": "Sage Research Corporation", + "Contract value": "62381.65" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Qualitative Research on First-Time Tax Filing With Newcomers to Canada", + "Custom study titleFR": "Recherche qualitative sur la première déclaration de revenus auprès des nouveaux arrivants au Canada", + "Registration number": "POR 132-22", + "Supplier": "Environics Research Group Limited", + "Contract value": "57969.00" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Qualitative Research on Scientific Research and Experimental Development Client Portal", + "Custom study titleFR": "Recherche qualitative sur le portail client de la recherche scientifique et du développement expérimental", + "Registration number": "POR 065-22", + "Supplier": "Environics Research Group Limited", + "Contract value": "71048.75" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Qualitative Research on the Perceptions of Tax Obligations and Related Non-compliance in the Real Estate Sector", + "Custom study titleFR": "Recherche qualitative sur la perception des obligations fiscales et l’inobservation dans le secteur des biens immobiliers", + "Registration number": "POR 109-22", + "Supplier": "Gregg, Kelly, Sullivan & Woolstencroft: The Strategic Counsel", + "Contract value": "93899.61" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Taxpayer Feedback on Crypto Tax Knowledge and Obligations", + "Custom study titleFR": "Rétroaction des contribuables sur la connaissance et les obligations fiscales liées aux cryptomonnaies", + "Registration number": "POR 137-22", + "Supplier": "Ekos Research Associates Inc.", + "Contract value": "113251.43" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Underground Economy in Canada in Today’s Post-Pandemic Environment", + "Custom study titleFR": "L’économie souterraine au Canada dans l’environnement postpandémique d’aujourd’hui", + "Registration number": "POR 082-22", + "Supplier": "Gregg, Kelly, Sullivan & Woolstencroft: The Strategic Counsel", + "Contract value": "122345.10" + }, + { + "DepartmentEN": "Canada Revenue Agency", + "DepartmentFR": "Agence du revenu du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Voluntary Disclosures Program Research", + "Custom study titleFR": "Recherche sur le Programme des divulgations volontaires", + "Registration number": "POR 123-22", + "Supplier": "Ipsos Limited Partnership", + "Contract value": "90493.23" + }, + { + "DepartmentEN": "Canada School of Public Service", + "DepartmentFR": "École de la fonction publique du Canada", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Gathering Training, Learning and Developmental Needs of Federal Public Servants", + "Custom study titleFR": "Regroupement des besoins de formation, d’apprentissage et de perfectionnement des fonctionnaires fédéraux", + "Registration number": "POR 110-22", + "Supplier": "Nanos Research Corporation", + "Contract value": "222587.40" + }, + { + "DepartmentEN": "Canadian Food Inspection Agency", + "DepartmentFR": "Agence canadienne d'inspection des aliments", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Canadian Food Inspection Agency, Compliance Promotion Qualitative Public Opinion Research, Data Analysis and Statistical Review", + "Custom study titleFR": "Recherche qualitative de l'opinion publique, analyse des données et revue statistique sur la promotion de la conformité par l'Agence canadienne d'inspection des aliments", + "Registration number": "POR 125-22", + "Supplier": "Patterson, Langlois Consultants", + "Contract value": "28035.30" + }, + { + "DepartmentEN": "Canadian Food Inspection Agency", + "DepartmentFR": "Agence canadienne d'inspection des aliments", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Public Opinion Research with Canadians on Pet Trade 2022 to 2023", + "Custom study titleFR": "Recherche sur l'opinion publique auprès des Canadiens sur le commerce des animaux de compagnie 2022 à 2023", + "Registration number": "POR 091-22", + "Supplier": "Ekos Research Associates Inc.", + "Contract value": "98084.00" + }, + { + "DepartmentEN": "Canadian Food Inspection Agency", + "DepartmentFR": "Agence canadienne d'inspection des aliments", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Public Opinion Research with Canadians to Support Communications on African Swine Fever 2022 to 2023", + "Custom study titleFR": "Recherche sur l’opinion publique auprès des Canadiens pour appuyer les communications sur la peste porcine africaine 2022 à 2023", + "Registration number": "POR 086-22", + "Supplier": "Quorus Consulting Group Inc.", + "Contract value": "104928.14" + }, + { + "DepartmentEN": "Canadian Food Inspection Agency", + "DepartmentFR": "Agence canadienne d'inspection des aliments", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Public Opinion Research with Consumers and Regulated Parties for the Canadian Food Inspection Agency Annual Reputation Survey 2022 to 2023", + "Custom study titleFR": "Recherche sur l'opinion publique auprès des consommateurs et des parties réglementées pour le sondage annuel sur la réputation de l'Agence canadienne d'inspection des aliments 2022 à 2023", + "Registration number": "POR 095-22", + "Supplier": "Pollara", + "Contract value": "194738.55" + }, + { + "DepartmentEN": "Canadian Food Inspection Agency", + "DepartmentFR": "Agence canadienne d'inspection des aliments", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "Public Opinion Research with Food Businesses to Support Compliance with Food Safety Regulations 2022 to 2023", + "Custom study titleFR": "Recherche sur l’opinion publique auprès des entreprises du secteur alimentaire pour appuyer la conformité au Règlement sur la salubrité des aliments au Canada de 2022 à 2023", + "Registration number": "POR 087-22", + "Supplier": "Pollara", + "Contract value": "194908.05" + }, + { + "DepartmentEN": "Canadian Heritage", + "DepartmentFR": "Patrimoine canadien", + "ContactEmail": "Steve.Bourgeois@tpsgc-pwgsc.gc.ca", + "Custom study titleEN-url": "https://www.bozzit.com", + "Custom study titleFR-url": "https://www.bozzit.com", + "Custom study titleEN": "2023 Status of the High Performance Athlete Survey", + "Custom study titleFR": "Étude sur la situation de l’athlète de haut niveau en 2023", + "Registration number": "POR 108-22", + "Supplier": "Ekos Research Associates Inc.", + "Contract value": "80184.80" + } + ] +} \ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-en.html" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-en.html" new file mode 100644 index 0000000000..719b5acd18 --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-en.html" @@ -0,0 +1,122 @@ +--- +title: DataTable Utilities - Documentation +language: en +description: List of utilities to manipulate DataTables tables. +tag: DataTable +altLangPage: datatable-utilities-doc-fr.html +dateModified: 2024-11-01 +--- + +

DataTable Utilities, includes Data Manipulation Classes for emails, Urls and Money. Also Includes Datatable Footer Totals.

+

Having this plugin intergrated will make the transition to Canada.ca easier as these features are already in use on https://www.tpsgc-pwgsc.gc.ca, currently some of the pages that make use of this plugin and other pages that make use of Other Javascripts are just pointed to from Canada.ca

+

The Public at Large, the plugin makes DataTables more user friendly with Clickable Links, and they are used to this functionality our PRE Canada.ca Pages.

+ +

GCWeb implementation plan

+ +{% assign implPlan = site.pages | where: "output", "false" | where: "componentName", "2024-10-datatable-utilities" | first %} + +
    + {% for deliverable in implPlan.implementationPlan %} +
  • {{ deliverable.due }} - {{ deliverable.what }}
    • + {% endfor %} +
+ +

Todo and for future consideration

+
    + {% for todo in implPlan.todos %} +
  • {{ todo }}
    • + {% endfor %} +
+ +

Sponsor: PSPC - {{ implPlan.sponsor }}

+ +
+ +

Working examples

+ + +

Configuration options

+ +

Enable the plugin for the targeted table by adding the CSS class wb-tables-utility to the table. Add the attribute data-wb-tables-utility to configure the options.

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + (column-name, column-name-url) + + + + + + +
OptionDescriptionHow to configureValues
debugPrint Debug messages to the consoledata-wb-tables-utility="{&quot;debug&quot;:true}" +
+
false (default)
+
Suppress Printing of debug messages.
+
true
+
Show debug messages to the console.
+
+
filteredsumColumn Totals to reflect Filtered DataTable Datadata-wb-tables-utility="{&quot;filteredsum&quot;:false}" +
+
true (default):
+
As Data is Filtered adjust Totals to match filtered Data.
+
false:
+
Show Grand Total Regardless of data filtered.
+
+
wb-col-sumWhen this class is applied to a column, a column footer total is calculated"columnDefs": [{ "className": "wb-col-sum", "targets": [3]}] + wb-col-sum +
wb-col-moneyWhen this class is applied to a column, the data is manipulated to reflect currency with $"columnDefs": [{ "className": "wb-col-money", "targets": [3]}] + wb-col-money +
wb-col-cur-thousandWhen this class is applied to a column, the data is manipulated to reflect currency without $"columnDefs": [{ "className": "wb-col-cur-thousand", "targets": [3]}] + wb-col-cur-thousand +
wb-col-mailtoWhen this class is applied to a column, the data is searched with an email partern, and when found are wrapped with <a href="mailto:...">...</a> to make it a clikcable link."columnDefs": [{ "className": "wb-col-mailto", "targets": [3]}] + wb-col-mailto +
wb-col-urlWhen this class is applied to a column, dataTable Utilites looks for a second column with the same name as this column that is ending with -url + and the 2 are stiched into a single column wrapped with <a href="column-name-url">column-name</a> to make it a clikcable link."columnDefs": [{ "className": "wb-col-url", "targets": [3]}] + wb-col-url +
\ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-fr.html" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-fr.html" new file mode 100644 index 0000000000..f0821b9afe --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/datatable-utilities-doc-fr.html" @@ -0,0 +1,121 @@ +--- +title: Utilitaires DataTables - Documentation +language: fr +description: Liste d'utilitaires permettant la modification de tableaux DataTables. +tag: DataTable +altLangPage: datatable-utilities-doc-fr.html +dateModified: 2024-11-01 +--- +

Les utilitaires de table de données incluent des classes de manipulation de données pour les courriels, les URL et l’argent. Ils comprennent également des totaux dans le pied de page de la table de données.

+

L'intégration de ce plugin facilitera la transition vers Canada.ca, car ces fonctionnalités sont déjà mises en œuvre sur https://www.tpsgc-pwgsc.gc.ca. Actuellement, certaines pages utilisant ce plugiciel, ainsi que d'autres pages qui utilisent différents JavaScripts, sont simplement liées directement de Canada.ca.

+

Pour le grand public, le plugiciel rend les tables de données plus conviviales en fournissant des liens cliquables, et les utilisateurs sont déjà habitués à cette fonctionnalité sur nos anciennes pages Canada.ca.

+ +

Plan de mise en œuvre de GCWeb

+ +{% assign implPlan = site.pages | where: "output", "false" | where: "componentName", "2024-10-datatable-utilities" | first %} + +
    + {% for deliverable in implPlan.implementationPlanFR %} +
  • {{ deliverable.due }} - {{ deliverable.what }}
    • + {% endfor %} +
+ +

Todo and for future consideration

+
    + {% for todo in implPlan.todosFR %} +
  • {{ todo }}
    • + {% endfor %} +
+ +

Commanditaire : SPAC - {{ implPlan.sponsor }}

+ +
+ +

Exemples pratiques

+ + +

Options de configuration

+ +

Activez le plugiciel pour le tableau ciblé en ajoutant la classe CSS wb-tables-utility au tableau. Ajoutez l'attribut data-wb-tables-utility pour configurer les options.

+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + (column-name, column-name-url) + + + + + + +
OptionDescriptionHow to configureValues
debugPrint Debug messages to the consoledata-wb-tables-utility="{&quot;debug&quot;:true}" +
+
false (default)
+
Suppress Printing of debug messages.
+
true
+
Show debug messages to the console.
+
+
filteredsumColumn Totals to reflect Filtered DataTable Datadata-wb-tables-utility="{&quot;filteredsum&quot;:false}" +
+
true (default):
+
As Data is Filtered adjust Totals to match filtered Data.
+
false:
+
Show Grand Total Regardless of data filtered.
+
+
wb-col-sumWhen this class is applied to a column, a column footer total is calculated"columnDefs": [{ "className": "wb-col-sum", "targets": [3]}] + wb-col-sum +
wb-col-moneyWhen this class is applied to a column, the data is manipulated to reflect currency with $"columnDefs": [{ "className": "wb-col-money", "targets": [3]}] + wb-col-money +
wb-col-cur-thousandWhen this class is applied to a column, the data is manipulated to reflect currency without $"columnDefs": [{ "className": "wb-col-cur-thousand", "targets": [3]}] + wb-col-cur-thousand +
wb-col-mailtoWhen this class is applied to a column, the data is searched with an email partern, and when found are wrapped with <a href="mailto:...">...</a> to make it a clikcable link."columnDefs": [{ "className": "wb-col-mailto", "targets": [3]}] + wb-col-mailto +
wb-col-urlWhen this class is applied to a column, dataTable Utilites looks for a second column with the same name as this column that is ending with -url + and the 2 are stiched into a single column wrapped with <a href="column-name-url">column-name</a> to make it a clikcable link."columnDefs": [{ "className": "wb-col-url", "targets": [3]}] + wb-col-url +
\ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-en.html" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-en.html" new file mode 100644 index 0000000000..62f714e2ff --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-en.html" @@ -0,0 +1,292 @@ +--- +title: DataTable Utilities +dateModified: 2024-10-31 +description: "Utilities that allow Columns to be MONEY Formatted, Emails wrapped with mailto, url's to be clickable and Footer totals that can be affected by filtered Data Or not." +lang: en +altLangPage: "index-fr.html" +script: [ "js/wb-pspc-datatable-utility.js" ] +css: [ "css/wb-pspc-datatable-utility.css"] +--- + +
+ +

Documentation

+ +

On this page

+ + +

Control Table with Raw Data

+ + + + + + + + + + + + + +
+ Table 1: Raw Data +
DepartmentContact EmailCustom studyCustom study URLReg#Contract value
+ +

Column Data Manipulation Example 1

+ +
    +
  • .wb-col-mailto Wrap email Addresses with a <a href="mailto:...">email@example.net</a>
    • +
  • .wb-col-money Format numbers as Money.
    • +
  • .wb-col-url Stitch 2 columns (column-name, column-name-url) into a single URL / Caption or URL and URL as the caption if (column-name-url) does not exists within the JSON File.
    • +
+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t2"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentEN" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleEN" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-money", "targets": [4] }],
+                                                         "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + +
+ Table 2: Example of JSON Data Manipulation +
DepartmentContact EmailCustom studyReg#Contract value
+
+ +

Column Data Manipulation Example 2

+ +

.wb-col-cur-thousand Format numbers with thousands separator with 2 decimals.

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t3"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentEN" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleEN" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left", "targets": [1] },
+                                            { "className": "text-left", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-cur-thousand", "targets": [4] }],
+                                                         "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + +
+ Table 3: Second Example of JSON Data Manipulation +
DepartmentContact EmailCustom studyReg#Contract value
+
+ +

Table Footer With Static Totals

+ +

.wb-col-sum class on the column to perform column Total

+

Add a Placehoder <tfoot> at the bottom of the Table.

+ +
+        <tfoot>
+        <tr class="active">
+        <th colspan="4">Total</th>
+        <td>&nbsp;</td>
+        </tr>
+        </tfoot>
+
+ +

Code

+

Pass false via filteredsum to the plugin data-wb-tables-utility="{"filteredsum":false}" as the default is true

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t4"
+    data-wb-tables-utility="{"filteredsum":false}"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentEN" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleEN" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-sum wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + + + + + + + +
+ Table 4: Static Totals in Table Footer Example +
DepartmentContact EmailCustom studyReg#Contract value
Total 
+
+ +

Table Footer With Dynamic Totals updated when Filtered

+ +

.wb-col-sum class on the column to perform column Total

+

Add a Placehoder <tfoot> at the bottom of the Table.

+ +
+        <tfoot>
+            <tr class="active">
+                <th colspan="4">Total</th>
+                <td>&nbsp;</td>
+            </tr>
+        </tfoot>
+
+ +

Code

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t5"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentEN" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleEN" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-sum wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + + + + + + + +
+ Table 5: Dynamic Totals in Table Footer Example +
DepartmentContact EmailCustom studyReg#Contract value
Total 
+
\ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-fr.html" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-fr.html" new file mode 100644 index 0000000000..db8801d631 --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/index-fr.html" @@ -0,0 +1,293 @@ +--- +title: Utilitaire DataTable +dateModified: 2024-10-31 +description: "Utilities that allow Columns to be MONEY Formatted, Emails wrapped with mailto, url's to be clickable and Footer totals that can be affected by filtered Data Or not." +lang: fr +altLangPage: "index-en.html" +script: [ "js/wb-pspc-datatable-utility.js" ] +css: [ "css/wb-pspc-datatable-utility.css" ] +--- + +
+ +

Documentation

+ +

Sur cette page

+ + +

Table de contrôle avec données brute

+ + + + + + + + + + + + + +
+ Tableau 1 : données brute +
MinistèreCourrielTitre de l’étude multi-intérêtsURL de l’étude multi-intérêtsReg#Valeur des contrats
+ +

Exemple 1 de manipulation des données de colonne

+ +
    +
  • .wb-col-mailto Entourer les adresses courriels avec un <a href="mailto:...">email@example.net</a>
    • +
  • .wb-col-money Formater les nombres en tant que montant d'argent.
    • +
  • .wb-col-url Fusionner 2 colonnes (nom-colonne, nom-colonne-url) en une seule URL / Sous-titre ou URL et URL comme sous-titre si (nom-colonne-url) n'existe pas dans le fichier JSON.
    • +
+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t2"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentFR" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleFR" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + +
+ Tableau 2 : Exemple de manipulation des données JSON +
MinistèreCourrielTitre de l’étude multi-intérêtsReg#Valeur des contrats
+
+ +

Exemple 2 de manipulation des données de colonne

+ +

.wb-col-cur-thousand Formater les nombres en tant que montant d'argent sans le signe $.

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t3"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentFR" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleFR" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + +
+ Tableau 3 : Deuxième exemple de manipulation des données JSON +
MinistèreCourrielTitre de l’étude multi-intérêtsReg#Valeur des contrats
+
+ +

Pied de page de table avec totaux statiques

+ +

.wb-col-sum classe sur la colonne pour effectuer le total de la colonne.

+

Ajouter un espace réservé <tfoot> en bas de la table.

+ +
+    <tfoot>
+        <tr class="active">
+            <th colspan="4">Total</th>
+            <td>&nbsp;</td>
+        </tr>
+    </tfoot>
+
+ +

Code

+ +

Définissez le paramètre filteredsum a « false » dans le plugiciel data-wb-tables-utility="{\"filteredsum\":false}", car la valeur par défaut est « true ».

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t4"
+            data-wb-tables-utility="{"filteredsum":false}"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentFR" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleFR" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-sum wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + + + + + + + +
+ Tableau 4 : Exemple de totaux statiques dans le pied de page de table +
MinistèreCourrielTitre de l’étude multi-intérêtsReg#Valeur des contrats
Total 
+
+ +

Pied de page de table avec totaux dynamiques mis à jour lors du filtrage

+ +

.wb-col-sum classe sur la colonne pour effectuer le total de la colonne.

+

Ajouter un espace réservé <tfoot> en bas de la table.

+ +
+    <tfoot>
+        <tr class="active">
+            <th colspan="4">Total</th>
+            <td>&nbsp;</td>
+        </tr>
+    </tfoot>
+
+ +

Code

+ +
+    <table class="wb-tables table table-striped table-hover table-condensed small wb-tables-utility" id="t5"
+            data-wb-tables='{ "ajax":"data/datatable-utility.json",
+                            "columns": [{ "data": "DepartmentFR" },
+                                        { "data": "ContactEmail" },
+                                        { "data": "Custom study titleFR" },
+                                        { "data": "Registration number" },
+                                        { "data": "Contract value" }],
+                                    "columnDefs": [{ "className": "text-left", "targets": [0]},
+                                            { "className": "text-left wb-col-mailto", "targets": [1] },
+                                            { "className": "text-left wb-col-url", "targets": [2] },
+                                            { "className": "text-left", "targets": [3] },
+                                            { "className": "text-right wb-col-sum wb-col-money", "targets": [4] }],
+                                                "lengthMenu": [ [5, 10, 25, 50, 100, -1], [5, 10, 25, 50, 100, "All"] ]}'>
+
+ +
+ + + + + + + + + + + + + + + + + +
+ Table 5 : Exemple de totaux dynamiques dans le pied de page +
MinistèreCourrielTitre de l’étude multi-intérêtsReg#Valeur des contrats
Total 
+
\ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/js/wb-pspc-datatable-utility.js" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/js/wb-pspc-datatable-utility.js" new file mode 100644 index 0000000000..9a74790d56 --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/js/wb-pspc-datatable-utility.js" @@ -0,0 +1,474 @@ +/******************************************************************************************** + * + * Program: Wet-Boew Plugin that will add Column Totals to the Table's element + * Additionally this plugin can format data that is loaded via AJAX, such as Money + * + * Author: Steve Bourgeois + * + * + * + * Version History: 1.1.1 + * Implement Wet-Boew Team recomendations Post Pull Request + * 1. Suggestion: create a separate documentation page for all the options instead of having them in the JS file + * 2. Please add an implementation plan item: "Produce accessibility conformance report" + * 3. I don't see a working example for the following option: wb-col-cur-thousand. + * + * Version History: 1.1.0 + * Implement Wet-Boew Team recomendations + * 1. Remove formatting on Totals in favor of css + * 2. Change Init Event to a single function instead + * 3. French Translation of Examples Page + * + * Version History: 1.0.4 + * Footercallback Applied to ALL wb-tables, added code to check the current Table for its Settings + * Footer Total in French displayed as NaN + * + * Fix for wb-col-mailto not Working + * + * Version History: 1.0.2 + * Small Fix that has to do with Assigning values to unintialized Variables + * + * 1.0.1 + * Small Fix that has to do with Assigning values to unintialized Variables + * + * 1.0.0 + * Initial Release + * + * Sample Usage: add class wb-tables-utility to your wb-tables section + * + *
+ * + * Paramaters: filteredsum Total of Filtered Results Only or All if nothing was filtered + * Default Value: true + * + * wb-col-sum Class added to the columnDefs option of data-wb-tables to let the plugin know that this column needs to be totaled + * + * Formatting Options: wb-col-money Turns raw numbers such as 123987.10 to Localized Money $123,987.10 (en) 123 987,10 $ (fr) + * + * wb-col-mailto Scan for email addresses in column and add the + { + i18n[key] = data.pluginlabels[0][key]; + }); + } + + debugMsg('PSPC: wb-pspc-datatable-utility plugin Version 1.1.1 Initialized'); + debugMsg(data); + + } + + function toFrenchMoney(amount, noDecimals) + { + if (arguments.length == 1) // Means second parameter is not passed + { + noDecimals = 2; + } + return intVal(amount).toFixed(noDecimals).replace(/\d(?=(\d{3})+\.)/g, '$& ').replace(/\./, ',') + ' $' + } + + function toEnglishMoney(amount, noDecimals) + { + if (arguments.length == 1) // Means second parameter is not passed + { + noDecimals = 2; + } + return '$' + intVal(amount).toFixed(noDecimals).replace(/\d(?=(\d{3})+\.)/g, '$&,') + } + + var intVal = function (i) + { + + if (typeof i === 'string' && wb.lang == 'fr') + { + i = i.replace(/[,]/g, '.'); + } + + return typeof i === 'string' ? i.replace(/[\$,\s%]/g, '') * 1 : + typeof i === 'number' ? + i : 0; + }; + + /** + * This applies to all wb-tables, so if the plugin is initialized + **/ + + if (window["wb-tables"]) + { + console.error("Can not initialize wb-table global settings as it is already define."); + } + else + { + window["wb-tables"] = { + footerCallback: function (tfoot, aData, start, end, display) + { + /* Only do the footerCallback if the wb-tables has the wb-tables-utility class */ + + if (!$(this).hasClass("wb-tables-utility")) + { + return; + } + + var data = $(this).data('wb-tables-utility'); + + debugMsg('wb-datatable-utility: footerCallback Executed'); + + var api = this.api(); + + var searchApplied = { search: 'applied' }; + + if (typeof (data) !== "undefined") + { + if (data && !data.filteredsum) + { + searchApplied = {}; + } + } + + api.columns('.wb-col-sum', {}).every(function (index) + { + var GrandTotal = api.column(index, searchApplied).data().reduce(function (a, b) + { + return intVal(a) + intVal(b); + }, 0); + + var formatedGrandTotal = 0; + + if ($(this.header()).hasClass('wb-col-money')) + { + if (wb.lang == 'fr') + { + formatedGrandTotal = toFrenchMoney(GrandTotal); + } + else + { + formatedGrandTotal = toEnglishMoney(GrandTotal); + } + } + else if ($(this.header()).hasClass('cur-thousand-col') || $(this.header()).hasClass('wb-col-cur-thousand')) + { + var GrandTotal = api.column(index, searchApplied).data().reduce(function (a, b) + { + return intVal(a) + intVal(b); + }, 0); + + formatedNumber = parseFloat(GrandTotal).toFixed(2) + + formatedGrandTotal = Number(formatedNumber).toLocaleString(wb.lang, { + minimumFractionDigits: 2, + maximumFractionDigits: 2, + }); + } + else + { + formatedGrandTotal = GrandTotal; + } + + $(api.column(index).footer()).html('' + formatedGrandTotal.toString().replace(/\s/g, ' ') + ''); + }); + } + }; + /** set a flag that we where able to intialize wb-tables with our footerCallback */ + window["wb-tables"][componentName] = true; + } + + /******************************************************************************************** + * + * Add Classes to Datatable Columns to force column Specific Formating + * + * wb-col-mailto: Scan for email addresses in column and add the )([a-zA-Z0-9._-]+@[a-zA-Z0-9.-]+\.[a-zA-Z]{2,4})/g); + + if (allEmails) + { + allEmails.forEach(function (email) + { + var emailhref = '' + email.toLowerCase() + ''; + celldata = celldata.replace(email, emailhref); + }); + } + } + + oRow[i][column] = celldata; + }); + + /** Process Columns that have Urls [wb-col-url] */ + urlColTarget.forEach(function (column) + { + var anchorText = oRow[i][column]; + var urlValue = ''; + + if (oRow[i][column + "-url"]) + { + urlValue = oRow[i][column + "-url"]; + } + + if (urlValue) + { + oRow[i][column] = `${anchorText}`; + } + else + { + var allUrls = anchorText.match(/(https?:\/\/[^ ]*)/); + + if (allUrls) + { + allUrls.forEach(function (singleUrl) + { + var urlhref = `${singleUrl}`; + oRow[i][column] = anchorText.replace(singleUrl, urlhref); + }); + } + } + }); + } + }); + + // Bind the init event of the plugin + $document.on("timerpoke.wb " + initEvent, selector, init); + + // Add the timer poke to initialize the plugin + wb.add(selector); + +})(jQuery, window, wb); \ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" new file mode 100644 index 0000000000..df3e324364 --- /dev/null +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" @@ -0,0 +1,73 @@ +--- +feature: méli-mélo +"@context": + "@version": 1.0.4 + dct: http://purl.org/dc/terms/ + title: + "@id": dct:title + "@container": "@language" + description: dct:description + modified: dct:modified + +title: + en: Data Table Utilities + fr: (FR) Data Table Utilities +description: Examples of how to use these Utilities +modified: 2024-10-01 +componentName: 2024-10-datatable-utilities +sponsor: Steve Bourgeois (steve.bourgeois@tpsgc-pwgsc.gc.ca) + +pages: + examples: + - title: Home + language: en + path: index-eng.html + +implementationPlan: + - due: 2024-09-24 + what: "Initial Development Completed" + - due: 2024-10-01 + what: "Get Intial Feedback from Wet-Boew Team Before Pull Request Completed" + - due: 2024-10-08 + what: "Fix Issue Identified by Wet-Boew Team Completed" + - due: 2024-10-12 + what: "Get French Sample page Translated Completed" + - due: 2024-10-15 + what: "Get Pages throuh our QC cycle and our WACR Team Completed" + - due: 2024-10-22 + what: "Fix Identified problems and accesibility issues Completed" + - due: 2024-10-24 + what: "Submit Pull Request Completed" + - due: 2025-11-30 + what: "Produce accessibility conformance report Todo" + - due: 2025-06-30 + what: "Work toward a provisional plugin In Progress" + +implementationPlanFR: + - due: 2024-09-24 + what: "Dévélopement initial Completé" + - due: 2024-10-01 + what: "Obtenir des rétroaction de l'équipe Wet-Boew avant la demande de tirage Completé" + - due: 2024-10-08 + what: "Corriger tout problèmes identifiés par l'équipe Wet-Boew Completé" + - due: 2024-10-12 + what: "Faire traduire la page d'exemple en français Completé" + - due: 2024-10-15 + what: "Soumettre les pages à notre processus de CQ et à notre équipe ECAW Completé" + - due: 2024-10-22 + what: "Corriger les problèmes identifiés et les problèmes d'accessibilité Completé" + - due: 2024-10-24 + what: "Soumettre la demandes de tirage Completé" + - due: 2025-11-30 + what: "Produce accessibility conformance report A faire" + - due: 2025-06-30 + what: "Travailler vers un plugiciel provisoire En cours" + +todos: + - Add Other Data Manipulation Classes Maybe (percentage)? + +todosFR: + - Envisager d'ajouter d'autres classes de manipulation de données (pourcentage)? + +output: false +--- \ No newline at end of file From f3158390b07d554c8337d0b78928020ec0e43fea Mon Sep 17 00:00:00 2001 From: Brahim Mahadi Wachilli Date: Tue, 5 Nov 2024 13:19:23 -0500 Subject: [PATCH 3/6] Patch - GC Home Page: Reduced Doormats and added all services button (#2434) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * GC Home Page: Reduced Doormats and added all services button * Home: updating All services button styling --------- Co-authored-by: Marc-André Garneau --- templates/home/_base.scss | 19 ++++- templates/home/api-en.html | 146 +++++++++++++++++++++++++++++++++++- templates/home/api-fr.html | 146 +++++++++++++++++++++++++++++++++++- templates/home/home-en.html | 38 ++-------- templates/home/home-fr.html | 37 ++------- 5 files changed, 324 insertions(+), 62 deletions(-) diff --git a/templates/home/_base.scss b/templates/home/_base.scss index b4ab9f4c9c..36936955fe 100644 --- a/templates/home/_base.scss +++ b/templates/home/_base.scss @@ -50,7 +50,6 @@ margin: 1em 0px; } - /* Home page Most requested section * * Reference in: @@ -77,4 +76,22 @@ background-repeat: no-repeat; background-size: 38%; } + + // All services button under services and information + .gc-srvinfo .container > p:last-child { + margin-bottom: 20px; + margin-top: 20px; + + .btn-all-services { + border: 2px solid $accent-blue; // #26374a + color: $accent-blue; // #26374a + font-size: 1.1em; + font-weight: bold; + padding: .65em 1.1em; + + &:hover { + text-decoration: underline; + } + } + } } diff --git a/templates/home/api-en.html b/templates/home/api-en.html index 8d2f57600a..4ffaec7025 100644 --- a/templates/home/api-en.html +++ b/templates/home/api-en.html @@ -45,7 +45,7 @@

Component list and latest version

  • Home page banner - Version 2.2
  • Promotional banner - Version 2.0
  • Most requested - Version 1.0
    • -
  • Service and information - Version 1.0
    • +
  • Home page service and information - Version 2.0
  • Focus on - Version 1.0
  • Your government - Version 2.0
  • Government initiatives - Version 2.0
    • @@ -146,6 +146,150 @@

    Promotional banner

    </div> +

    Services and information

    +
    +
    Version
    +
    2.0
    +
    Updated
    +
    2024-10-22
    +
    Notes
    +
    Services now limited to 9 with "All services" link.
    +
    +
    <section class="gc-srvinfo">
+	<div class="container">
+		<h2 class="wb-inv">Home page services and information</h2>
+		<div class="wb-eqht row">
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/jobs.html">Jobs</a></h3>
+				<p>Find a job, training, hiring programs, work permits, Social Insurance Number (SIN)</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/immigration-citizenship.html">Immigration and citizenship</a></h3>
+				<p>Visit, work, study, immigrate, refugees, permanant residents, apply, check status</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://travel.gc.ca">Travel and tourism</a></h3>
+				<p>In Canada or abroad, advice, advisories, passports, visit Canada, events, attractions</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/business.html">Business and industry</a></h3>
+				<p>Starting a business, permits, copyright, business support, selling to government</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/benefits.html">Benefits</a></h3>
+				<p>EI, family and sickness leave, pensions, housing, student aid, disabilities</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/taxes.html">Taxes</a></h3>
+				<p>Income tax, payroll, GST/HST,  contribution limits, tax credits, charities</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/health.html">Health</a></h3>
+				<p>Food, nutrition, diseases, vaccines, drugs, product safety and recalls</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/environment.html">Environment and natural resources</a></h3>
+				<p>Weather, climate, agriculture, wildlife, pollution, conservation, fisheries</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/finance.html">Money and finances</a></h3>
+				<p>Personal finance, credit reports, fraud protection, paying for education</p>
+			</div>
+		</div>
+		<p>
+			<a class="btn btn-all-services" href="https://www.canada.ca/en/services.html">All services</a>
+		</p>
+	</div>
+</section>
    + +

    Previous version

    +
    + Version 1.0 + 
    <section class="gc-srvinfo container">
+	<h2 class="wb-inv">Services and information</h2>
+	<div class="wb-eqht row">
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/jobs.html">Jobs</a></h3>
+			<p>Find a job, training, hiring programs, work permits, Social Insurance Number (SIN)</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/immigration-citizenship.html">Immigration and citizenship</a></h3>
+			<p>Visit, work, study, immigrate, refugees, permanant residents, apply, check status</p>
+		</div>
+
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://travel.gc.ca">Travel and tourism</a></h3>
+			<p>In Canada or abroad, advice, advisories, passports, visit Canada, events, attractions</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/business.html">Business and industry</a></h3>
+			<p>Starting a business, permits, copyright, business support, selling to government</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/benefits.html">Benefits</a></h3>
+			<p>EI, family and sickness leave, pensions, housing, student aid, disabilities</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/health.html">Health</a></h3>
+			<p>Food, nutrition, diseases, vaccines, drugs, product safety and recalls</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/taxes.html">Taxes</a></h3>
+			<p>Income tax, payroll, GST/HST,  contribution limits, tax credits, charities</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/environment.html">Environment and natural resources</a></h3>
+			<p>Weather, climate, agriculture, wildlife, pollution, conservation, fisheries</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/defence.html">National security and defence</a></h3>
+			<p>Military, transportation and cyber security, securing the border, counter-terrorism</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/culture.html">Culture, history and sport</a></h3>
+			<p>Arts, media, heritage, official languages, national identity and funding</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/policing.html">Policing, justice and emergencies</a></h3>
+			<p>Safety, justice system, prepare for emergencies, services for victims of crime</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/transport.html">Transport and infrastructure</a></h3>
+			<p>Aviation, marine, road, rail, dangerous goods, infrastructure projects</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://international.gc.ca/world-monde/index.aspx?lang=eng">Canada and the world</a></h3>
+			<p>Foreign policy, trade agreements, development work, global issues</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/finance.html">Money and finances</a></h3>
+			<p>Personal finance, credit reports, fraud protection, paying for education</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/science.html">Science and innovation</a></h3>
+			<p>Scientific research on health, environment and space, grants and funding</p>
+		</div>
+	</div>
+</section>
    +
    + +

    Transition from version 1.0 to version 2.0

    +
      +
    • Remove the container class from the <section class="gc-srvinfo"> element.
      • +
    • Wrap the content inside the <section class="gc-srvinfo"> element with a <div class="container"> element.
      • +
    • Remove the following service and information elements: +
        +
      • National security and defence
        • +
      • Culture, history and sport
        • +
      • Policing, justice and emergencies
        • +
      • Transport and infrastructure
        • +
      • Canada and the world
        • +
      • Science and innovation
        • +
      +
      • +
    • Add the following paragraph right before the end of the <div class="container">: <p><a class="btn btn-all-services" href="https://www.canada.ca/en/services.html">All services</a></p>
      • +
    +

    Your government

    Version
    diff --git a/templates/home/api-fr.html b/templates/home/api-fr.html index bfbcb0e374..e2bd9012f8 100644 --- a/templates/home/api-fr.html +++ b/templates/home/api-fr.html @@ -47,7 +47,7 @@

    Component list and latest version

  • Home page banner - Version 2.2
  • Promotional banner - Version 2.0
  • Most requested - Version 1.0
    • -
  • Service and information - Version 1.0
    • +
  • Home page service and information - Version 2.0
  • Focus on - Version 1.0
  • Your government - Version 2.0
  • Government initiatives - Version 2.0
    • @@ -148,6 +148,150 @@

    Promotional banner

    </div> +

    Home page services and information

    +
    +
    Version
    +
    2.0
    +
    Updated
    +
    2024-10-22
    +
    Notes
    +
    Services now limited to 9 with "All services" link.
    +
    + 
    <section class="gc-srvinfo">
+	<div class="container">
+		<h2 class="wb-inv">Services and information</h2>
+		<div class="wb-eqht row">
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/jobs.html">Jobs</a></h3>
+				<p>Find a job, training, hiring programs, work permits, Social Insurance Number (SIN)</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/immigration-citizenship.html">Immigration and citizenship</a></h3>
+				<p>Visit, work, study, immigrate, refugees, permanant residents, apply, check status</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://travel.gc.ca">Travel and tourism</a></h3>
+				<p>In Canada or abroad, advice, advisories, passports, visit Canada, events, attractions</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/business.html">Business and industry</a></h3>
+				<p>Starting a business, permits, copyright, business support, selling to government</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/benefits.html">Benefits</a></h3>
+				<p>EI, family and sickness leave, pensions, housing, student aid, disabilities</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/taxes.html">Taxes</a></h3>
+				<p>Income tax, payroll, GST/HST,  contribution limits, tax credits, charities</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/health.html">Health</a></h3>
+				<p>Food, nutrition, diseases, vaccines, drugs, product safety and recalls</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/environment.html">Environment and natural resources</a></h3>
+				<p>Weather, climate, agriculture, wildlife, pollution, conservation, fisheries</p>
+			</div>
+			<div class="col-lg-4 col-md-6">
+				<h3><a href="https://www.canada.ca/en/services/finance.html">Money and finances</a></h3>
+				<p>Personal finance, credit reports, fraud protection, paying for education</p>
+			</div>
+		</div>
+		<p>
+			<a class="btn btn-all-services" href="https://www.canada.ca/en/services.html">All services</a>
+		</p>
+	</div>
+</section>
    + +

    Previous version

    +
    + Version 1.0 + 
    <section class="gc-srvinfo container">
+	<h2 class="wb-inv">Services and information</h2>
+	<div class="wb-eqht row">
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/jobs.html">Jobs</a></h3>
+			<p>Find a job, training, hiring programs, work permits, Social Insurance Number (SIN)</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/immigration-citizenship.html">Immigration and citizenship</a></h3>
+			<p>Visit, work, study, immigrate, refugees, permanant residents, apply, check status</p>
+		</div>
+
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://travel.gc.ca">Travel and tourism</a></h3>
+			<p>In Canada or abroad, advice, advisories, passports, visit Canada, events, attractions</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/business.html">Business and industry</a></h3>
+			<p>Starting a business, permits, copyright, business support, selling to government</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/benefits.html">Benefits</a></h3>
+			<p>EI, family and sickness leave, pensions, housing, student aid, disabilities</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/health.html">Health</a></h3>
+			<p>Food, nutrition, diseases, vaccines, drugs, product safety and recalls</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/taxes.html">Taxes</a></h3>
+			<p>Income tax, payroll, GST/HST,  contribution limits, tax credits, charities</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/environment.html">Environment and natural resources</a></h3>
+			<p>Weather, climate, agriculture, wildlife, pollution, conservation, fisheries</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/defence.html">National security and defence</a></h3>
+			<p>Military, transportation and cyber security, securing the border, counter-terrorism</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/culture.html">Culture, history and sport</a></h3>
+			<p>Arts, media, heritage, official languages, national identity and funding</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/policing.html">Policing, justice and emergencies</a></h3>
+			<p>Safety, justice system, prepare for emergencies, services for victims of crime</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/transport.html">Transport and infrastructure</a></h3>
+			<p>Aviation, marine, road, rail, dangerous goods, infrastructure projects</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://international.gc.ca/world-monde/index.aspx?lang=eng">Canada and the world</a></h3>
+			<p>Foreign policy, trade agreements, development work, global issues</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/finance.html">Money and finances</a></h3>
+			<p>Personal finance, credit reports, fraud protection, paying for education</p>
+		</div>
+		<div class="col-lg-4 col-md-6">
+			<h3><a href="https://www.canada.ca/en/services/science.html">Science and innovation</a></h3>
+			<p>Scientific research on health, environment and space, grants and funding</p>
+		</div>
+	</div>
+</section>
    +
    + +

    Transition from version 1.0 to version 2.0

    +
      +
    • Remove the container class from the <section class="gc-srvinfo"> element.
      • +
    • Wrap the content inside the <section class="gc-srvinfo"> element with a <div class="container"> element.
      • +
    • Remove the following service and information elements: +
        +
      • National security and defence
        • +
      • Culture, history and sport
        • +
      • Policing, justice and emergencies
        • +
      • Transport and infrastructure
        • +
      • Canada and the world
        • +
      • Science and innovation
        • +
      +
      • +
    • Add the following paragraph right before the end of the <div class="container">: <p><a class="btn btn-all-services" href="https://www.canada.ca/en/services.html">All services</a></p>
      • +
    +

    Your government

    Version
    diff --git a/templates/home/home-en.html b/templates/home/home-en.html index 7e03f8607b..f86bd9d487 100644 --- a/templates/home/home-en.html +++ b/templates/home/home-en.html @@ -2,7 +2,7 @@ title: Home - Canada.ca language: en altLangPage: home-fr.html -dateModified: 2022-09-16 +dateModified: 2024-10-22 layout: home breadcrumbs: false --- @@ -56,7 +56,6 @@

    Imm

    Travel and tourism

    In Canada or abroad, advice, advisories, passports, visit Canada, events, attractions

    -

    Business and industry

    Starting a business, permits, copyright, business support, selling to government

    @@ -65,47 +64,26 @@

    Business and indus

    Benefits

    EI, family and sickness leave, pensions, housing, student aid, disabilities

    -
    -

    Health

    -

    Food, nutrition, diseases, vaccines, drugs, product safety and recalls

    -

    Taxes

    Income tax, payroll, GST/HST, contribution limits, tax credits, charities

    -

    Environment and natural resources

    -

    Weather, climate, agriculture, wildlife, pollution, conservation, fisheries

    -
    -
    -

    National security and defence

    -

    Military, transportation and cyber security, securing the border, counter-terrorism

    -
    -
    -

    Culture, history and sport

    -

    Arts, media, heritage, official languages, national identity and funding

    -
    -
    -

    Policing, justice and emergencies

    -

    Safety, justice system, prepare for emergencies, services for victims of crime

    -
    -
    -

    Transport and infrastructure

    -

    Aviation, marine, road, rail, dangerous goods, infrastructure projects

    +

    Health

    +

    Food, nutrition, diseases, vaccines, drugs, product safety and recalls

    -

    Canada and the world

    -

    Foreign policy, trade agreements, development work, global issues

    +

    Environment and natural resources

    +

    Weather, climate, agriculture, wildlife, pollution, conservation, fisheries

    Money and finances

    Personal finance, credit reports, fraud protection, paying for education

    -
    -

    Science and innovation

    -

    Scientific research on health, environment and space, grants and funding

    -
    +

    + All services +

    diff --git a/templates/home/home-fr.html b/templates/home/home-fr.html index 371d509411..3b50e57eaf 100644 --- a/templates/home/home-fr.html +++ b/templates/home/home-fr.html @@ -2,7 +2,7 @@ title: Accueil - Canada.ca language: fr altLangPage: home-en.html -dateModified: 2024-09-16 +dateModified: 2024-10-22 layout: home breadcrumbs: false --- @@ -63,47 +63,26 @@

    Entreprises et

    Prestations

    Assurance emploi, congés familiaux et congés de maladie, pensions, logement, aide financière aux études, personnes invalides

    -
    -

    Santé

    -

    Alimentation, nutrition, maladies, vaccins, médicaments, sécurité des produits et rappels

    -

    Impôts

    Impôt sur le revenu, TPS/TVH, limites de contribution, credits d’impôt, organismes de charité

    -

    Environnement et ressources naturelles

    -

    Météo, climat, agriculture, faune, pollution, conservation, pêches

    -
    -
    -

    Sécurité nationale et défense

    -

    Militaire, cybersécurité, sûreté des transports, sécuriser la frontière, contre-terrorisme

    -
    -
    -

    Culture, histoire et sport

    -

    Arts, médias, patrimoine, langues officielles, identité nationale et financement

    -
    -
    -

    Services de police, justice et urgences

    -

    Sécurité, justice, se préparer en cas d'urgence, services aux victimes d'actes criminels

    -
    -
    -

    Transport et infrastructure

    -

    Aviation, transport maritime, transport routier, transport ferroviaire, marchandises dangereuses, projets d'infrastructure

    +

    Santé

    +

    Alimentation, nutrition, maladies, vaccins, médicaments, sécurité des produits et rappels

    -

    Le Canada et le monde

    -

    Politique étrangère, ententes commerciales, développement international, enjeux mondiaux

    +

    Environnement et ressources naturelles

    +

    Météo, climat, agriculture, faune, pollution, conservation, pêches

    Argent et finances

    Finances personnelles, dossiers de crédit, se protéger de la fraude, financer votre éducation

    -
    -

    Science et innovation

    -

    Recherche scientifique sur la santé, l'environnement et l'espace, subventions et financement

    -
    +

    + Tous les services +

    From e2fa333683ada4bb49d82516f323badd1df369b6 Mon Sep 17 00:00:00 2001 From: Christopher-O Date: Wed, 6 Nov 2024 11:55:58 -0700 Subject: [PATCH 4/6] =?UTF-8?q?Patch=20-=20Steps=20M=C3=A9li-m=C3=A9lo:=20?= =?UTF-8?q?Update=20steps.css=20(#2441)?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * Update steps.css Clear and simple explanation of the change/update: Additional CSS and example added to support basic use (for numbers 2 to 10) of the start attribute for ordered (ol) lists as the CSS design uses a CSS count method to display the numbers and not the generated numbers from the html element. Future design could include a javascript to allow any start number to exist. The impact on the sponsored department (CRA) for that change/update: No impact The impact on the public for that change/update: More flexibility of using the design in various situations. * Update index.html Added extended functionality example for use of start attribute for steps * Update index-fr.html Added extended functionality example using start attribute for steps * Update steps-doc-en.html Added start attribute code * Update steps-doc-fr.html Added code snippet for start attribute * Update meta.md Added updated feature to list * Méli-mélo 2021-05-steps - Add working example for custom starting step * Méli-mélo 2021-05-steps - Typo fix for custom starting steps * Méli-mélo 2021-05-steps - Typo fix for custom starting steps --------- Co-authored-by: Pierre Dubois --- .../2021-05-steps/index-fr.html" | 159 +++++++++++++++++- .../2021-05-steps/index.html" | 159 +++++++++++++++++- .../2021-05-steps/meta.md" | 6 +- .../2021-05-steps/steps-doc-en.html" | 4 + .../2021-05-steps/steps-doc-fr.html" | 4 + .../2021-05-steps/steps.css" | 25 +++ 6 files changed, 340 insertions(+), 17 deletions(-) diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/index-fr.html" "b/m\303\251li-m\303\251lo/2021-05-steps/index-fr.html" index a57fc48fac..9e53b126e9 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/index-fr.html" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/index-fr.html" @@ -3,6 +3,7 @@ dateModified: 2024-05-30 description: "Stylisez la liste ordonnée et les divs avec le numéro d’étapes en cercles." lang: fr +altLangPage: index.html css: - steps.css --- @@ -19,6 +20,7 @@

    Sur cette page

  • Sous-listes (imbriquées)
  • Conception rayée
  • Conception rayée pour la sous-liste
    • +
  • Attribut de début (start)
    • @@ -113,11 +115,11 @@

    En-tête pour l'étape 2

    Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

    1. -
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2a
      +
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2a

      Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

    2. -
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2b
      +
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2b

      Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

    3. @@ -137,10 +139,10 @@

      En-tête pour l'étape 4

      Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

      1. -
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4a
        +
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4a
      2. -
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4b
        +
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4b
    @@ -321,11 +323,11 @@

    En-tête pour l'étape 2 (conception rayée ajoutée pour les sous-étapes)<

    Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

    1. -
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2a
      +
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2a

      Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

    2. -
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2b
      +
      Texte de lien hypertexte pour le sujet/la tâche du sous-étape 2b

      Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

    3. @@ -345,10 +347,10 @@

      En-tête pour l'étape 4 (no conception rayée ajoutée pour les sous-étape

      Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

      1. -
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4a
        +
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4a
      2. -
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4b
        +
        Texte de lien hypertexte pour le sujet/la tâche du sous-étape 4b
      @@ -446,3 +448,144 @@

      En-tête pour l'étape 4 (no conception rayée ajoutée pour les sous-étape </ol> +
      +

      Attribut de début (start)

      +

      Le modèle de liste est personnalisé pour suivre la valeur de l'attribut start de 2 jusqu'au nombre 9.

      +

      Modèle de liste d'étapes par défaut

      +

      Dans cet exemple, la valeur de l'attribut start est de 3.

      +
        +
      1. +

        Texte de lien hypertexte pour le sujet/la tâche de l'étape 1

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        2. +
      2. +

        Texte de lien hypertexte pour le sujet/la tâche de l'étape 2

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        3. +
      3. +

        Texte de lien hypertexte pour le sujet/la tâche de l'étape 3

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        4. +
      4. +

        Texte de lien hypertexte pour le sujet/la tâche de l'étape 4

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        5. +
      +
      + Visualiser le code + 
      <ol class="lst-stps" start="3">
+  <li>...</li>
+  <li>...</li>
+  <li>...</li>
+  <li>...</li>
+</ol>
      +
      + +

      Débutant à l'étape 2

      +
        +
      1. + Exemple sans titre débutant de l'étape 2. +
        2. +
      2. + Exemple sans titre suivant l'étape 2, attendu à être l'étape 3. +
        3. +
      +

      Débutant à l'étape 4

      +
        +
      1. +

        Exemple avec titre débutant de l'étape 4

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        2. +
      2. +

        Exemple avec titre suivant l'étape 4, attendu à être l'étape 5

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        3. +
      +

      Débutant à l'étape 5

      +
        +
      1. +
        +

        Exemple avec titre et section débutant de l'étape 5

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        2. +
      2. +
        +

        Exemple avec titre et section suivant l'étape 5, attendu à être l'étape 6

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        3. +
      +

      Débutant à l'étape 6

      +
        +
      1. +
        +

        Exemple avec titre et section débutant de l'étape 6

        +

        Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

        +
          +
        1. +
          Texte de lien hypertexte pour le sujet/la tâche du sous-étape 6a
          +

          Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

          +
          2. +
        2. +
          Texte de lien hypertexte pour le sujet/la tâche du sous-étape 6b
          +

          Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

          +
          3. +
        3. +
          Texte de lien hypertexte pour le sujet/la tâche du sous-étape 6c
          +

          Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

          +
          4. +
        +
        +
        2. +
      2. +

        Exemple avec titre et section suivant l'étape 6, attendu à être l'étape 7

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        3. +
      +

      Débutant à l'étape 7

      +
        +
      1. +
        +

        Exemple avec titre et section débutant de l'étape 7

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        2. +
      2. +
        +

        Exemple avec titre et section suivant l'étape 7, attendu à être l'étape 8

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        3. +
      +

      Débutant à l'étape 8

      +
        +
      1. +
        +

        Exemple avec titre et section débutant de l'étape 8

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        2. +
      2. +
        +

        Exemple avec titre et section suivant l'étape 8, attendu à être l'étape 9

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        3. +
      +

      Débutant à l'étape 9

      +
        +
      1. +
        +

        Exemple avec titre et section débutant de l'étape 9

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        2. +
      2. +
        +

        Exemple avec titre et section suivant l'étape 9, attendu à être l'étape 10

        +

        Utilisez des verbes d'action, ou énumérez simplement des mots-clés pour résumer les informations ou les tâches pouvant être accomplies sur la page vers laquelle il pointe

        +
        +
        3. +
      +
      diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/index.html" "b/m\303\251li-m\303\251lo/2021-05-steps/index.html" index 0a675d80e6..afb6eca796 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/index.html" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/index.html" @@ -3,6 +3,7 @@ dateModified: 2024-05-30 description: "Style ordered list and divs with steps number in circles." lang: en +altLangPage: index-fr.html css: - steps.css --- @@ -37,6 +38,7 @@

      On this page

    4. Sub (nested) lists
    5. Striped design
    6. Striped design for sub list
      7. +
    7. Start attribute
      8. @@ -131,11 +133,11 @@

      Header for step 2

      Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

      1. -
        Topic/task hyperlink text for sub-step 2a
        +
        Topic/task hyperlink text for sub-step 2a

        Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

      2. -
        Topic/task hyperlink text for sub-step 2b
        +
        Topic/task hyperlink text for sub-step 2b

        Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

      3. @@ -155,10 +157,10 @@

        Header for step 4

        Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

        1. -
          Topic/task hyperlink text for sub-step 4a
          +
          Topic/task hyperlink text for sub-step 4a
        2. -
          Topic/task hyperlink text for sub-step 4b
          +
          Topic/task hyperlink text for sub-step 4b
      @@ -339,11 +341,11 @@

      Header for step 2 (striped design added for sub steps)

      Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

      1. -
        Topic/task hyperlink text for sub-step 2a
        +
        Topic/task hyperlink text for sub-step 2a

        Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

      2. -
        Topic/task hyperlink text for sub-step 2b
        +
        Topic/task hyperlink text for sub-step 2b

        Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

      3. @@ -363,10 +365,10 @@

        Header for step 4 (no striped design added for sub steps)

        Lorem ipsum dolor sit amet, esse autem per ex, nec in magna lorem. Ea nec error scriptorem referrentur, patrioque torquatos conclusionemque pri in. Sed sint debitis ad, mazim vitae temporibus qui ut, vel erat ponderum efficiendi ei. In idque euismod sed.

        1. -
          Topic/task hyperlink text for sub-step 4a
          +
          Topic/task hyperlink text for sub-step 4a
        2. -
          Topic/task hyperlink text for sub-step 4b
          +
          Topic/task hyperlink text for sub-step 4b
        @@ -464,3 +466,144 @@

        Header for step 4 (no striped design added for sub steps)

        </ol> +
        +

        Start attribute

        +

        The list pattern is customized to follow the value of the start attribute from 2 up to the number 9.

        +

        Default steps list design

        +

        This example has the start attribute value of 3.

        +
          +
        1. +

          Topic/task hyperlink text for step 1

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          2. +
        2. +

          Topic/task hyperlink text for step 2

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          3. +
        3. +

          Topic/task hyperlink text for step 3

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          4. +
        4. +

          Topic/task hyperlink text for step 4

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          5. +
        +
        + View code + 
        <ol class="lst-stps" start="3">
+  <li>...</li>
+  <li>...</li>
+  <li>...</li>
+  <li>...</li>
+</ol>
        +
        + +

        Starting at step 2

        +
          +
        1. + Example without heading of step starting at 2 +
          2. +
        2. + Example without heading of step following a step started at 2, expected to be 3. +
          3. +
        +

        Starting at step 4

        +
          +
        1. +

          Example with heading of step starting at 4

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          2. +
        2. +

          Example with heading of step following a step started at 4, expected to be 5

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          3. +
        +

        Starting at step 5

        +
          +
        1. +
          +

          Example with heading and section of step starting at 5

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          2. +
        2. +
          +

          Example with heading and section of step following a step started at 5, expected to be 6

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          3. +
        +

        Starting at step 6

        +
          +
        1. +
          +

          Example with heading of step starting at 6

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
            +
          1. +
            Topic/task hyperlink text for sub-step 6a
            +

            Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

            +
            2. +
          2. +
            Topic/task hyperlink text for sub-step 6b
            +

            Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

            +
            3. +
          3. +
            Topic/task hyperlink text for sub-step 6c
            +

            Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

            +
            4. +
          +
          +
          2. +
        2. +

          Example with heading of step following a step started at 6, expected to be 7

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          3. +
        +

        Starting at step 7

        +
          +
        1. +
          +

          Example with heading and section of step starting at 7

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          2. +
        2. +
          +

          Example with heading and section of step following a step started at 7, expected to be 8

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          3. +
        +

        Starting at step 8

        +
          +
        1. +
          +

          Example with heading and section of step starting at 8

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          2. +
        2. +
          +

          Example with heading and section of step following a step started at 8, expected to be 9

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          3. +
        +

        Starting at step 9

        +
          +
        1. +
          +

          Example with heading and section of step starting at 9

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          2. +
        2. +
          +

          Example with heading and section of step following a step started at 9, expected to be 10

          +

          Use action verbs, or simply list keywords to summarize the information or tasks that can be accomplished on the page it links to

          +
          +
          3. +
        +
        diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/meta.md" "b/m\303\251li-m\303\251lo/2021-05-steps/meta.md" index 2f65c8c534..58ea806d8d 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/meta.md" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/meta.md" @@ -17,7 +17,7 @@ title: description: en: Style ordered list and divs with steps number in circles. fr: Mise en style d'une liste ordonnée et de divs avec des numéros d'étape dans un cercle -modified: 2024-05-30 +modified: 2024-10-31 componentName: 2021-05-steps sponsor: CRA - Christopher Oakes (@christopher-o) @@ -56,5 +56,9 @@ changes: description: Fixed issue with printing pages as some text would be cut off departmentImpact: No change from a departmental perspective. publicImpact: Improved look of print document + - date: 2024-10-30 + description: Added customized option to use start attribute for items 2 to 10 + departmentImpact: No change from a departmental perspective. + publicImpact: Enhanced flexibility to better mimic ordered lists using HTML output: false --- diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-en.html" "b/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-en.html" index cbf5029327..59d1ce8d05 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-en.html" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-en.html" @@ -3,6 +3,7 @@ dateModified: 2024-05-30 description: "Style ordered list and divs with steps number in circles." lang: en +altLangPage: steps-doc-fr.html css: - steps.css --- @@ -127,6 +128,9 @@

        Striped sub (nested) lists

        +

        Start attribute

        +

        Follow the <ol> attribute start value from 2 to 9.

        + 
        <ol class="lst-stps" start="2">

        Source code

        diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-fr.html" "b/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-fr.html" index bda038fe86..3db0fc60d3 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-fr.html" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/steps-doc-fr.html" @@ -3,6 +3,7 @@ dateModified: 2024-05-30 description: "Stylisez la liste ordonnée et les divs avec le numéro d’étapes en cercles." lang: fr +altLangPage: steps-doc-en.html css: - steps.css --- @@ -127,6 +128,9 @@

        Sous-listes rayées

        +

        Attribut de début (start)

        +

        Suivez la valeur de l'attribut <ol> start de 2 à 9.

        + 
        <ol class="lst-stps" start="2">

        Code source

        diff --git "a/m\303\251li-m\303\251lo/2021-05-steps/steps.css" "b/m\303\251li-m\303\251lo/2021-05-steps/steps.css" index 062ab3dff4..fb5314c7dc 100644 --- "a/m\303\251li-m\303\251lo/2021-05-steps/steps.css" +++ "b/m\303\251li-m\303\251lo/2021-05-steps/steps.css" @@ -119,3 +119,28 @@ ol.lst-stps.stps-strpd:not(.ld-zr) > li:before, ol.lst-stps.stps-strpd:not(.ld-z padding-top:1em; } } +/* Increment (start) */ +ol.lst-stps[start="2"] { + counter-set: item 1; +} +ol.lst-stps[start="3"] { + counter-set: item 2; +} +ol.lst-stps[start="4"] { + counter-set: item 3; +} +ol.lst-stps[start="5"] { + counter-set: item 4; +} +ol.lst-stps[start="6"] { + counter-set: item 5; +} +ol.lst-stps[start="7"] { + counter-set: item 6; +} +ol.lst-stps[start="8"] { + counter-set: item 7; +} +ol.lst-stps[start="9"] { + counter-set: item 8; +} From cfe811cfe1d5ccbb4cffb7a72097133598d7ffee Mon Sep 17 00:00:00 2001 From: ouafaaetta <122900545+ouafaaetta@users.noreply.github.com> Date: Tue, 12 Nov 2024 15:41:50 -0500 Subject: [PATCH 5/6] Release v15.7.1 (#2443) --- "_data/m\303\251li-m\303\251lo.json" | 31 +- .../2024-10-datatable-utilities-en.html" | 11 + .../2024-10-datatable-utilities-fr.html" | 11 + index-en.md | 4 +- index-fr.md | 4 +- .../2024-02-charts/meta.md" | 3 +- .../2024-10-datatable-utilities/meta.md" | 22 +- .../2024-09-kejimkujik.css" | 734 ++++++++++ .../2024-09-kejimkujik.js" | 1246 +++++++++++++++++ .../compilation-gel\303\251/index-en.md" | 15 +- .../compilation-gel\303\251/index-fr.md" | 14 +- package-lock.json | 10 +- package.json | 4 +- 13 files changed, 2074 insertions(+), 35 deletions(-) create mode 100644 "docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-en.html" create mode 100644 "docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-fr.html" create mode 100644 "m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.css" create mode 100644 "m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.js" diff --git "a/_data/m\303\251li-m\303\251lo.json" "b/_data/m\303\251li-m\303\251lo.json" index a1eb2ecb6f..01e486f205 100644 --- "a/_data/m\303\251li-m\303\251lo.json" +++ "b/_data/m\303\251li-m\303\251lo.json" @@ -2,26 +2,22 @@ "title": "Liste des produits méli-mélo fusionnés", "packages": [ { - "nom": "2024-09-kejimkujik", + "nom": "2025-04-nahanni", "libs": [ - "2021-05-conjunction", - "2023-09-menu", - "2023-09-distance-calculator", - "2023-09-collection-sort", - "2021-05-steps", - "2023-10-clipboard", + "2024-10-datatable-utilities", "2024-02-charts", - "2024-04-stepsquiz", - "deprecated" + "2024-04-stepsquiz", + "2021-05-conjunction", + "2021-05-steps", + "deprecated" ] }, { - "nom": "2025-04-nahanni", + "nom": "2025-12-mille-iles", "libs": [ - "2024-02-charts", - "2024-04-stepsquiz", - "2021-05-conjunction", - "2021-05-steps", + "2024-10-datatable-utilities", + "2021-05-conjunction", + "2021-05-steps", "deprecated" ] }, @@ -98,13 +94,16 @@ "nom": "2024-04-stepsquiz", "mainpage": "index.html" }, - { + { + "nom": "2024-10-datatable-utilities", + "mainpage": "index-en.html" + }, + { "nom": "deprecated", "mainpage": "deprecated.html" } ], "future-packages-names": [ - "mille-iles", "ivvavik", "vuntut", "auyuittuq", diff --git "a/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-en.html" "b/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-en.html" new file mode 100644 index 0000000000..74d465f1f4 --- /dev/null +++ "b/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-en.html" @@ -0,0 +1,11 @@ +--- +title: 2024-10-datatable-utilities- Méli-mélo details +componentName: 2024-10-datatable-utilities +layout: méli-mélo-en +altLangPage: détails-fr.html +lang: en +breadcrumbs: [ + { "title": "Méli-mélo", "link": "méli-mélo/méli-mélo-en.html" } +] +permalink: /méli-mélo/2024-10-datatable-utilities/détails-en.html +--- diff --git "a/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-fr.html" "b/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-fr.html" new file mode 100644 index 0000000000..7a5538ba92 --- /dev/null +++ "b/docs/m\303\251ta-d\303\251tails/2024-10-datatable-utilities-fr.html" @@ -0,0 +1,11 @@ +--- +title: 2024-10-datatable-utilities - Détails du méli-mélo +componentName: 2024-10-datatable-utilities +layout: méli-mélo-fr +altLangPage: détails-en.html +lang: fr +breadcrumbs: [ + { "title": "Méli-mélo", "link": "méli-mélo/méli-mélo-fr.html" } +] +permalink: /méli-mélo/2024-10-datatable-utilities/détails-fr.html +--- diff --git a/index-en.md b/index-en.md index 96f4d34e8e..b0e356fc5c 100644 --- a/index-en.md +++ b/index-en.md @@ -1,7 +1,7 @@ --- title: GCWeb, the WET-BOEW Canada.ca theme altLangPage: index-fr.html -dateModified: 2024-10-15 +dateModified: 2024-11-12 description: "Home page describing all the components of the Canada.ca theme, named GCWeb." layout: no-container language: en @@ -20,7 +20,7 @@ css:

        The page templates and design patterns below comprise a reference implementation of the Canada.ca design system, including the mandatory requirement of the Content and Information Architecture (C&IA) Specification. Government of Canada departments and agencies can contribute additional patterns and templates via GCWeb github repository.

        -

        Download GCWeb theme v15.7.0
        +

        Download GCWeb theme v15.8.0
        ( - Release notes)

        diff --git a/index-fr.md b/index-fr.md index 5146fe5892..0b1c5d79f5 100644 --- a/index-fr.md +++ b/index-fr.md @@ -1,7 +1,7 @@ --- title: GCWeb, le thème WET-BOEW de Canada.ca altLangPage: index-en.html -dateModified: 2024-10-15 +dateModified: 2024-11-12 description: "Page d'accueil décrivant l'ensemble des composants du thème de Canada.ca, nommé GCWeb." layout: no-container language: fr @@ -20,7 +20,7 @@ css:

        Les gabarits et les conceptions communes si dessous sont une référence d'implémentation du Système de conception de Canada.ca, incluant les exigences obligatoire de la spécifications du contenu et de l’architecture de l'information (C&AI) pour Canada.ca. Les ministères et organisme du gouvernement du Canada peuvent y contribuer en publiant leur modèle et leur conception commune via le dépôt github de GCWeb.

        -

        Télécharger le thème GCWeb v15.7.0
        +

        Télécharger le thème GCWeb v15.8.0
        ( - Note de version)

        diff --git "a/m\303\251li-m\303\251lo/2024-02-charts/meta.md" "b/m\303\251li-m\303\251lo/2024-02-charts/meta.md" index 94c9c396a1..dd5079aa06 100644 --- "a/m\303\251li-m\303\251lo/2024-02-charts/meta.md" +++ "b/m\303\251li-m\303\251lo/2024-02-charts/meta.md" @@ -15,8 +15,9 @@ title: en: Charts description: en: Create a visual representation of data in a table. -modified: 2024-02-26 +modified: 2024-11-08 componentName: 2024-02-charts +status: Abandoned sponsor: Principal Publisher - ESDC, on behalf of CRA pages: diff --git "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" index df3e324364..1a7d83ed07 100644 --- "a/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" +++ "b/m\303\251li-m\303\251lo/2024-10-datatable-utilities/meta.md" @@ -13,15 +13,25 @@ title: en: Data Table Utilities fr: (FR) Data Table Utilities description: Examples of how to use these Utilities -modified: 2024-10-01 +modified: 2024-11-12 componentName: 2024-10-datatable-utilities sponsor: Steve Bourgeois (steve.bourgeois@tpsgc-pwgsc.gc.ca) pages: examples: - - title: Home + - title: DataTable Utilities language: en - path: index-eng.html + path: index-en.html + - title: Utilitaire DataTable + language: fr + path: index-fr.html + documentation: + - title: DataTable Utilities - Documentation + language: en + path: datatable-utilities-doc-en.html + - title: Utilitaire DataTable - Documentation + language: fr + path: datatable-utilities-doc-fr.html implementationPlan: - due: 2024-09-24 @@ -69,5 +79,11 @@ todos: todosFR: - Envisager d'ajouter d'autres classes de manipulation de données (pourcentage)? +changes: + - date: 2024-11-01 + description: DataTable Utilities, includes Data Manipulation Classes for emails, Urls and Money. Also Includes Datatable Footer Totals + departmentImpact: Having this plugin intergrated will make the transition to Canada.ca easier as these features are already in use on https://www.tpsgc-pwgsc.gc.ca, currently some of the pages that make use of this plugin and other pages that make use of Other Javascripts are just pointed to from Canada.ca + publicImpact: The Public at Large, the plugin makes DataTables more user friendly with Clickable Links, and they are used to this functionality our PRE Canada.ca Pages + output: false --- \ No newline at end of file diff --git "a/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.css" "b/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.css" new file mode 100644 index 0000000000..6e833f05a0 --- /dev/null +++ "b/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.css" @@ -0,0 +1,734 @@ +@charset "utf-8"; +/*! + * @title Web Experience Toolkit (WET) / Boîte à outils de l'expérience Web (BOEW) + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * v15.7.0 - 2024-10-16 + * + */ +ul[class*=cnjnctn-type-] { + list-style-type: ""; + padding-left: 0; +} +[class*=cnjnctn-type-] { + display: flex; + flex-wrap: nowrap; + flex-direction: column; + margin-bottom: 15px; + margin-right: 0px; + margin-top: 15px; + min-height: 3em; + position: relative; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col]:not(:first-child):after { + border-left: 3px solid #6f6f6f; + content: ' '; + height: 100%; + left: 0; + position: absolute; + top: 0; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col] { + width: 100%; +} +[class*=cnjnctn-type-]:not(.brdr-0) > [class*=cnjnctn-col] { + padding-left: 15px; + padding-right: 15px; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col] > :first-child:not([class*=mrgn-tp-]) { + margin-top: 15px; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col] > :last-child:not([class*=mrgn-bttm-]) { + margin-bottom: 0px; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col]:not(:last-child) { + margin-bottom: 1.8em; + margin-right: 1.5em; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col]:not(:first-child) { + margin-top: 1.8em; +} +[class*=cnjnctn-type-] > [class*=cnjnctn-col]:not(:first-child):before { + border-color: #6f6f6f; + border-style: solid; + box-sizing: content-box; + font-size: 0.8em; + font-weight: 600; + height: 1.8em; + left: auto; + line-height: 1.7em; + margin-top: -3.8em; + padding: 0.3em; + position: absolute; + text-align: center; + width: 1.8em; +} +.cnjnctn-type-or > [class*=cnjnctn-col]:not(:first-child):before { + border-radius: 50%; + border-width: 3px; +} +.cnjnctn-type-and > [class*=cnjnctn-col]:not(:first-child):before { + border-width: 3px 0px 3px 0px; +} +html:lang(en) .cnjnctn-type-and > [class*=cnjnctn-col]:not(:first-child):before { + content: "and"; +} +html:lang(fr) .cnjnctn-type-and > [class*=cnjnctn-col]:not(:first-child):before { + content: "et"; +} +html:lang(en) .cnjnctn-type-or > [class*=cnjnctn-col]:not(:first-child):before { + content: "or"; +} +html:lang(fr) .cnjnctn-type-or > [class*=cnjnctn-col]:not(:first-child):before { + content: "ou"; +} +[class*=cnjnctn-type-] > .cnjnctn-col-90 { + flex-basis: 90% +} +[class*=cnjnctn-type-] > .cnjnctn-col-80 { + flex-basis: 80% +} +[class*=cnjnctn-type-] > .cnjnctn-col-75 { + flex-basis: 75% +} +[class*=cnjnctn-type-] > .cnjnctn-col-70 { + flex-basis: 70% +} +[class*=cnjnctn-type-] > .cnjnctn-col-60 { + flex-basis: 60% +} +[class*=cnjnctn-type-] > .cnjnctn-col-50 { + flex-basis: 50% +} +[class*=cnjnctn-type-] > .cnjnctn-col-40 { + flex-basis: 40% +} +[class*=cnjnctn-type-] > .cnjnctn-col-30 { + flex-basis: 30% +} +[class*=cnjnctn-type-] > .cnjnctn-col-25 { + flex-basis: 25% +} +[class*=cnjnctn-type-] > .cnjnctn-col-20 { + flex-basis: 20% +} +[class*=cnjnctn-type-].cnjnctn-xs { + flex-direction: row; +} +[class*=cnjnctn-type-].cnjnctn-xs:not(.brdr-0) > [class*=cnjnctn-col] { + min-height: 3em; + padding-left: 0; + padding-right: 0; +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #6f6f6f 0.3em, #6f6f6f 0.3em, transparent 0.3em, transparent 2.35em, #6f6f6f 2.35em, #6f6f6f 2.35em) 1 100%; + border-left: 3px solid #6f6f6f; +} +@media (prefers-contrast: more) { + [class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #ffffff 0.3em, #ffffff 0.3em, transparent 0.3em, transparent 2.35em, #ffffff 2.35em, #ffffff 2.35em) 1 100%; + } + @-moz-document url-prefix() { + [class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):after { + border-left: none; + } + } +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child) { + margin-left: 1.4em; + position: relative; +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):after { + margin-left: -1.6em; +} +.cnjnctn-type-or.cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.3em; +} +.cnjnctn-type-and.cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.15em; +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):before { + margin-top: 0.3em; +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:last-child) { + margin-bottom: 0; +} +[class*=cnjnctn-type-].cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child) { + margin-top: 0; +} +.cnjnctn-type-and.cnjnctn-xs > [class*=cnjnctn-col]:not(:first-child):before { + border-width: 3px 0px 3px 0px; +} +[class*=cnjnctn-type-].brdr-0 > [class*=cnjnctn-col]:after { + border-left: none; +} +@media all and (min-width: 768px) { + [class*=cnjnctn-type-].cnjnctn-sm { + border-left: 0px solid transparent; + flex-direction: row; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child) { + margin-left: 1.4em; + position: relative; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):after { + margin-left: -1.6em; + } + .cnjnctn-type-or.cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.3em; + } + .cnjnctn-type-and.cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.15em; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):before { + margin-top: 0.3em; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:last-child) { + margin-bottom: 0; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child) { + margin-top: 0; + } + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #6f6f6f 0.3em, #6f6f6f 0.3em, transparent 0.3em, transparent 2.35em, #6f6f6f 2.35em, #6f6f6f 2.35em) 1 100%; + border-left: 3px solid #6f6f6f; + } + @media (prefers-contrast: more) { + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #ffffff 0.3em, #ffffff 0.3em, transparent 0.3em, transparent 2.35em, #ffffff 2.35em, #ffffff 2.35em) 1 100%; + } + @-moz-document url-prefix() { + [class*=cnjnctn-type-].cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):after { + border-left: none; + } + } + } + .cnjnctn-type-and.cnjnctn-sm > [class*=cnjnctn-col]:not(:first-child):before { + border-width: 3px 0px 3px 0px; + } + [class*=cnjnctn-type-].cnjnctn-sm:not(.brdr-0) > [class*=cnjnctn-col] { + min-height: 3em; + padding-left: 0; + padding-right: 0; + } +} +@media all and (min-width: 992px) { + [class*=cnjnctn-type-].cnjnctn-md { + border-left: 0px solid transparent; + flex-direction: row; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child) { + margin-left: 1.4em; + position: relative; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):after { + margin-left: -1.6em; + } + .cnjnctn-type-or.cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.3em; + } + .cnjnctn-type-and.cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.15em; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):before { + margin-top: 0.3em; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:last-child) { + margin-bottom: 0; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child) { + margin-top: 0; + } + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #6f6f6f 0.3em, #6f6f6f 0.3em, transparent 0.3em, transparent 2.35em, #6f6f6f 2.35em, #6f6f6f 2.35em) 1 100%; + border-left: 3px solid #6f6f6f; + } + @media (prefers-contrast: more) { + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #ffffff 0.3em, #ffffff 0.3em, transparent 0.3em, transparent 2.35em, #ffffff 2.35em, #ffffff 2.35em) 1 100%; + } + @-moz-document url-prefix() { + [class*=cnjnctn-type-].cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):after { + border-left: none; + } + } + } + .cnjnctn-type-and.cnjnctn-md > [class*=cnjnctn-col]:not(:first-child):before { + border-width: 3px 0px 3px 0px; + } + [class*=cnjnctn-type-].cnjnctn-md:not(.brdr-0) > [class*=cnjnctn-col] { + min-height: 3em; + padding-left: 0; + padding-right: 0; + } +} +@media all and (min-width: 1200px) { + [class*=cnjnctn-type-].cnjnctn-lg { + border-left: 0px solid transparent; + flex-direction: row; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child) { + margin-left: 1.4em; + position: relative; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):after { + margin-left: -1.6em; + } + .cnjnctn-type-or.cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.3em; + } + .cnjnctn-type-and.cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):before { + margin-left: -3.15em; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):before { + margin-top: 0.3em; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:last-child) { + margin-bottom: 0; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child) { + margin-top: 0; + } + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #6f6f6f 0.3em, #6f6f6f 0.3em, transparent 0.3em, transparent 2.35em, #6f6f6f 2.35em, #6f6f6f 2.35em) 1 100%; + border-left: 3px solid #6f6f6f; + } + @media (prefers-contrast: more) { + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):after { + border-image: linear-gradient(to bottom, #ffffff 0.3em, #ffffff 0.3em, transparent 0.3em, transparent 2.35em, #ffffff 2.35em, #ffffff 2.35em) 1 100%; + } + @-moz-document url-prefix() { + [class*=cnjnctn-type-].cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):after { + border-left: none; + } + } + } + .cnjnctn-type-and.cnjnctn-lg > [class*=cnjnctn-col]:not(:first-child):before { + border-width: 3px 0px 3px 0px; + } + [class*=cnjnctn-type-].cnjnctn-lg:not(.brdr-0) > [class*=cnjnctn-col] { + min-height: 3em; + padding-left: 0; + padding-right: 0; + } +} + +@charset "utf-8"; +/* CSS Document */ +ol.lst-stps { + counter-reset: item; + padding-left: 0; +} +ol.lst-stps, ol.lst-stps-sub { + list-style-type: none; +} +ol.lst-stps > li { + content: counter(item); + counter-increment: item; +} +ol.lst-stps > li:before { + content: counter(item); +} +ol.lst-stps.ld-zr > li:before { + content: counter(item, decimal-leading-zero); + font-size: 1.4em; + padding-left: 0.5em; +} +ol.lst-stps > li ol.lst-stps-sub { + clear: both; + counter-reset: subitem; + padding-left: 0px; +} +ol.lst-stps > li ol.lst-stps-sub > li:before { + counter-increment: subitem; + content: counter(item) ""counter(subitem, lower-alpha) ""; + margin-left: -3em; + margin-top: -6px; +} +ol.lst-stps:not(.stps-strpd) > li, ol.lst-stps-sub:not(.stps-strpd) > li { + margin-top: 20px; + min-height: 3em; + padding-left: 3.2em; + padding-right: 15px; +} +ol.lst-stps-sub:not(.stps-strpd) > li { + min-height: 2em; + padding-left: 2.6em; +} +ol.lst-stps > li:before, ol.lst-stps > li ol.lst-stps-sub > li:before { + border-style: solid; + border-width: 3px; + box-sizing: content-box; + float: left; + font-family: Lato, sans-serif; + font-weight: 600; + line-height: 2; + margin-left: -3.2em; + margin-right: 10px; + margin-top: -8px; + position: relative; + text-align: center; + width: 2em; +} +ol.lst-stps:not(.ld-zr) > li:before, ol.lst-stps:not(.ld-zr) > li ol.lst-stps-sub > li:before { + -webkit-border-radius: 50%; + -moz-border-radius: 50%; + border-radius: 50%; +} +ol.lst-stps:not(.ld-zr) ol.lst-stps-sub > li:before { + font-size: 0.8em; +} +ol.lst-stps.ld-zr > li:before, ol.lst-stps.ld-zr > li ol.lst-stps-sub > li:before { + border-width: 0 3px 0 0; + line-height: 1.4; + margin-top: 0px; + padding-bottom: 0.8em; +} +/*striped design */ +ol.lst-stps.stps-strpd > li :first-child:is(h2, h3, h4, h5, h6, p), ol.lst-stps-sub.stps-strpd > li :first-child:is(h2, h3, h4, h5, h6, p) { + margin-top: auto; +} +ol.lst-stps.stps-strpd > li, ol.lst-stps-sub.stps-strpd > li { + min-height: 4em; + padding-left: 3.6em; + padding-right: 15px; +} +ol.lst-stps > li ol.lst-stps-sub.stps-strpd > li { + padding-left: 3em; +} +ol.lst-stps.stps-strpd > li:nth-child(odd), ol.lst-stps.stps-strpd > li:nth-child(even) ol.lst-stps-sub.stps-strpd > li:nth-child(odd), ol.lst-stps.stps-strpd > li:nth-child(odd) ol.lst-stps-sub.stps-strpd > li:nth-child(even) { + background-color: #f5f5f5; +} +ol.lst-stps.stps-strpd > li:nth-child(odd) ol.lst-stps-sub.stps-strpd > li:nth-child(odd) { + background-color: #fff !important; +} +ol.lst-stps.stps-strpd > li, ol.lst-stps.stps-strpd > li ol.lst-stps-sub.stps-strpd > li { + padding-bottom: 20px; + padding-top: 20px; +} +ol.lst-stps.stps-strpd:not(.ld-zr) > li:before, ol.lst-stps.stps-strpd:not(.ld-zr) > li ol.lst-stps-sub.stps-strpd > li:before { + background-color: #fff; +} +@media all and (max-width: 767px) { + ol.lst-stps:not(.stps-strpd) > li, ol.lst-stps-sub:not(.stps-strpd) > li { + padding-left: 2.6em; + } + ol.lst-stps.ld-zr:not(.stps-strpd) > li, ol.lst-stps.ld-zr > li ol.lst-stps-sub:not(.stps-strpd) > li { + padding-left: 2.8em; + } + ol.lst-stps > li:before { + font-size: 0.8em; + } + ol.lst-stps.ld-zr > li:before { + font-size: 1.2em; + } + ol.lst-stps.stps-strpd > li, ol.lst-stps-sub.stps-strpd > li { + padding-left: 3em; + } +} +@media print { + ol.lst-stps>li { + -webkit-break-inside: avoid; + -moz-break-inside: avoid; + break-inside: avoid; + padding-top:1em; + } +} + +/*** Mega Menu ***/ +/* add background and text color for menu */ +#wb-sm.campaign-menu { + background: #26374a; + color: #fff; +} +/* remove table cell and text shadow */ +#wb-sm.campaign-menu .menu { + border-right: 0px !important; + display: block; + text-shadow: none; +} + + /* focus within menu item background */ +#wb-sm.campaign-menu .menu .active, +#wb-sm.campaign-menu .menu .wb-navcurr, +#wb-sm.campaign-menu .menu > li a:focus { + background: #ccc !important; + color: #333 !important; +} + +#wb-sm.campaign-menu .menu > li { + border-left: 1px solid #26374a; +} + +#wb-sm.campaign-menu .menu > li:last-child { + border-right: 1px solid #26374a; +} + +/* adjust menu padding to align height with GCMenu button */ +#wb-sm.campaign-menu .menu > li a { + padding: 0.5em 1em; +} + +/* change menu item on-hover background */ +#wb-sm.campaign-menu .menu > li a:hover{ + background: #ccc !important; + color: #333 !important; +} + +/* change menuitem text color when mouse move to submenu item */ +#wb-sm.campaign-menu .menu > li.active > a{ + background: #ccc!important; + color: #333!important; +} + +/* submenu default color */ +#wb-sm.campaign-menu .sm.open li a { + background: #ccc !important; + color: #333 !important; +} + +/* hover on submenu item */ +#wb-sm.campaign-menu .sm.open li a:active, +#wb-sm.campaign-menu .sm.open li a:focus, +#wb-sm.campaign-menu .sm.open li a:hover { + background: #26374a !important; + color: #fff !important; +} + +/* submenu bottom bar color */ +#wb-sm.campaign-menu .sm.open { + border-bottom: 5px solid #26374a !important; +} + +/*** GCWEB Menu ***/ +/* default color */ +.gcweb-menu.campaign-menu button[aria-haspopup=true] { + background-color: #26374a !important; + border: 1px solid #26374a; + color: #fff; +} + +/* Button opened with white background */ +.gcweb-menu.campaign-menu button[aria-haspopup=true][aria-expanded=true] { + background-color: #fff !important; + color: #000; +} + +/* button closed */ +.gcweb-menu.campaign-menu button[aria-haspopup=true]:focus { + background-color: #26374a !important; + border: 1px dotted #fff; + color: #fff; +} + +/* add border for menu item area to align the width */ +.gcweb-menu.campaign-menu button[aria-haspopup=true][aria-expanded=true] + [role=menu] { + border-right: #26374a solid 1px !important; +} + +/* menu item background and color */ +.gcweb-menu.campaign-menu [role=menu] { + background-color: #26374a !important; + color: #fff; +} + +/* remove border lines */ +.gcweb-menu.campaign-menu [role=menuitem], +.gcweb-menu.campaign-menu [role=menuitem]:visited, +.gcweb-menu.campaign-menu [role=menu] > li, +.gcweb-menu.campaign-menu [role=menu] > li:first-child, +.gcweb-menu.campaign-menu [role=menu] > li:last-child, +.gcweb-menu.campaign-menu [role=menu] [role=menu] [role=menuitem], +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:first-child [role=menuitem] { + border: none; +} + +/* submenu background and text color */ +.gcweb-menu.campaign-menu [role=menu] [role=menu] li [role=menuitem] { + background-color: #e1e1e1 !important; + color: #333; + padding-left: 65px; +} + +/* submenu item paddings and margins */ +.gcweb-menu.campaign-menu [aria-expanded=true]:not(button) + [role=menu] li { + margin-left: 0px; +} +.gcweb-menu.campaign-menu [aria-expanded=true]:not(button) + [role=menu] li:first-child [role=menuitem], +.gcweb-menu.campaign-menu [aria-expanded=true]:not(button) + [role=menu] li:last-child [role=menuitem] { + padding-left: 65px; +} + +/* submenu item on focus */ +.gcweb-menu.campaign-menu [role=menu] [role=menu] [role=menuitem]:focus, +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:first-child [role=menuitem]:focus, +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:last-child [role=menuitem]:focus { + background-color: #e1e1e1 !important; + color: #333 !important; +} + +/* submenu item on hover */ +.gcweb-menu.campaign-menu [role=menu] [role=menu] [role=menuitem]:hover, +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:first-child [role=menuitem]:hover, +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:last-child [role=menuitem]:hover { + background: #26374a !important; + color: #fff !important; + text-decoration: none; +} + +/* remove the underline of sub menu item */ +.gcweb-menu.campaign-menu [role=menu] [role=menu] li [role=menuitem], +.gcweb-menu.campaign-menu [role=menu] [role=menu] li:first-child [role=menuitem] { + text-decoration: none; +} + +/*** Secondary colour cm-bg-darker ***/ +/* add background and text color for menu */ +#wb-sm.campaign-menu.cm-bg-darker { + background: #000; +} + +#wb-sm.campaign-menu.cm-bg-darker .menu > li { + border-left: 1px solid #000; +} + +#wb-sm.campaign-menu.cm-bg-darker .menu > li:last-child { + border-right: 1px solid #000; +} + +/* hover on submenu item */ +#wb-sm.campaign-menu.cm-bg-darker .sm.open li a:active, +#wb-sm.campaign-menu.cm-bg-darker .sm.open li a:focus, +#wb-sm.campaign-menu.cm-bg-darker .sm.open li a:hover { + background: #000 !important; +} + +/* submenu bottom bar color */ +#wb-sm.campaign-menu.cm-bg-darker .sm.open { + border-bottom: 5px solid #000 !important; +} + +/*** GCWEB Menu ***/ +/* default color */ +.gcweb-menu.campaign-menu.cm-bg-darker button[aria-haspopup=true] { + background-color: #000 !important; + border: 1px solid #000; +} + +.gcweb-menu.campaign-menu.cm-bg-darker button[aria-haspopup=true][aria-expanded=true] { + background-color: #fff !important; +} + +/* button closed */ +.gcweb-menu.campaign-menu.cm-bg-darker button[aria-haspopup=true]:focus { + background-color: #000 !important; +} + +/* add border for menu item area to align the width */ +.gcweb-menu.campaign-menu.cm-bg-darker button[aria-haspopup=true][aria-expanded=true] + [role=menu] { + border-right: #000 solid 1px !important; +} + +/* menu item background and color */ +.gcweb-menu.campaign-menu.cm-bg-darker [role=menu] { + background-color: #000 !important; +} + +/* submenu item on hover */ +.gcweb-menu.campaign-menu.cm-bg-darker [role=menu] [role=menu] [role=menuitem]:hover, +.gcweb-menu.campaign-menu.cm-bg-darker [role=menu] [role=menu] li:first-child [role=menuitem]:hover, +.gcweb-menu.campaign-menu.cm-bg-darker [role=menu] [role=menu] li:last-child [role=menuitem]:hover { + background: #000 !important; +} + +@charset "utf-8"; +/* CSS Document */ + .wb-clipboard-init.copyarea:not(textarea):not(input) { + border: 1px solid #e3e3e3; + box-shadow: 0px 0px 8px #e3e3e3; + margin-left: 30px; + margin-right: 30px; + padding: 15px; + margin-bottom: 15px; + } + + .copyarea::before, .copyarea::after { + clip: rect(1px,1px,1px,1px); + height: 1px; + margin: 0; + overflow: hidden; + position: absolute; + width: 1px; + } + .wb-clipboard-init.copyarea::before, .wb-clipboard-init.copyarea::after { + content: ""; + } + .copyarea.copied:not(textarea):not(input) { + border: 1px solid #d6e9c6; + box-shadow: 0px 0px 18px #d6e9c6; + } + pre.wb-clipboard > button.wb-clipboard-btn { + font-family: Helvetica,Arial,sans-serif; + } +button.wb-clipboard-btn:not(.btn-xs) { + font-size: 1em; + font-weight: 600; + padding: 5px 7px; +} +button.wb-clipboard-btn:not(.btn-xs) .glyphicon { + font-size: 1.2em; +} + .wb-clipboard-text { + font-family: courier; + font-size: 16px; + } + textarea.wb-clipboard { + margin-bottom: 15px; + } + +/* Remove default bottom border for each questions of the Steps Form */ +.provisional.wb-steps.quiz .steps-wrapper { + border-bottom: none; +} + +.provisional.wb-steps.quiz .wb-tggle-fildst > legend:before { + content: ""; + counter-increment: none; +} + +/* Customisation for the progress bar and text */ +.provisional.wb-steps.quiz progress.progressBar, +.provisional.wb-steps.quiz label { + /*-webkit-appearance: progress-bar;*/ + width: 100%; +} + +.provisional.wb-steps.quiz .progressText { + text-align: center; +} + +/* Align with default text size since forms are temporary excluded */ +.provisional.wb-steps.quiz p { + font-size: 20px; +} + +.cnt-wdth-lmtd main .panel.stepsquiz:has( .provisional.wb-steps.quiz ) { + max-width: 65ch; +} + +.provisional.wb-steps.quiz .steps-wrapper .buttons .btn { + display: inline-block; + width: 48%; + margin: 10px 1%; +} + +/*------ +* Deprecated styles +------*/ + +/* Well bold */ +.well.well-bold { + font-weight: 700; +} +.well.well-bold strong { + font-weight: 400; +} diff --git "a/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.js" "b/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.js" new file mode 100644 index 0000000000..8adab74b11 --- /dev/null +++ "b/m\303\251li-m\303\251lo/compilation-gel\303\251/2024-09-kejimkujik.js" @@ -0,0 +1,1246 @@ +/** + * @title Campaign menu + * @author PCH + */ +(function ($, window, document, wb) { + "use strict"; + + var componentName = "campaign-menu", + selector = "." + componentName + ".gcweb-menu", + initEvent = "wb-init" + selector, + $document = wb.doc, + savedAnchorFocus, + /** + * @method init + * @param {jQuery Event} event Event that triggered the function call + */ + init = function (event) { + // Start initialization + // returns DOM object = proceed with init + // returns undefined = do not proceed with init (e.g., already initialized) + var elm = wb.init(event, componentName, selector), + $elm; + + if (elm) { + $elm = $(elm); + + // Check if there is already a gcweb menu. + // If there are 2 present, the global GCWeb menu is present, hide this custom menu + var gcWebMenus = document.querySelectorAll(".gcweb-menu"); + if (gcWebMenus.length > 1) { + console.warn(componentName + " - gcweb menu already exsits on the page, hiding gcweb campaign menu and aborting"); + $elm.addClass('hidden'); + wb.ready($elm, componentName); + return; + } + + // If a megamenu is already present, abort to avoid duplicate wb-sm IDs + var megamenuExists = document.querySelector("#wb-sm"); + if (megamenuExists != undefined || megamenuExists != null) { + console.warn(componentName + " - megamenu already exsits on the page, aborting"); + $elm.addClass('hidden'); + wb.ready($elm, componentName); + return; + } + + // Build megamenu once WET is fully initialized, to ensure the GCWeb menu ajax append is complete + $(document).on("wb-ready.wb", buildMegaMenu($elm)); + + wb.ready($elm, componentName); + } + }, + + buildMegaMenu = function ($elm) { + return function (e) { + // Retrieve the top level list items from GCWeb men + var gcwebMenuListItems = $elm.find("> ul > li"); + + // Start building mega menu + var megamenuHTML = ""; + $.each(gcwebMenuListItems, function (key, element) { + // Get top level list item's anchor + var anchor = element.querySelector("a"); + // Build list item without a submenu + let href = anchor.getAttribute('href'); + let linkText = anchor.textContent; + megamenuHTML += `
      4. ${linkText}
        5. `; + }); + + // Get GCWeb h2 + var gcwebMenuH2 = document.querySelector(selector + " > h2"); + + var megamenuAjaxReplace = $elm[0].getAttribute('data-megamenu-ajax'); + + var megamenuColorClass = ""; + + if ($elm[0].hasAttribute('data-megamenu-bg-color')) { + megamenuColorClass = $elm[0].getAttribute('data-megamenu-bg-color'); + } + + // Wrap menu HTML with the megamenu wrapper + // NOTE: Removed role="navigation" (redundant) and typeof="SiteNavigationElement" (not required) + megamenuHTML = ` + `; + + // Apply appropriate visible CSS classes to the GCWeb menu + $elm.addClass("visible-sm visible-xs"); + + // Workaround - Add the div required to build the hamburger menu, but hide it, since all we're trying to do is fully initialize the megamenu + $(".gcweb-menu").after(''); + $(".gcweb-menu").after(''); + + // Add the megamenu + $elm.after(megamenuHTML); + + // Initialize it + $(".wb-menu").trigger("wb-init.wb-menu"); + + $(document).on("wb-ready.wb-menu", cleanUp); + } + }, + + cleanUp = function () { + $("#mb-pnl").remove(); + $("#wb-glb-mn").remove(); + }, + + switchMenu = function () { + // Show/hide the appropriate menu when the viewport changes between xs/sm and md/lg + // and transfer the active element/active link (if it's within the menu) to the visible menu + if (savedAnchorFocus != undefined) { + let nav = findNavElement(savedAnchorFocus); + + if (nav) { + let savedFocusHref = savedAnchorFocus.getAttribute("href"); + if (nav.classList.contains('wb-menu') && $(".wb-menu").is(":hidden")) { + + // Close any previously opened GCWeb submenus + let itemOpened = $('.gcweb-menu a[aria-expanded=true]'); + for (var i = 0; i < itemOpened.length; i++) { + $(itemOpened).eq(i).attr("aria-expanded", "false"); + } + + // Open GCWeb menu button + $(selector).find('button').attr("aria-expanded", "true"); + + // Determine if the focus is on a link or an anchor to open a submenu + if (savedFocusHref.match("^#")) { + let submenuId = savedFocusHref.substring(14); + let equivalentElement = $(".gcweb-menu a[aria-controls='gc-sub-menu-" + submenuId + "']"); + if (equivalentElement != undefined) { + equivalentElement.focus(); + if (equivalentElement[0].hasAttribute('aria-haspopup') && equivalentElement[0].getAttribute('aria-haspopup') == "true") { + equivalentElement.attr("aria-expanded", "true"); + } + } else { + console.warn("Unable to find equivalent link in GCWeb menu top level items"); + } + } else { + let gcMenuFocusAnchor = $('.gcweb-menu a[href="' + savedFocusHref + '"]'); + let ulParents = $(gcMenuFocusAnchor).parents("ul"); + if (ulParents.length > 1) { + let submenu = ulParents.eq(0); + submenu.parent() + .children('a') + .attr("aria-expanded", "true"); + } + if (gcMenuFocusAnchor != undefined) { + gcMenuFocusAnchor.focus(); + } else { + console.warn("Unable to find equivalent link in GCWeb menu submenu items"); + } + } + } else if (nav.classList.contains('gcweb-menu') && $(".gcweb-menu").is(":hidden")) { + // Close submenus + $(".wb-menu li").removeClass('active sm-open'); + $(".wb-menu ul.open").attr("aria-expanded", "false"); + $(".wb-menu ul.open").attr("aria-hidden", "true"); + $(".wb-menu ul").removeClass('open'); + + // Set focus on submenu + if (savedFocusHref.match("^#")) { + let gcSubmenuFocus = $(savedAnchorFocus).attr("aria-controls"); + let submenuId = gcSubmenuFocus.substring(12); + let equivalentElement = $(".wb-menu a[href='#wet-sub-menu-" + submenuId + "']"); + if (equivalentElement != undefined) { + equivalentElement.focus(); + } else { + console.warn("Unable to find equivalent link in WET megamenu top level items"); + } + } else { + // Find if it is focused a submenu item + let megaMenuFocusAnchor = $('.wb-menu a[href="' + savedFocusHref + '"]'); + let ulParents = $(megaMenuFocusAnchor).parents("ul"); + + // Open submenu + if (ulParents.length > 1) { + let submenu = ulParents.eq(0); + submenu.attr("aria-expanded", "true"); + submenu.attr("aria-hidden", "false"); + submenu.addClass('open'); + submenu.parent().addClass('active sm-open'); + } + if (megaMenuFocusAnchor != undefined) { + megaMenuFocusAnchor.focus(); + } else { + console.warn("Unable to find equivalent link in WET megamenu submenu items"); + } + } + } + } + } + }, + + findNavElement = function (activeElement) { + let parentElement = activeElement.parentElement; + while (parentElement.nodeName != "NAV" && parentElement.nodeName != "BODY") { + parentElement = parentElement.parentElement; + } + if (parentElement.nodeName == "NAV") { + return parentElement; + } else { + return false; + } + }; + + $(window).on("resize", function () { + if (document.activeElement.nodeName == 'A') { + savedAnchorFocus = document.activeElement; + } + }); + + $document.on(wb.resizeEvents, switchMenu); + + // Bind the init event of the plugin + $document.on("timerpoke.wb " + initEvent, selector, init); + + // Add the timer poke to initialize the plugin + wb.add(selector); + +})(jQuery, window, document, wb); + +/** + * @title WET-BOEW Collection sort plugin + * @overview Plugin contained to show an example of how to create your custom WET plugin + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * @author donmcdill + */ +( function( $, window, wb ) { +"use strict"; +/* + * Variable and function definitions. + * These are global to the plugin - meaning that they will be initialized once per page, + * not once per instance of plugin on the page. So, this is a good place to define + * variables that are common to all instances of the plugin on a page. + */ +let wait; +var componentName = "collection-sort", + selector = "." + componentName, + initEvent = "wb-init" + selector, + $document = wb.doc, + defaults = {}, + /** + * @method init + * @param {jQuery Event} event Event that triggered the function call + */ + init = function( event ) { + // Start initialization + // returns DOM object = proceed with init + // returns undefined = do not proceed with init (e.g., already initialized) + var elm = wb.init( event, componentName, selector ), + $elm, + settings; + if ( elm ) { + $elm = $( elm ); + // ... Do the plugin initialisation + + + // Get the plugin JSON configuration set on attribute data-collection-sort + settings = $.extend( + true, + {}, + defaults, + window[ componentName ], + wb.getData( $elm, componentName ) + ); + // Call my custom event + $elm.trigger( "collection-sort", settings ); + // Identify that initialization has completed + wb.ready( $elm, componentName ); + } + }; +// Add your plugin event handler +$document.on( "collection-sort", selector, function( event, data ) { + var elm = event.currentTarget; + + function SortCollection(){ + + var sortContainers = elm.querySelectorAll(data.section); + + sortContainers.forEach(function(container){ + + var sortItems = container.querySelectorAll(data.selector); + + let sortArray = []; + let sortDestinationArray = []; + + sortItems.forEach( function (element) { + sortDestinationArray.push(element.parentElement); + + let sortObj = { + "elm" : element, + "sortVal" : "" + }; + + sortArray.push(sortObj); + }); + + data.sort.forEach( function(sort) { + + sortArray.forEach( function (sortObj) { + sortObj.sortVal = sortObj.elm.querySelector(sort.selector).innerHTML; + }); + + if(sort.type === "numeric"){ + if(sort.order === "desc") + sortArray.sort((a,b) => b.sortVal - a.sortVal); + else + sortArray.sort((a,b) => a.sortVal - b.sortVal); + }else{ + if(sort.order === "desc") + sortArray.sort((a,b) => b.sortVal.localeCompare(a.sortVal)); + else + sortArray.sort((a,b) => a.sortVal.localeCompare(b.sortVal)); + } + }); + + sortArray.forEach(function(element, index) { + sortDestinationArray[index].append(element.elm); + }); + + }); + } + if(data.section && data.selector && data.sort){ + SortCollection(); + + $document.on( "wb-contentupdated", selector, function( event, data ) { + SortCollection(); + }); + } +}); + + +// Bind the init event of the plugin +$document.on( "timerpoke.wb " + initEvent, selector, init ); +// Add the timer poke to initialize the plugin +wb.add( selector ); +} )( jQuery, window, wb ); + + /** + * @title WET-BOEW Distance plugin + * @overview Plugin contained to show an example of how to create your custom WET plugin + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * @author donmcdill + */ + ( function( $, window, wb ) { + "use strict"; + /* + * Variable and function definitions. + * These are global to the plugin - meaning that they will be initialized once per page, + * not once per instance of plugin on the page. So, this is a good place to define + * variables that are common to all instances of the plugin on a page. + */ + var componentName = "distance-calculator", + selector = "." + componentName, + initEvent = "wb-init" + selector, + $document = wb.doc, + defaults = {}, + /** + * @method init + * @param {jQuery Event} event Event that triggered the function call + */ + init = function( event ) { + // Start initialization + // returns DOM object = proceed with init + // returns undefined = do not proceed with init (e.g., already initialized) + var elm = wb.init( event, componentName, selector ), + $elm, + settings; + if ( elm ) { + $elm = $( elm ); + // ... Do the plugin initialisation + + + + + // Get the plugin JSON configuration set on attribute data-distance-calculator + settings = $.extend( + true, + {}, + defaults, + window[ componentName ], + wb.getData( $elm, componentName ) + ); + // Call my custom event + $elm.trigger( "distance-calculator", settings ); + // Identify that initialization has completed + wb.ready( $elm, componentName ); + } + }; + // Add your plugin event handler + $document.on( "distance-calculator", selector, function( event, data ) { + var elm = event.currentTarget, + $elm = $( elm ); + + // Function to get the distance in KM between each office begin + function getDistanceFromLatLonInKm(lat1,lon1,lat2,lon2) { + var R = 6371; // Radius of the earth in km + var dLat = deg2rad(lat2-lat1); // deg2rad below + var dLon = deg2rad(lon2-lon1); + var a = + Math.sin(dLat/2) * Math.sin(dLat/2) + + Math.cos(deg2rad(lat1)) * Math.cos(deg2rad(lat2)) * + Math.sin(dLon/2) * Math.sin(dLon/2) + ; + var c = 2 * Math.atan2(Math.sqrt(a), Math.sqrt(1-a)); + var d = R * c; // Distance in km + + return d; + } + function deg2rad(deg) { + return deg * (Math.PI/180) + } + function addCommas(nStr, number_seperator) + { + nStr += ''; + var x = nStr.split('.'); + var x1 = x[0]; + var x2 = x.length > 1 ? '.' + x[1] : ''; + var rgx = /(\d+)(\d{3})/; + + while (rgx.test(x1)) { + x1 = x1.replace(rgx, '$1' + number_seperator + '$2'); + } + + return x1 + x2; + } + + //Set filter event distance handler + $elm.find(data.form).on( "submit", function(distEvent) { + + var distForm = distEvent.currentTarget; + + var address = distForm.querySelector(data.location).value; + var addressEnc = encodeURIComponent(address); + + var distCollection = elm.querySelector(data.section); + var distCollectionItems = distCollection.querySelectorAll(data.selector); + + var distAPI = (wb.lang==="fr")?"https://geogratis.gc.ca/services/geolocation/fr/locate?q=":"https://geogratis.gc.ca/services/geolocation/en/locate?q="; + + // Start of geogratis location service call to the API + $.getJSON(distAPI + addressEnc, function(json) { + if ( json.length == 0 ) { + console.log("Empty response from geogratis"); + } + else { + + var longitude = json[0].geometry.coordinates[0]; + var latitude = json[0].geometry.coordinates[1]; + var global_nice_address = json[0].title; + + + // Inserts the distance between the VAC offices and the location entered in each PO's variable array + distCollectionItems.forEach( function(element) { + + let dist = element.querySelector(data.target); + let distSort = element.querySelector(data.sort); + + if(typeof dist !== "undefined" && dist !== null && typeof distSort !== "undefined" && distSort !== null && typeof dist.dataset.distanceCoordinates !== "undefined" && dist.dataset.distanceCoordinates !== null){ + + let coordinates = JSON.parse(dist.dataset.distanceCoordinates); + let itemLongtitude = coordinates.longtitude; + let itemLatitude = coordinates.latitude; + let thousandSeparator = (wb.lang==="fr")?" ":","; + let addressDist = getDistanceFromLatLonInKm(latitude,longitude,itemLatitude,itemLongtitude); + + distSort.innerHTML = Math.round(addressDist); + dist.innerHTML = addCommas(Math.round(addressDist),thousandSeparator); + } + + }); + + if(typeof data.name !== "undefined" && data.name !== null){ + let titleArray = elm.querySelectorAll(data.name); + titleArray.forEach(function(title){ + title.innerHTML = global_nice_address; + }); + } + if(typeof data.display === "object" && typeof data.display.selector !== "undefined" && typeof data.display.removeClass !== "undefined" && data.display.selector !== null && data.display.removeClass !== null){ + let visibleArray = elm.querySelectorAll(data.display.selector); + visibleArray.forEach(function(elem){ + elem.classList.remove(data.display.removeClass); + }); + } + + $elm.trigger( "wb-contentupdated", [{"source":componentName}] ); + + } + }); + + return false; + }); + + } ); + // Bind the init event of the plugin + $document.on( "timerpoke.wb " + initEvent, selector, init ); + // Add the timer poke to initialize the plugin + wb.add( selector ); + } )( jQuery, window, wb ); + +/** + * @title WET-BOEW Clipboard plugin + * @overview Plugin contained to show an example of how to create your custom WET plugin + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * @author Andrew de Peiza + */ +( function( $, window, wb ) { + "use strict"; + /* + * Variable and function definitions. + * These are global to the plugin - meaning that they will be initialized once per page, + * not once per instance of plugin on the page. So, this is a good place to define + * variables that are common to all instances of the plugin on a page. + */ + var componentName = "wb-clipboard", + selector = "." + componentName, + initEvent = "wb-init" + selector, + configData = componentName + "-config", + $document = wb.doc, + contentShell = componentName + "-shell", + btnClass = componentName + "-btn", + copiedSectionStyle = "copied", + copyAreaClass = "copyarea", + copyAreaClassComponent = copyAreaClass + " " + componentName + "-init", + copyAreaInlineClass = copyAreaClass + "-inline", + copyTextClass = componentName + "-text", + inlineElmClass = " mrgn-lft-md", + inlineBtnClass = "btn-xs wb-clipboard-btn-inline", + defaultBtnClass = "btn", + buttonStatus = false, + focusReset = true, + defaults = { + i18n: + { + "en": { + clipStart: "Start of clipboard text", + clipEnd: "End of clipboard text", + copiedStart: "Start of copied text", + copiedEnd: "End of copied text", + copyBtnTxt: "Copy", + copyCompleteBtnTxt: "Copied" + }, + "fr": { + clipStart: "Début du texte du presse-papiers", + clipEnd: "Fin du texte du presse-papiers", + copiedStart: "Début du texte copié", + copiedEnd: "Fin du texte copié", + copyBtnTxt: "Copier", + copyCompleteBtnTxt: "Copié" + } + }, + btnAlign: "none", + copyBtnStyle: "mrgn-tp-sm btn-default " + btnClass, + copiedBtnStyle: "mrgn-tp-sm " + btnClass + " btn-success" + }, + /** + * @method init + * @param {jQuery Event} event Event that triggered the function call + */ + init = function( event ) { + // Start initialization + // returns DOM object = proceed with init + // returns undefined = do not proceed with init (e.g., already initialized) + var elm = wb.init( event, componentName, selector ), + $elm, elmId, + settings, + wbDataElm, + config; + + if ( elm ) { + $elm = $( elm ); + elmId = elm.id; + + // Set default i18n information + if ( defaults.i18n[ wb.lang ] ) { + defaults.i18n = defaults.i18n[ wb.lang ]; + } + + // Extend this data with the contextual default + wbDataElm = wb.getData( $elm, componentName ); + if ( wbDataElm && wbDataElm.i18n ) { + wbDataElm.i18n = $.extend( {}, defaults.i18n, wbDataElm.i18n ); + } + config = $.extend( {}, defaults, wbDataElm ); + + if ( config.defaultIfNone && !$.isArray( config.defaultIfNone ) ) { + config.defaultIfNone = [ config.defaultIfNone ]; + } + // Get the plugin JSON configuration set on attribute data-wb-clipboard + settings = $.extend( + true, + {}, + defaults, + window[ componentName ], + wb.getData( $elm, componentName ) + ); + + // Set the data to the component, if other event need to have access to it. + $elm.data( configData, config ); + + $( "." + btnClass ).each( function() { + var btnData = wb.getData( $( this ), "wb-clipboard" ); + if ( typeof( btnData.copyAreaId ) !== "undefined" && btnData.copyAreaId === elmId ) { + initCopyBtn( this, wb.getData( $( "#" + btnData.copyAreaId ), "wb-clipboard" ) ); + } else if ( typeof( btnData.resetBtn ) !== "undefined" && btnData.resetBtn === true ) { + $( this ).trigger( "click vclick touchstart" ); + } + if ( typeof( btnData.resetFocusOut ) !== "undefined" && btnData.resetFocusOut === true ) { + focusReset = true; + } + } ); + + // ... Do the plugin initialisation + // Call my custom event + $elm.trigger( "wb-clipboard", settings ); + // Identify that initialization has completed + wb.ready( $elm, componentName ); + } + }, + // Check if an element is displayed inline or not. + getDisplayType = function( elm ) { + var compStyle = elm.currentStyle || window.getComputedStyle( elm, "" ); + if ( compStyle.display.substr( 0, 6 ).toLowerCase() === "inline" ) { + return true; + } + return false; + }, + // Initializes the copy button + initCopyBtn = function( btnElm, data ) { + btnElm.copyBtn = btnElm.innerHTML; + btnElm.copyBtnStyle = btnElm.getAttribute( "class" ); + if ( btnElm.parentNode.tagName === "SPAN" ) { + btnElm.copyBtnSize = inlineBtnClass; + } else { + btnElm.copyBtnSize = defaultBtnClass; + } + if ( data.copiedBtnStyle ) { + btnElm.copyCompleteBtnStyle = data.copiedBtnStyle; + } + if ( data.copiedBtn ) { + btnElm.copyCompleteBtn = data.copiedBtn; + } + $( btnElm ).trigger( "click vclick touchstart" ); + }, + // This function checks if an element is a textarea or an input element of type text + checkTextInputElm = function ( elm ) { + const validInputType = ["text", "search", "url", "tel", "password"]; + if ( elm.tagName === "TEXTAREA" || ( elm.tagName === "INPUT" && validInputType.includes( elm.type ) === true ) ) { + return true; + } + return false; + }, + // This function checks if the selected content matches all the content in the copy area + checkContentChange = function( copyAreaElm ) { + var copyAreaText, + selectionRange = window.getSelection(), + selectionStr = selectionRange.toString(), + copySegmentElm = document.getElementById( copyAreaElm.copySegmentId ); + + if ( checkTextInputElm( copySegmentElm ) === true ) { + copyAreaText = copySegmentElm.value; + } else { + copyAreaText = copySegmentElm.textContent; + } + if ( copyAreaText.trim() === selectionStr.trim() ) { + return true; + } + return false; + }, + // This function updates the class for all the copy areas + updateCopyAreas = function( copyAreaElm ) { + $( ".wb-clipboard" ).each( function() { + if ( typeof( copyAreaElm ) !== "undefined" && copyAreaElm === this ) { + if ( copyAreaElm.addcopiedSectionStyle === true ) { + $( copyAreaElm ).addClass( copiedSectionStyle ); + } + } else { + $( this ).removeClass( copiedSectionStyle ); + } + } ); + }, + // This function updates the content of a tag + updateTag = function( clipElm, clipTxt ) { + if ( clipElm.innerHTML !== clipTxt ) { + clipElm.innerHTML = clipTxt; + } + }, + // This function updates the hidden text surronding and identifying the copyable area + updateClipText = function( copyAreaElm ) { + $( "." + contentShell ).each( function() { + if ( typeof( copyAreaElm ) !== "undefined" && copyAreaElm.id === this.copyAreaId ) { + updateTag( this, this.copiedTxt ); + } else { + updateTag( this, this.clipTxt ); + } + } ); + }, + // This function resets the copy button + resetCopyBtn = function( elm, btnData, btnElm ) { + if ( "resetBtn" in btnData === false || ( "resetBtn" in btnData === false && typeof( btnElm ) !== "undefined" && btnElm !== elm ) ) { + $( elm ).removeAttr( "class" ); + $( elm ).addClass( elm.copyBtnStyle ); + $( elm ).html( elm.copyBtn ); + $( elm ).parent().attr( "aria-live", "off" ); + } + }, + // This function updates the copy button + updateCopyBtns = function( copyAreaElm ) { + // This function updates the copy button when copying is a success + var copyBtnSuccess = function( btnElm ) { + $( btnElm ).parent().attr( "aria-live", "polite" ); + if ( btnElm.copyCompleteBtn ) { + $( btnElm ).html( btnElm.copyCompleteBtn ); + } else { + $( btnElm ).html( "" + wb.escapeAttribute( defaults.i18n.copyCompleteBtnTxt ) ); + } + $( btnElm ).removeAttr( "class" ); + $( btnElm ).addClass( btnElm.copyBtnSize ); + if ( btnElm.copyCompleteBtnStyle ) { + $( btnElm ).addClass( btnElm.copyCompleteBtnStyle ); + } else { + $( btnElm ).addClass( defaults.copiedBtnStyle ); + } + }; + // Loop through all the copy buttons on the page and if copied then updates the copy button, if not then resets the copy button + $( "." + btnClass ).each( function() { + var btnData = wb.getData( $( this ), "wb-clipboard" ); + if ( typeof( copyAreaElm ) !== "undefined" && copyAreaElm.id === btnData.copyAreaId ) { + copyBtnSuccess( this ); + } else { + resetCopyBtn( this, btnData ); + } + } ); + }, + // This function updates all the copy buttons and areas + updateAll = function( copyAreaElm ) { + updateCopyAreas( copyAreaElm ); + updateClipText( copyAreaElm ); + updateCopyBtns( copyAreaElm ); + }, + // This function updates a specific element's content + updateElmCopy = function( copyAreaElm ) { + if ( $( copyAreaElm ).hasClass( "wb-clipboard" ) === true && ( checkContentChange( copyAreaElm ) === true || buttonStatus === true ) ) { + updateAll( copyAreaElm ); + buttonStatus = false; + } + }, + // This function checks for clipboard write permission for the async clipboard API + clipboardPermission = function () { + return navigator.permissions.query( {name: "clipboard-write"} ).then( function( result ) { + if ( result.state == "granted" || result.state == "prompt" ) { + return true; + } + return false; + } ); + }, + // This function selects the content of an area. If the element is an input or textarea, it selects the field contents. Otherwise, it selects the entire copy area. + selectCopyArea = function( copySegmentElm ) { + copySegmentElm.focus(); + if ( checkTextInputElm( copySegmentElm ) === true ) { + copySegmentElm.select(); + } else { + window.getSelection().selectAllChildren( copySegmentElm ); + } + }, + // This function copies the content of an HTML element to the clipboard using execCommand and falls back to the async clipboard API for copying if that is unsuccessful. + copyToClipboard = async function( copyAreaId ) { + var copyAreaElm = document.getElementById( copyAreaId ), + clipCopy = async function( copyAreaElm ) { + var clipItem, htmlBlob, + copySegmentElm = document.getElementById( copyAreaElm.copySegmentId ); + selectCopyArea( copySegmentElm ); + buttonStatus = true; + if ( document.execCommand( "Copy" ) ) { + return true; + } else if ( await clipboardPermission() === true ) { + htmlBlob = new Blob( [copySegmentElm.innerHTML], {type: "text/html"} ); + try { + clipItem = new ClipboardItem( {[htmlBlob.type]: htmlBlob} ); + navigator.clipboard.write( [clipItem] ); + return true; + } catch ( e ) { + return false; + } + } + return false; + }; + if ( await clipCopy( copyAreaElm ) === true ) { + window.getSelection(); + return true; + } + }; + + // Initalizes and styles the copy area and copy button or reset button + $document.on( "wb-clipboard", selector, function( event, data ) { + var elm = event.currentTarget, + $elm = $( elm ), + i18n = $elm.data( configData ).i18n, + clipStartId = wb.getId(), + clipStartTxt = i18n.clipStart, + copiedStartTxt = i18n.copiedStart, + copySegmentId = wb.getId(), + clipEndId = wb.getId(), + clipEndTxt = i18n.clipEnd, + copiedEndTxt = i18n.copiedEnd, + containTag = "div", + inlineElmCls = "", + inlineBtn = "", + copyBtnSize = defaultBtnClass, + buttonId, copyBtn, btnStr, btnAlign; + if ( !elm.hasAttribute( "id" ) ) { + elm.id = wb.getId(); + } + if ( "resetFocusOut" in data === true && data.resetFocusOut === true ) { + focusReset = true; + } + if ( elm.tagName !== "PRE" && ( "border" in data === false || data.border === true ) ) { + if ( getDisplayType( elm ) === true ) { + $elm.addClass( copyAreaInlineClass ); + } else { + $elm.addClass( copyAreaClassComponent ); + } + elm.addcopiedSectionStyle = true; + } else { + elm.addcopiedSectionStyle = false; + } + if ( checkTextInputElm( elm ) === true ) { + elm.copySegmentId = elm.id; + } else { + $elm.wrapInner( "" ); + elm.copySegmentId = copySegmentId; + if ( "noTextStyle" in data === false || data.noTextStyle === false ) { + $( "#" + copySegmentId ).addClass( copyTextClass ); + } + if ( data.clipStartText ) { + clipStartTxt = data.clipStartText; + } + if ( data.copiedStartText ) { + copiedStartTxt = data.copiedStartText; + } + // Add a hidden span at the beginning of the copy area + $elm.prepend( "" + wb.escapeAttribute( clipStartTxt ) + "" ); + document.getElementById( clipStartId ).copyAreaId = elm.id; + document.getElementById( clipStartId ).clipTxt = wb.escapeAttribute( clipEndTxt ); + document.getElementById( clipStartId ).copiedTxt = wb.escapeAttribute( copiedStartTxt ); + if ( data.clipEndText ) { + clipEndTxt = data.clipEndText; + } + if ( data.copiedEndText ) { + copiedEndTxt = data.copiedEndText; + } + // Add a hidden span at the end of the copy area + $elm.append( "" + wb.escapeAttribute( clipEndTxt ) + "" ); + document.getElementById( clipEndId ).copyAreaId = elm.id; + document.getElementById( clipEndId ).clipTxt = wb.escapeAttribute( clipEndTxt ); + document.getElementById( clipEndId ).copiedTxt = wb.escapeAttribute( copiedEndTxt ); + } + if ( "noButton" in data === false ) { + buttonId = wb.getId(); + switch ( data.btnAlign ) { + case "left": + btnAlign = "text-left "; + break; + case "right": + btnAlign = "text-right "; + break; + case "center": + btnAlign = "text-center "; + break; + case "none": + default: + btnAlign = ""; + } + if ( getDisplayType( elm ) === true ) { + containTag = "span"; + inlineElmCls = inlineElmClass; + copyBtnSize = inlineBtnClass; + inlineBtn = " class=\"" + inlineBtnClass + "\""; + } + // Create the copy button + btnStr = "<" + containTag + " class=\"" + btnAlign + inlineElmCls + "\"/>"; + if ( checkTextInputElm( elm ) === true ) { + $elm.after( btnStr ); + } else { + $elm.append( btnStr ); + } + $( "#" + buttonId ).addClass( data.copyBtnStyle + " " + copyBtnSize ); + if ( data.copyBtn ) { + copyBtn = data.copyBtn; + } else { + copyBtn = "" + wb.escapeAttribute( i18n.copyBtnTxt ); + } + $( "#" + buttonId ).html( copyBtn ); + initCopyBtn( document.getElementById( buttonId ), data ); + } + // Selects everything in the copy area if there is no button or selectAllContent is true + if ( ( "selectAllContent" in data === true && data.selectAllContent === true ) || ( "selectAllContent" in data === false && "noButton" in data === true ) ) { + $( "#" + copySegmentId ).on( "click vclick touchstart", function() { + selectCopyArea( document.getElementById( copySegmentId ) ); + } ); + } + } ); + // Update the copy area and button on copy + $( "body" ).on( "copy", "*", function( event ) { + updateElmCopy( event.currentTarget ); // , event.target + } ); + // On focus and change of a contenteditable tag trigger the change action + $document.on( "focus", selector + "[contenteditable]", function() { + const $this = $( this ); 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f.$shared&&(f.$shared=r,n[o]=Object.freeze(Ws(f,r))),f}_resolveAnimations(t,e,i){const s=this.chart,n=this._cachedDataOpts,o=`animation-${e}`,a=n[o];if(a)return a;let r;if(!1!==s.options.animation){const s=this.chart.config,n=s.datasetAnimationScopeKeys(this._type,e),o=s.getOptionScopes(this.getDataset(),n);r=s.createResolver(o,this.getContext(t,i,e))}const l=new Os(s,r&&r.animations);return r&&r._cacheable&&(n[o]=Object.freeze(l)),l}getSharedOptions(t){if(t.$shared)return this._sharedOptions||(this._sharedOptions=Object.assign({},t))}includeOptions(t,e){return!e||Bs(t)||this.chart._animationsDisabled}_getSharedOptions(t,e){const i=this.resolveDataElementOptions(t,e),s=this._sharedOptions,n=this.getSharedOptions(i),o=this.includeOptions(e,n)||n!==s;return this.updateSharedOptions(n,e,i),{sharedOptions:n,includeOptions:o}}updateElement(t,e,i,s){Bs(s)?Object.assign(t,i):this._resolveAnimations(e,s).update(t,i)}updateSharedOptions(t,e,i){t&&!Bs(e)&&this._resolveAnimations(void 0,e).update(t,i)}_setStyle(t,e,i,s){t.active=s;const n=this.getStyle(e,s);this._resolveAnimations(e,i,s).update(t,{options:!s&&this.getSharedOptions(n)||n})}removeHoverStyle(t,e,i){this._setStyle(t,i,"active",!1)}setHoverStyle(t,e,i){this._setStyle(t,i,"active",!0)}_removeDatasetHoverStyle(){const t=this._cachedMeta.dataset;t&&this._setStyle(t,void 0,"active",!1)}_setDatasetHoverStyle(){const t=this._cachedMeta.dataset;t&&this._setStyle(t,void 0,"active",!0)}_resyncElements(t){const e=this._data,i=this._cachedMeta.data;for(const[t,e,i]of this._syncList)this[t](e,i);this._syncList=[];const s=i.length,n=e.length,o=Math.min(n,s);o&&this.parse(0,o),n>s?this._insertElements(s,n-s,t):n{for(t.length+=e,a=t.length-1;a>=o;a--)t[a]=t[a-e]};for(r(n),a=t;a{s[t]=i[t]&&i[t].active()?i[t]._to:this[t]})),s}}function js(t,e){const i=t.options.ticks,n=function(t){const e=t.options.offset,i=t._tickSize(),s=t._length/i+(e?0:1),n=t._maxLength/i;return Math.floor(Math.min(s,n))}(t),o=Math.min(i.maxTicksLimit||n,n),a=i.major.enabled?function(t){const e=[];let i,s;for(i=0,s=t.length;io)return function(t,e,i,s){let n,o=0,a=i[0];for(s=Math.ceil(s),n=0;nn)return e}return Math.max(n,1)}(a,e,o);if(r>0){let t,i;const n=r>1?Math.round((h-l)/(r-1)):null;for($s(e,c,d,s(n)?0:l-n,l),t=0,i=r-1;t"top"===e||"left"===e?t[e]+i:t[e]-i,Us=(t,e)=>Math.min(e||t,t);function Xs(t,e){const i=[],s=t.length/e,n=t.length;let o=0;for(;oa+r)))return h}function Ks(t){return t.drawTicks?t.tickLength:0}function Gs(t,e){if(!t.display)return 0;const i=Si(t.font,e),s=ki(t.padding);return(n(t.text)?t.text.length:1)*i.lineHeight+s.height}function Zs(t,e,i){let s=ut(t);return(i&&"right"!==e||!i&&"right"===e)&&(s=(t=>"left"===t?"right":"right"===t?"left":t)(s)),s}class Js extends Hs{constructor(t){super(),this.id=t.id,this.type=t.type,this.options=void 0,this.ctx=t.ctx,this.chart=t.chart,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this._margins={left:0,right:0,top:0,bottom:0},this.maxWidth=void 0,this.maxHeight=void 0,this.paddingTop=void 0,this.paddingBottom=void 0,this.paddingLeft=void 0,this.paddingRight=void 0,this.axis=void 0,this.labelRotation=void 0,this.min=void 0,this.max=void 0,this._range=void 0,this.ticks=[],this._gridLineItems=null,this._labelItems=null,this._labelSizes=null,this._length=0,this._maxLength=0,this._longestTextCache={},this._startPixel=void 0,this._endPixel=void 0,this._reversePixels=!1,this._userMax=void 0,this._userMin=void 0,this._suggestedMax=void 0,this._suggestedMin=void 0,this._ticksLength=0,this._borderValue=0,this._cache={},this._dataLimitsCached=!1,this.$context=void 0}init(t){this.options=t.setContext(this.getContext()),this.axis=t.axis,this._userMin=this.parse(t.min),this._userMax=this.parse(t.max),this._suggestedMin=this.parse(t.suggestedMin),this._suggestedMax=this.parse(t.suggestedMax)}parse(t,e){return t}getUserBounds(){let{_userMin:t,_userMax:e,_suggestedMin:i,_suggestedMax:s}=this;return t=r(t,Number.POSITIVE_INFINITY),e=r(e,Number.NEGATIVE_INFINITY),i=r(i,Number.POSITIVE_INFINITY),s=r(s,Number.NEGATIVE_INFINITY),{min:r(t,i),max:r(e,s),minDefined:a(t),maxDefined:a(e)}}getMinMax(t){let e,{min:i,max:s,minDefined:n,maxDefined:o}=this.getUserBounds();if(n&&o)return{min:i,max:s};const a=this.getMatchingVisibleMetas();for(let r=0,l=a.length;rs?s:i,s=n&&i>s?i:s,{min:r(i,r(s,i)),max:r(s,r(i,s))}}getPadding(){return{left:this.paddingLeft||0,top:this.paddingTop||0,right:this.paddingRight||0,bottom:this.paddingBottom||0}}getTicks(){return this.ticks}getLabels(){const t=this.chart.data;return this.options.labels||(this.isHorizontal()?t.xLabels:t.yLabels)||t.labels||[]}getLabelItems(t=this.chart.chartArea){return this._labelItems||(this._labelItems=this._computeLabelItems(t))}beforeLayout(){this._cache={},this._dataLimitsCached=!1}beforeUpdate(){d(this.options.beforeUpdate,[this])}update(t,e,i){const{beginAtZero:s,grace:n,ticks:o}=this.options,a=o.sampleSize;this.beforeUpdate(),this.maxWidth=t,this.maxHeight=e,this._margins=i=Object.assign({left:0,right:0,top:0,bottom:0},i),this.ticks=null,this._labelSizes=null,this._gridLineItems=null,this._labelItems=null,this.beforeSetDimensions(),this.setDimensions(),this.afterSetDimensions(),this._maxLength=this.isHorizontal()?this.width+i.left+i.right:this.height+i.top+i.bottom,this._dataLimitsCached||(this.beforeDataLimits(),this.determineDataLimits(),this.afterDataLimits(),this._range=Di(this,n,s),this._dataLimitsCached=!0),this.beforeBuildTicks(),this.ticks=this.buildTicks()||[],this.afterBuildTicks();const r=a=n||i<=1||!this.isHorizontal())return void(this.labelRotation=s);const h=this._getLabelSizes(),c=h.widest.width,d=h.highest.height,u=J(this.chart.width-c,0,this.maxWidth);o=t.offset?this.maxWidth/i:u/(i-1),c+6>o&&(o=u/(i-(t.offset?.5:1)),a=this.maxHeight-Ks(t.grid)-e.padding-Gs(t.title,this.chart.options.font),r=Math.sqrt(c*c+d*d),l=Y(Math.min(Math.asin(J((h.highest.height+6)/o,-1,1)),Math.asin(J(a/r,-1,1))-Math.asin(J(d/r,-1,1)))),l=Math.max(s,Math.min(n,l))),this.labelRotation=l}afterCalculateLabelRotation(){d(this.options.afterCalculateLabelRotation,[this])}afterAutoSkip(){}beforeFit(){d(this.options.beforeFit,[this])}fit(){const t={width:0,height:0},{chart:e,options:{ticks:i,title:s,grid:n}}=this,o=this._isVisible(),a=this.isHorizontal();if(o){const o=Gs(s,e.options.font);if(a?(t.width=this.maxWidth,t.height=Ks(n)+o):(t.height=this.maxHeight,t.width=Ks(n)+o),i.display&&this.ticks.length){const{first:e,last:s,widest:n,highest:o}=this._getLabelSizes(),r=2*i.padding,l=$(this.labelRotation),h=Math.cos(l),c=Math.sin(l);if(a){const e=i.mirror?0:c*n.width+h*o.height;t.height=Math.min(this.maxHeight,t.height+e+r)}else{const e=i.mirror?0:h*n.width+c*o.height;t.width=Math.min(this.maxWidth,t.width+e+r)}this._calculatePadding(e,s,c,h)}}this._handleMargins(),a?(this.width=this._length=e.width-this._margins.left-this._margins.right,this.height=t.height):(this.width=t.width,this.height=this._length=e.height-this._margins.top-this._margins.bottom)}_calculatePadding(t,e,i,s){const{ticks:{align:n,padding:o},position:a}=this.options,r=0!==this.labelRotation,l="top"!==a&&"x"===this.axis;if(this.isHorizontal()){const a=this.getPixelForTick(0)-this.left,h=this.right-this.getPixelForTick(this.ticks.length-1);let c=0,d=0;r?l?(c=s*t.width,d=i*e.height):(c=i*t.height,d=s*e.width):"start"===n?d=e.width:"end"===n?c=t.width:"inner"!==n&&(c=t.width/2,d=e.width/2),this.paddingLeft=Math.max((c-a+o)*this.width/(this.width-a),0),this.paddingRight=Math.max((d-h+o)*this.width/(this.width-h),0)}else{let i=e.height/2,s=t.height/2;"start"===n?(i=0,s=t.height):"end"===n&&(i=e.height,s=0),this.paddingTop=i+o,this.paddingBottom=s+o}}_handleMargins(){this._margins&&(this._margins.left=Math.max(this.paddingLeft,this._margins.left),this._margins.top=Math.max(this.paddingTop,this._margins.top),this._margins.right=Math.max(this.paddingRight,this._margins.right),this._margins.bottom=Math.max(this.paddingBottom,this._margins.bottom))}afterFit(){d(this.options.afterFit,[this])}isHorizontal(){const{axis:t,position:e}=this.options;return"top"===e||"bottom"===e||"x"===t}isFullSize(){return this.options.fullSize}_convertTicksToLabels(t){let e,i;for(this.beforeTickToLabelConversion(),this.generateTickLabels(t),e=0,i=t.length;e{const i=t.gc,s=i.length/2;let n;if(s>e){for(n=0;n({width:r[t]||0,height:l[t]||0});return{first:P(0),last:P(e-1),widest:P(k),highest:P(S),widths:r,heights:l}}getLabelForValue(t){return t}getPixelForValue(t,e){return NaN}getValueForPixel(t){}getPixelForTick(t){const e=this.ticks;return t<0||t>e.length-1?null:this.getPixelForValue(e[t].value)}getPixelForDecimal(t){this._reversePixels&&(t=1-t);const e=this._startPixel+t*this._length;return Q(this._alignToPixels?Ae(this.chart,e,0):e)}getDecimalForPixel(t){const e=(t-this._startPixel)/this._length;return this._reversePixels?1-e:e}getBasePixel(){return this.getPixelForValue(this.getBaseValue())}getBaseValue(){const{min:t,max:e}=this;return t<0&&e<0?e:t>0&&e>0?t:0}getContext(t){const e=this.ticks||[];if(t>=0&&ta*s?a/i:r/s:r*s0}_computeGridLineItems(t){const e=this.axis,i=this.chart,s=this.options,{grid:n,position:a,border:r}=s,h=n.offset,c=this.isHorizontal(),d=this.ticks.length+(h?1:0),u=Ks(n),f=[],g=r.setContext(this.getContext()),p=g.display?g.width:0,m=p/2,b=function(t){return Ae(i,t,p)};let x,_,y,v,M,w,k,S,P,D,C,O;if("top"===a)x=b(this.bottom),w=this.bottom-u,S=x-m,D=b(t.top)+m,O=t.bottom;else if("bottom"===a)x=b(this.top),D=t.top,O=b(t.bottom)-m,w=x+m,S=this.top+u;else if("left"===a)x=b(this.right),M=this.right-u,k=x-m,P=b(t.left)+m,C=t.right;else if("right"===a)x=b(this.left),P=t.left,C=b(t.right)-m,M=x+m,k=this.left+u;else if("x"===e){if("center"===a)x=b((t.top+t.bottom)/2+.5);else if(o(a)){const t=Object.keys(a)[0],e=a[t];x=b(this.chart.scales[t].getPixelForValue(e))}D=t.top,O=t.bottom,w=x+m,S=w+u}else if("y"===e){if("center"===a)x=b((t.left+t.right)/2);else if(o(a)){const t=Object.keys(a)[0],e=a[t];x=b(this.chart.scales[t].getPixelForValue(e))}M=x-m,k=M-u,P=t.left,C=t.right}const A=l(s.ticks.maxTicksLimit,d),T=Math.max(1,Math.ceil(d/A));for(_=0;_0&&(o-=s/2)}d={left:o,top:n,width:s+e.width,height:i+e.height,color:t.backdropColor}}b.push({label:v,font:P,textOffset:O,options:{rotation:m,color:i,strokeColor:o,strokeWidth:h,textAlign:f,textBaseline:A,translation:[M,w],backdrop:d}})}return b}_getXAxisLabelAlignment(){const{position:t,ticks:e}=this.options;if(-$(this.labelRotation))return"top"===t?"left":"right";let i="center";return"start"===e.align?i="left":"end"===e.align?i="right":"inner"===e.align&&(i="inner"),i}_getYAxisLabelAlignment(t){const{position:e,ticks:{crossAlign:i,mirror:s,padding:n}}=this.options,o=t+n,a=this._getLabelSizes().widest.width;let r,l;return"left"===e?s?(l=this.right+n,"near"===i?r="left":"center"===i?(r="center",l+=a/2):(r="right",l+=a)):(l=this.right-o,"near"===i?r="right":"center"===i?(r="center",l-=a/2):(r="left",l=this.left)):"right"===e?s?(l=this.left+n,"near"===i?r="right":"center"===i?(r="center",l-=a/2):(r="left",l-=a)):(l=this.left+o,"near"===i?r="left":"center"===i?(r="center",l+=a/2):(r="right",l=this.right)):r="right",{textAlign:r,x:l}}_computeLabelArea(){if(this.options.ticks.mirror)return;const t=this.chart,e=this.options.position;return"left"===e||"right"===e?{top:0,left:this.left,bottom:t.height,right:this.right}:"top"===e||"bottom"===e?{top:this.top,left:0,bottom:this.bottom,right:t.width}:void 0}drawBackground(){const{ctx:t,options:{backgroundColor:e},left:i,top:s,width:n,height:o}=this;e&&(t.save(),t.fillStyle=e,t.fillRect(i,s,n,o),t.restore())}getLineWidthForValue(t){const e=this.options.grid;if(!this._isVisible()||!e.display)return 0;const i=this.ticks.findIndex((e=>e.value===t));if(i>=0){return e.setContext(this.getContext(i)).lineWidth}return 0}drawGrid(t){const e=this.options.grid,i=this.ctx,s=this._gridLineItems||(this._gridLineItems=this._computeGridLineItems(t));let n,o;const a=(t,e,s)=>{s.width&&s.color&&(i.save(),i.lineWidth=s.width,i.strokeStyle=s.color,i.setLineDash(s.borderDash||[]),i.lineDashOffset=s.borderDashOffset,i.beginPath(),i.moveTo(t.x,t.y),i.lineTo(e.x,e.y),i.stroke(),i.restore())};if(e.display)for(n=0,o=s.length;n{this.drawBackground(),this.drawGrid(t),this.drawTitle()}},{z:s,draw:()=>{this.drawBorder()}},{z:e,draw:t=>{this.drawLabels(t)}}]:[{z:e,draw:t=>{this.draw(t)}}]}getMatchingVisibleMetas(t){const e=this.chart.getSortedVisibleDatasetMetas(),i=this.axis+"AxisID",s=[];let n,o;for(n=0,o=e.length;n{const s=i.split("."),n=s.pop(),o=[t].concat(s).join("."),a=e[i].split("."),r=a.pop(),l=a.join(".");ue.route(o,n,l,r)}))}(e,t.defaultRoutes);t.descriptors&&ue.describe(e,t.descriptors)}(t,o,i),this.override&&ue.override(t.id,t.overrides)),o}get(t){return this.items[t]}unregister(t){const e=this.items,i=t.id,s=this.scope;i in e&&delete e[i],s&&i in ue[s]&&(delete ue[s][i],this.override&&delete re[i])}}class tn{constructor(){this.controllers=new Qs(Ns,"datasets",!0),this.elements=new Qs(Hs,"elements"),this.plugins=new Qs(Object,"plugins"),this.scales=new Qs(Js,"scales"),this._typedRegistries=[this.controllers,this.scales,this.elements]}add(...t){this._each("register",t)}remove(...t){this._each("unregister",t)}addControllers(...t){this._each("register",t,this.controllers)}addElements(...t){this._each("register",t,this.elements)}addPlugins(...t){this._each("register",t,this.plugins)}addScales(...t){this._each("register",t,this.scales)}getController(t){return this._get(t,this.controllers,"controller")}getElement(t){return this._get(t,this.elements,"element")}getPlugin(t){return this._get(t,this.plugins,"plugin")}getScale(t){return this._get(t,this.scales,"scale")}removeControllers(...t){this._each("unregister",t,this.controllers)}removeElements(...t){this._each("unregister",t,this.elements)}removePlugins(...t){this._each("unregister",t,this.plugins)}removeScales(...t){this._each("unregister",t,this.scales)}_each(t,e,i){[...e].forEach((e=>{const s=i||this._getRegistryForType(e);i||s.isForType(e)||s===this.plugins&&e.id?this._exec(t,s,e):u(e,(e=>{const s=i||this._getRegistryForType(e);this._exec(t,s,e)}))}))}_exec(t,e,i){const s=w(t);d(i["before"+s],[],i),e[t](i),d(i["after"+s],[],i)}_getRegistryForType(t){for(let e=0;et.filter((t=>!e.some((e=>t.plugin.id===e.plugin.id))));this._notify(s(e,i),t,"stop"),this._notify(s(i,e),t,"start")}}function nn(t,e){return e||!1!==t?!0===t?{}:t:null}function on(t,{plugin:e,local:i},s,n){const o=t.pluginScopeKeys(e),a=t.getOptionScopes(s,o);return i&&e.defaults&&a.push(e.defaults),t.createResolver(a,n,[""],{scriptable:!1,indexable:!1,allKeys:!0})}function an(t,e){const i=ue.datasets[t]||{};return((e.datasets||{})[t]||{}).indexAxis||e.indexAxis||i.indexAxis||"x"}function rn(t){if("x"===t||"y"===t||"r"===t)return t}function ln(t,...e){if(rn(t))return t;for(const s of e){const e=s.axis||("top"===(i=s.position)||"bottom"===i?"x":"left"===i||"right"===i?"y":void 0)||t.length>1&&rn(t[0].toLowerCase());if(e)return e}var i;throw new Error(`Cannot determine type of '${t}' axis. 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i=this._options=e.createResolver(e.chartOptionScopes(),this.getContext()),s=this._animationsDisabled=!i.animation;if(this._updateScales(),this._checkEventBindings(),this._updateHiddenIndices(),this._plugins.invalidate(),!1===this.notifyPlugins("beforeUpdate",{mode:t,cancelable:!0}))return;const n=this.buildOrUpdateControllers();this.notifyPlugins("beforeElementsUpdate");let o=0;for(let t=0,e=this.data.datasets.length;t{t.reset()})),this._updateDatasets(t),this.notifyPlugins("afterUpdate",{mode:t}),this._layers.sort(Mn("z","_idx"));const{_active:a,_lastEvent:r}=this;r?this._eventHandler(r,!0):a.length&&this._updateHoverStyles(a,a,!0),this.render()}_updateScales(){u(this.scales,(t=>{as.removeBox(this,t)})),this.ensureScalesHaveIDs(),this.buildOrUpdateScales()}_checkEventBindings(){const t=this.options,e=new Set(Object.keys(this._listeners)),i=new Set(t.events);P(e,i)&&!!this._responsiveListeners===t.responsive||(this.unbindEvents(),this.bindEvents())}_updateHiddenIndices(){const{_hiddenIndices:t}=this,e=this._getUniformDataChanges()||[];for(const{method:i,start:s,count:n}of e){Cn(t,s,"_removeElements"===i?-n:n)}}_getUniformDataChanges(){const t=this._dataChanges;if(!t||!t.length)return;this._dataChanges=[];const e=this.data.datasets.length,i=e=>new Set(t.filter((t=>t[0]===e)).map(((t,e)=>e+","+t.splice(1).join(",")))),s=i(0);for(let t=1;tt.split(","))).map((t=>({method:t[1],start:+t[2],count:+t[3]})))}_updateLayout(t){if(!1===this.notifyPlugins("beforeLayout",{cancelable:!0}))return;as.update(this,this.width,this.height,t);const e=this.chartArea,i=e.width<=0||e.height<=0;this._layers=[],u(this.boxes,(t=>{i&&"chartArea"===t.position||(t.configure&&t.configure(),this._layers.push(...t._layers()))}),this),this._layers.forEach(((t,e)=>{t._idx=e})),this.notifyPlugins("afterLayout")}_updateDatasets(t){if(!1!==this.notifyPlugins("beforeDatasetsUpdate",{mode:t,cancelable:!0})){for(let t=0,e=this.data.datasets.length;t=0;--e)this._drawDataset(t[e]);this.notifyPlugins("afterDatasetsDraw")}_drawDataset(t){const e=this.ctx,i=t._clip,s=!i.disabled,n=function(t,e){const{xScale:i,yScale:s}=t;return i&&s?{left:On(i,e,"left"),right:On(i,e,"right"),top:On(s,e,"top"),bottom:On(s,e,"bottom")}:e}(t,this.chartArea),o={meta:t,index:t.index,cancelable:!0};!1!==this.notifyPlugins("beforeDatasetDraw",o)&&(s&&Ie(e,{left:!1===i.left?0:n.left-i.left,right:!1===i.right?this.width:n.right+i.right,top:!1===i.top?0:n.top-i.top,bottom:!1===i.bottom?this.height:n.bottom+i.bottom}),t.controller.draw(),s&&ze(e),o.cancelable=!1,this.notifyPlugins("afterDatasetDraw",o))}isPointInArea(t){return Re(t,this.chartArea,this._minPadding)}getElementsAtEventForMode(t,e,i,s){const n=Xi.modes[e];return"function"==typeof n?n(this,t,i,s):[]}getDatasetMeta(t){const e=this.data.datasets[t],i=this._metasets;let s=i.filter((t=>t&&t._dataset===e)).pop();return s||(s={type:null,data:[],dataset:null,controller:null,hidden:null,xAxisID:null,yAxisID:null,order:e&&e.order||0,index:t,_dataset:e,_parsed:[],_sorted:!1},i.push(s)),s}getContext(){return this.$context||(this.$context=Ci(null,{chart:this,type:"chart"}))}getVisibleDatasetCount(){return this.getSortedVisibleDatasetMetas().length}isDatasetVisible(t){const e=this.data.datasets[t];if(!e)return!1;const i=this.getDatasetMeta(t);return"boolean"==typeof i.hidden?!i.hidden:!e.hidden}setDatasetVisibility(t,e){this.getDatasetMeta(t).hidden=!e}toggleDataVisibility(t){this._hiddenIndices[t]=!this._hiddenIndices[t]}getDataVisibility(t){return!this._hiddenIndices[t]}_updateVisibility(t,e,i){const s=i?"show":"hide",n=this.getDatasetMeta(t),o=n.controller._resolveAnimations(void 0,s);k(e)?(n.data[e].hidden=!i,this.update()):(this.setDatasetVisibility(t,i),o.update(n,{visible:i}),this.update((e=>e.datasetIndex===t?s:void 0)))}hide(t,e){this._updateVisibility(t,e,!1)}show(t,e){this._updateVisibility(t,e,!0)}_destroyDatasetMeta(t){const e=this._metasets[t];e&&e.controller&&e.controller._destroy(),delete this._metasets[t]}_stop(){let t,e;for(this.stop(),xt.remove(this),t=0,e=this.data.datasets.length;t{e.addEventListener(this,i,s),t[i]=s},s=(t,e,i)=>{t.offsetX=e,t.offsetY=i,this._eventHandler(t)};u(this.options.events,(t=>i(t,s)))}bindResponsiveEvents(){this._responsiveListeners||(this._responsiveListeners={});const t=this._responsiveListeners,e=this.platform,i=(i,s)=>{e.addEventListener(this,i,s),t[i]=s},s=(i,s)=>{t[i]&&(e.removeEventListener(this,i,s),delete t[i])},n=(t,e)=>{this.canvas&&this.resize(t,e)};let o;const a=()=>{s("attach",a),this.attached=!0,this.resize(),i("resize",n),i("detach",o)};o=()=>{this.attached=!1,s("resize",n),this._stop(),this._resize(0,0),i("attach",a)},e.isAttached(this.canvas)?a():o()}unbindEvents(){u(this._listeners,((t,e)=>{this.platform.removeEventListener(this,e,t)})),this._listeners={},u(this._responsiveListeners,((t,e)=>{this.platform.removeEventListener(this,e,t)})),this._responsiveListeners=void 0}updateHoverStyle(t,e,i){const s=i?"set":"remove";let n,o,a,r;for("dataset"===e&&(n=this.getDatasetMeta(t[0].datasetIndex),n.controller["_"+s+"DatasetHoverStyle"]()),a=0,r=t.length;a{const i=this.getDatasetMeta(t);if(!i)throw new Error("No dataset found at index "+t);return{datasetIndex:t,element:i.data[e],index:e}}));!f(i,e)&&(this._active=i,this._lastEvent=null,this._updateHoverStyles(i,e))}notifyPlugins(t,e,i){return this._plugins.notify(this,t,e,i)}isPluginEnabled(t){return 1===this._plugins._cache.filter((e=>e.plugin.id===t)).length}_updateHoverStyles(t,e,i){const s=this.options.hover,n=(t,e)=>t.filter((t=>!e.some((e=>t.datasetIndex===e.datasetIndex&&t.index===e.index)))),o=n(e,t),a=i?t:n(t,e);o.length&&this.updateHoverStyle(o,s.mode,!1),a.length&&s.mode&&this.updateHoverStyle(a,s.mode,!0)}_eventHandler(t,e){const i={event:t,replay:e,cancelable:!0,inChartArea:this.isPointInArea(t)},s=e=>(e.options.events||this.options.events).includes(t.native.type);if(!1===this.notifyPlugins("beforeEvent",i,s))return;const n=this._handleEvent(t,e,i.inChartArea);return i.cancelable=!1,this.notifyPlugins("afterEvent",i,s),(n||i.changed)&&this.render(),this}_handleEvent(t,e,i){const{_active:s=[],options:n}=this,o=e,a=this._getActiveElements(t,s,i,o),r=D(t),l=function(t,e,i,s){return i&&"mouseout"!==t.type?s?e:t:null}(t,this._lastEvent,i,r);i&&(this._lastEvent=null,d(n.onHover,[t,a,this],this),r&&d(n.onClick,[t,a,this],this));const h=!f(a,s);return(h||e)&&(this._active=a,this._updateHoverStyles(a,s,e)),this._lastEvent=l,h}_getActiveElements(t,e,i,s){if("mouseout"===t.type)return[];if(!i)return e;const n=this.options.hover;return this.getElementsAtEventForMode(t,n.mode,n,s)}}function Tn(){return u(An.instances,(t=>t._plugins.invalidate()))}function Ln(){throw new Error("This method is not implemented: Check that a complete date adapter is provided.")}class En{static override(t){Object.assign(En.prototype,t)}options;constructor(t){this.options=t||{}}init(){}formats(){return Ln()}parse(){return 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e.labels.map(((e,n)=>{const o=t.getDatasetMeta(0).controller.getStyle(n);return{text:e,fillStyle:o.backgroundColor,strokeStyle:o.borderColor,fontColor:s,lineWidth:o.borderWidth,pointStyle:i,hidden:!t.getDataVisibility(n),index:n}}))}return[]}},onClick(t,e,i){i.chart.toggleDataVisibility(e.index),i.chart.update()}}}};constructor(t,e){super(t,e),this.enableOptionSharing=!0,this.innerRadius=void 0,this.outerRadius=void 0,this.offsetX=void 0,this.offsetY=void 0}linkScales(){}parse(t,e){const i=this.getDataset().data,s=this._cachedMeta;if(!1===this._parsing)s._parsed=i;else{let n,a,r=t=>+i[t];if(o(i[t])){const{key:t="value"}=this._parsing;r=e=>+M(i[e],t)}for(n=t,a=t+e;nZ(t,r,l,!0)?1:Math.max(e,e*i,s,s*i),g=(t,e,s)=>Z(t,r,l,!0)?-1:Math.min(e,e*i,s,s*i),p=f(0,h,d),m=f(E,c,u),b=g(C,h,d),x=g(C+E,c,u);s=(p-b)/2,n=(m-x)/2,o=-(p+b)/2,a=-(m+x)/2}return{ratioX:s,ratioY:n,offsetX:o,offsetY:a}}(u,d,r),b=(i.width-o)/f,x=(i.height-o)/g,_=Math.max(Math.min(b,x)/2,0),y=c(this.options.radius,_),v=(y-Math.max(y*r,0))/this._getVisibleDatasetWeightTotal();this.offsetX=p*y,this.offsetY=m*y,s.total=this.calculateTotal(),this.outerRadius=y-v*this._getRingWeightOffset(this.index),this.innerRadius=Math.max(this.outerRadius-v*l,0),this.updateElements(n,0,n.length,t)}_circumference(t,e){const i=this.options,s=this._cachedMeta,n=this._getCircumference();return e&&i.animation.animateRotate||!this.chart.getDataVisibility(t)||null===s._parsed[t]||s.data[t].hidden?0:this.calculateCircumference(s._parsed[t]*n/O)}updateElements(t,e,i,s){const n="reset"===s,o=this.chart,a=o.chartArea,r=o.options.animation,l=(a.left+a.right)/2,h=(a.top+a.bottom)/2,c=n&&r.animateScale,d=c?0:this.innerRadius,u=c?0:this.outerRadius,{sharedOptions:f,includeOptions:g}=this._getSharedOptions(e,s);let p,m=this._getRotation();for(p=0;p0&&!isNaN(t)?O*(Math.abs(t)/e):0}getLabelAndValue(t){const e=this._cachedMeta,i=this.chart,s=i.data.labels||[],n=ne(e._parsed[t],i.options.locale);return{label:s[t]||"",value:n}}getMaxBorderWidth(t){let e=0;const i=this.chart;let s,n,o,a,r;if(!t)for(s=0,n=i.data.datasets.length;s{const o=t.getDatasetMeta(0).controller.getStyle(n);return{text:e,fillStyle:o.backgroundColor,strokeStyle:o.borderColor,fontColor:s,lineWidth:o.borderWidth,pointStyle:i,hidden:!t.getDataVisibility(n),index:n}}))}return[]}},onClick(t,e,i){i.chart.toggleDataVisibility(e.index),i.chart.update()}}},scales:{r:{type:"radialLinear",angleLines:{display:!1},beginAtZero:!0,grid:{circular:!0},pointLabels:{display:!1},startAngle:0}}};constructor(t,e){super(t,e),this.innerRadius=void 0,this.outerRadius=void 0}getLabelAndValue(t){const e=this._cachedMeta,i=this.chart,s=i.data.labels||[],n=ne(e._parsed[t].r,i.options.locale);return{label:s[t]||"",value:n}}parseObjectData(t,e,i,s){return ii.bind(this)(t,e,i,s)}update(t){const e=this._cachedMeta.data;this._updateRadius(),this.updateElements(e,0,e.length,t)}getMinMax(){const t=this._cachedMeta,e={min:Number.POSITIVE_INFINITY,max:Number.NEGATIVE_INFINITY};return t.data.forEach(((t,i)=>{const s=this.getParsed(i).r;!isNaN(s)&&this.chart.getDataVisibility(i)&&(se.max&&(e.max=s))})),e}_updateRadius(){const t=this.chart,e=t.chartArea,i=t.options,s=Math.min(e.right-e.left,e.bottom-e.top),n=Math.max(s/2,0),o=(n-Math.max(i.cutoutPercentage?n/100*i.cutoutPercentage:1,0))/t.getVisibleDatasetCount();this.outerRadius=n-o*this.index,this.innerRadius=this.outerRadius-o}updateElements(t,e,i,s){const n="reset"===s,o=this.chart,a=o.options.animation,r=this._cachedMeta.rScale,l=r.xCenter,h=r.yCenter,c=r.getIndexAngle(0)-.5*C;let d,u=c;const f=360/this.countVisibleElements();for(d=0;d{!isNaN(this.getParsed(i).r)&&this.chart.getDataVisibility(i)&&e++})),e}_computeAngle(t,e,i){return this.chart.getDataVisibility(t)?$(this.resolveDataElementOptions(t,e).angle||i):0}}var Yn=Object.freeze({__proto__:null,BarController:class extends Ns{static id="bar";static defaults={datasetElementType:!1,dataElementType:"bar",categoryPercentage:.8,barPercentage:.9,grouped:!0,animations:{numbers:{type:"number",properties:["x","y","base","width","height"]}}};static overrides={scales:{_index_:{type:"category",offset:!0,grid:{offset:!0}},_value_:{type:"linear",beginAtZero:!0}}};parsePrimitiveData(t,e,i,s){return Fn(t,e,i,s)}parseArrayData(t,e,i,s){return Fn(t,e,i,s)}parseObjectData(t,e,i,s){const{iScale:n,vScale:o}=t,{xAxisKey:a="x",yAxisKey:r="y"}=this._parsing,l="x"===n.axis?a:r,h="x"===o.axis?a:r,c=[];let d,u,f,g;for(d=i,u=i+s;dt.controller.options.grouped)),o=i.options.stacked,a=[],r=t=>{const i=t.controller.getParsed(e),n=i&&i[t.vScale.axis];if(s(n)||isNaN(n))return!0};for(const i of n)if((void 0===e||!r(i))&&((!1===o||-1===a.indexOf(i.stack)||void 0===o&&void 0===i.stack)&&a.push(i.stack),i.index===t))break;return a.length||a.push(void 0),a}_getStackCount(t){return this._getStacks(void 0,t).length}_getStackIndex(t,e,i){const s=this._getStacks(t,i),n=void 0!==e?s.indexOf(e):-1;return-1===n?s.length-1:n}_getRuler(){const t=this.options,e=this._cachedMeta,i=e.iScale,s=[];let n,o;for(n=0,o=e.data.length;n=i?1:-1)}(u,e,r)*a,f===r&&(b-=u/2);const t=e.getPixelForDecimal(0),s=e.getPixelForDecimal(1),o=Math.min(t,s),h=Math.max(t,s);b=Math.max(Math.min(b,h),o),d=b+u,i&&!c&&(l._stacks[e.axis]._visualValues[n]=e.getValueForPixel(d)-e.getValueForPixel(b))}if(b===e.getPixelForValue(r)){const t=F(u)*e.getLineWidthForValue(r)/2;b+=t,u-=t}return{size:u,base:b,head:d,center:d+u/2}}_calculateBarIndexPixels(t,e){const i=e.scale,n=this.options,o=n.skipNull,a=l(n.maxBarThickness,1/0);let r,h;if(e.grouped){const i=o?this._getStackCount(t):e.stackCount,l="flex"===n.barThickness?function(t,e,i,s){const n=e.pixels,o=n[t];let a=t>0?n[t-1]:null,r=t=0;--i)e=Math.max(e,t[i].size(this.resolveDataElementOptions(i))/2);return e>0&&e}getLabelAndValue(t){const e=this._cachedMeta,i=this.chart.data.labels||[],{xScale:s,yScale:n}=e,o=this.getParsed(t),a=s.getLabelForValue(o.x),r=n.getLabelForValue(o.y),l=o._custom;return{label:i[t]||"",value:"("+a+", "+r+(l?", "+l:"")+")"}}update(t){const e=this._cachedMeta.data;this.updateElements(e,0,e.length,t)}updateElements(t,e,i,s){const n="reset"===s,{iScale:o,vScale:a}=this._cachedMeta,{sharedOptions:r,includeOptions:l}=this._getSharedOptions(e,s),h=o.axis,c=a.axis;for(let d=e;d0&&this.getParsed(e-1);for(let i=0;i<_;++i){const g=t[i],_=b?g:{};if(i=x){_.skip=!0;continue}const v=this.getParsed(i),M=s(v[f]),w=_[u]=a.getPixelForValue(v[u],i),k=_[f]=o||M?r.getBasePixel():r.getPixelForValue(l?this.applyStack(r,v,l):v[f],i);_.skip=isNaN(w)||isNaN(k)||M,_.stop=i>0&&Math.abs(v[u]-y[u])>m,p&&(_.parsed=v,_.raw=h.data[i]),d&&(_.options=c||this.resolveDataElementOptions(i,g.active?"active":n)),b||this.updateElement(g,i,_,n),y=v}}getMaxOverflow(){const t=this._cachedMeta,e=t.dataset,i=e.options&&e.options.borderWidth||0,s=t.data||[];if(!s.length)return i;const n=s[0].size(this.resolveDataElementOptions(0)),o=s[s.length-1].size(this.resolveDataElementOptions(s.length-1));return Math.max(i,n,o)/2}draw(){const t=this._cachedMeta;t.dataset.updateControlPoints(this.chart.chartArea,t.iScale.axis),super.draw()}},PieController:class extends jn{static id="pie";static defaults={cutout:0,rotation:0,circumference:360,radius:"100%"}},PolarAreaController:$n,RadarController:class extends Ns{static id="radar";static defaults={datasetElementType:"line",dataElementType:"point",indexAxis:"r",showLine:!0,elements:{line:{fill:"start"}}};static overrides={aspectRatio:1,scales:{r:{type:"radialLinear"}}};getLabelAndValue(t){const e=this._cachedMeta.vScale,i=this.getParsed(t);return{label:e.getLabels()[t],value:""+e.getLabelForValue(i[e.axis])}}parseObjectData(t,e,i,s){return ii.bind(this)(t,e,i,s)}update(t){const e=this._cachedMeta,i=e.dataset,s=e.data||[],n=e.iScale.getLabels();if(i.points=s,"resize"!==t){const e=this.resolveDatasetElementOptions(t);this.options.showLine||(e.borderWidth=0);const o={_loop:!0,_fullLoop:n.length===s.length,options:e};this.updateElement(i,void 0,o,t)}this.updateElements(s,0,s.length,t)}updateElements(t,e,i,s){const n=this._cachedMeta.rScale,o="reset"===s;for(let a=e;a0&&this.getParsed(e-1);for(let c=e;c0&&Math.abs(i[f]-_[f])>b,m&&(p.parsed=i,p.raw=h.data[c]),u&&(p.options=d||this.resolveDataElementOptions(c,e.active?"active":n)),x||this.updateElement(e,c,p,n),_=i}this.updateSharedOptions(d,n,c)}getMaxOverflow(){const t=this._cachedMeta,e=t.data||[];if(!this.options.showLine){let t=0;for(let i=e.length-1;i>=0;--i)t=Math.max(t,e[i].size(this.resolveDataElementOptions(i))/2);return t>0&&t}const i=t.dataset,s=i.options&&i.options.borderWidth||0;if(!e.length)return s;const n=e[0].size(this.resolveDataElementOptions(0)),o=e[e.length-1].size(this.resolveDataElementOptions(e.length-1));return Math.max(s,n,o)/2}}});function Un(t,e,i,s){const n=vi(t.options.borderRadius,["outerStart","outerEnd","innerStart","innerEnd"]);const o=(i-e)/2,a=Math.min(o,s*e/2),r=t=>{const e=(i-Math.min(o,t))*s/2;return J(t,0,Math.min(o,e))};return{outerStart:r(n.outerStart),outerEnd:r(n.outerEnd),innerStart:J(n.innerStart,0,a),innerEnd:J(n.innerEnd,0,a)}}function Xn(t,e,i,s){return{x:i+t*Math.cos(e),y:s+t*Math.sin(e)}}function qn(t,e,i,s,n,o){const{x:a,y:r,startAngle:l,pixelMargin:h,innerRadius:c}=e,d=Math.max(e.outerRadius+s+i-h,0),u=c>0?c+s+i+h:0;let f=0;const g=n-l;if(s){const t=((c>0?c-s:0)+(d>0?d-s:0))/2;f=(g-(0!==t?g*t/(t+s):g))/2}const p=(g-Math.max(.001,g*d-i/C)/d)/2,m=l+p+f,b=n-p-f,{outerStart:x,outerEnd:_,innerStart:y,innerEnd:v}=Un(e,u,d,b-m),M=d-x,w=d-_,k=m+x/M,S=b-_/w,P=u+y,D=u+v,O=m+y/P,A=b-v/D;if(t.beginPath(),o){const e=(k+S)/2;if(t.arc(a,r,d,k,e),t.arc(a,r,d,e,S),_>0){const e=Xn(w,S,a,r);t.arc(e.x,e.y,_,S,b+E)}const i=Xn(D,b,a,r);if(t.lineTo(i.x,i.y),v>0){const e=Xn(D,A,a,r);t.arc(e.x,e.y,v,b+E,A+Math.PI)}const s=(b-v/u+(m+y/u))/2;if(t.arc(a,r,u,b-v/u,s,!0),t.arc(a,r,u,s,m+y/u,!0),y>0){const e=Xn(P,O,a,r);t.arc(e.x,e.y,y,O+Math.PI,m-E)}const n=Xn(M,m,a,r);if(t.lineTo(n.x,n.y),x>0){const e=Xn(M,k,a,r);t.arc(e.x,e.y,x,m-E,k)}}else{t.moveTo(a,r);const e=Math.cos(k)*d+a,i=Math.sin(k)*d+r;t.lineTo(e,i);const s=Math.cos(S)*d+a,n=Math.sin(S)*d+r;t.lineTo(s,n)}t.closePath()}function Kn(t,e,i,s,n){const{fullCircles:o,startAngle:a,circumference:r,options:l}=e,{borderWidth:h,borderJoinStyle:c,borderDash:d,borderDashOffset:u}=l,f="inner"===l.borderAlign;if(!h)return;t.setLineDash(d||[]),t.lineDashOffset=u,f?(t.lineWidth=2*h,t.lineJoin=c||"round"):(t.lineWidth=h,t.lineJoin=c||"bevel");let g=e.endAngle;if(o){qn(t,e,i,s,g,n);for(let e=0;en?(h=n/l,t.arc(o,a,l,i+h,s-h,!0)):t.arc(o,a,n,i+E,s-E),t.closePath(),t.clip()}(t,e,g),o||(qn(t,e,i,s,g,n),t.stroke())}function Gn(t,e,i=e){t.lineCap=l(i.borderCapStyle,e.borderCapStyle),t.setLineDash(l(i.borderDash,e.borderDash)),t.lineDashOffset=l(i.borderDashOffset,e.borderDashOffset),t.lineJoin=l(i.borderJoinStyle,e.borderJoinStyle),t.lineWidth=l(i.borderWidth,e.borderWidth),t.strokeStyle=l(i.borderColor,e.borderColor)}function Zn(t,e,i){t.lineTo(i.x,i.y)}function Jn(t,e,i={}){const s=t.length,{start:n=0,end:o=s-1}=i,{start:a,end:r}=e,l=Math.max(n,a),h=Math.min(o,r),c=nr&&o>r;return{count:s,start:l,loop:e.loop,ilen:h(a+(h?r-t:t))%o,_=()=>{f!==g&&(t.lineTo(m,g),t.lineTo(m,f),t.lineTo(m,p))};for(l&&(d=n[x(0)],t.moveTo(d.x,d.y)),c=0;c<=r;++c){if(d=n[x(c)],d.skip)continue;const e=d.x,i=d.y,s=0|e;s===u?(ig&&(g=i),m=(b*m+e)/++b):(_(),t.lineTo(e,i),u=s,b=0,f=g=i),p=i}_()}function eo(t){const e=t.options,i=e.borderDash&&e.borderDash.length;return!(t._decimated||t._loop||e.tension||"monotone"===e.cubicInterpolationMode||e.stepped||i)?to:Qn}const io="function"==typeof Path2D;function so(t,e,i,s){io&&!e.options.segment?function(t,e,i,s){let n=e._path;n||(n=e._path=new Path2D,e.path(n,i,s)&&n.closePath()),Gn(t,e.options),t.stroke(n)}(t,e,i,s):function(t,e,i,s){const{segments:n,options:o}=e,a=eo(e);for(const r of n)Gn(t,o,r.style),t.beginPath(),a(t,e,r,{start:i,end:i+s-1})&&t.closePath(),t.stroke()}(t,e,i,s)}class no extends Hs{static id="line";static defaults={borderCapStyle:"butt",borderDash:[],borderDashOffset:0,borderJoinStyle:"miter",borderWidth:3,capBezierPoints:!0,cubicInterpolationMode:"default",fill:!1,spanGaps:!1,stepped:!1,tension:0};static defaultRoutes={backgroundColor:"backgroundColor",borderColor:"borderColor"};static descriptors={_scriptable:!0,_indexable:t=>"borderDash"!==t&&"fill"!==t};constructor(t){super(),this.animated=!0,this.options=void 0,this._chart=void 0,this._loop=void 0,this._fullLoop=void 0,this._path=void 0,this._points=void 0,this._segments=void 0,this._decimated=!1,this._pointsUpdated=!1,this._datasetIndex=void 0,t&&Object.assign(this,t)}updateControlPoints(t,e){const i=this.options;if((i.tension||"monotone"===i.cubicInterpolationMode)&&!i.stepped&&!this._pointsUpdated){const s=i.spanGaps?this._loop:this._fullLoop;hi(this._points,i,t,s,e),this._pointsUpdated=!0}}set points(t){this._points=t,delete this._segments,delete this._path,this._pointsUpdated=!1}get points(){return this._points}get segments(){return this._segments||(this._segments=zi(this,this.options.segment))}first(){const t=this.segments,e=this.points;return t.length&&e[t[0].start]}last(){const t=this.segments,e=this.points,i=t.length;return i&&e[t[i-1].end]}interpolate(t,e){const i=this.options,s=t[e],n=this.points,o=Ii(this,{property:e,start:s,end:s});if(!o.length)return;const a=[],r=function(t){return t.stepped?pi:t.tension||"monotone"===t.cubicInterpolationMode?mi:gi}(i);let l,h;for(l=0,h=o.length;l"borderDash"!==t};circumference;endAngle;fullCircles;innerRadius;outerRadius;pixelMargin;startAngle;constructor(t){super(),this.options=void 0,this.circumference=void 0,this.startAngle=void 0,this.endAngle=void 0,this.innerRadius=void 0,this.outerRadius=void 0,this.pixelMargin=0,this.fullCircles=0,t&&Object.assign(this,t)}inRange(t,e,i){const s=this.getProps(["x","y"],i),{angle:n,distance:o}=X(s,{x:t,y:e}),{startAngle:a,endAngle:r,innerRadius:h,outerRadius:c,circumference:d}=this.getProps(["startAngle","endAngle","innerRadius","outerRadius","circumference"],i),u=(this.options.spacing+this.options.borderWidth)/2,f=l(d,r-a)>=O||Z(n,a,r),g=tt(o,h+u,c+u);return f&&g}getCenterPoint(t){const{x:e,y:i,startAngle:s,endAngle:n,innerRadius:o,outerRadius:a}=this.getProps(["x","y","startAngle","endAngle","innerRadius","outerRadius"],t),{offset:r,spacing:l}=this.options,h=(s+n)/2,c=(o+a+l+r)/2;return{x:e+Math.cos(h)*c,y:i+Math.sin(h)*c}}tooltipPosition(t){return this.getCenterPoint(t)}draw(t){const{options:e,circumference:i}=this,s=(e.offset||0)/4,n=(e.spacing||0)/2,o=e.circular;if(this.pixelMargin="inner"===e.borderAlign?.33:0,this.fullCircles=i>O?Math.floor(i/O):0,0===i||this.innerRadius<0||this.outerRadius<0)return;t.save();const a=(this.startAngle+this.endAngle)/2;t.translate(Math.cos(a)*s,Math.sin(a)*s);const r=s*(1-Math.sin(Math.min(C,i||0)));t.fillStyle=e.backgroundColor,t.strokeStyle=e.borderColor,function(t,e,i,s,n){const{fullCircles:o,startAngle:a,circumference:r}=e;let l=e.endAngle;if(o){qn(t,e,i,s,l,n);for(let e=0;e("string"==typeof e?(i=t.push(e)-1,s.unshift({index:i,label:e})):isNaN(e)&&(i=null),i))(t,e,i,s);return n!==t.lastIndexOf(e)?i:n}function po(t){const e=this.getLabels();return t>=0&&ts=e?s:t,a=t=>n=i?n:t;if(t){const t=F(s),e=F(n);t<0&&e<0?a(0):t>0&&e>0&&o(0)}if(s===n){let e=0===n?1:Math.abs(.05*n);a(n+e),t||o(s-e)}this.min=s,this.max=n}getTickLimit(){const t=this.options.ticks;let e,{maxTicksLimit:i,stepSize:s}=t;return s?(e=Math.ceil(this.max/s)-Math.floor(this.min/s)+1,e>1e3&&(console.warn(`scales.${this.id}.ticks.stepSize: ${s} would result generating up to ${e} ticks. Limiting to 1000.`),e=1e3)):(e=this.computeTickLimit(),i=i||11),i&&(e=Math.min(i,e)),e}computeTickLimit(){return Number.POSITIVE_INFINITY}buildTicks(){const t=this.options,e=t.ticks;let i=this.getTickLimit();i=Math.max(2,i);const n=function(t,e){const i=[],{bounds:n,step:o,min:a,max:r,precision:l,count:h,maxTicks:c,maxDigits:d,includeBounds:u}=t,f=o||1,g=c-1,{min:p,max:m}=e,b=!s(a),x=!s(r),_=!s(h),y=(m-p)/(d+1);let v,M,w,k,S=B((m-p)/g/f)*f;if(S<1e-14&&!b&&!x)return[{value:p},{value:m}];k=Math.ceil(m/S)-Math.floor(p/S),k>g&&(S=B(k*S/g/f)*f),s(l)||(v=Math.pow(10,l),S=Math.ceil(S*v)/v),"ticks"===n?(M=Math.floor(p/S)*S,w=Math.ceil(m/S)*S):(M=p,w=m),b&&x&&o&&H((r-a)/o,S/1e3)?(k=Math.round(Math.min((r-a)/S,c)),S=(r-a)/k,M=a,w=r):_?(M=b?a:M,w=x?r:w,k=h-1,S=(w-M)/k):(k=(w-M)/S,k=V(k,Math.round(k),S/1e3)?Math.round(k):Math.ceil(k));const P=Math.max(U(S),U(M));v=Math.pow(10,s(l)?P:l),M=Math.round(M*v)/v,w=Math.round(w*v)/v;let D=0;for(b&&(u&&M!==a?(i.push({value:a}),Mr)break;i.push({value:t})}return x&&u&&w!==r?i.length&&V(i[i.length-1].value,r,mo(r,y,t))?i[i.length-1].value=r:i.push({value:r}):x&&w!==r||i.push({value:w}),i}({maxTicks:i,bounds:t.bounds,min:t.min,max:t.max,precision:e.precision,step:e.stepSize,count:e.count,maxDigits:this._maxDigits(),horizontal:this.isHorizontal(),minRotation:e.minRotation||0,includeBounds:!1!==e.includeBounds},this._range||this);return"ticks"===t.bounds&&j(n,this,"value"),t.reverse?(n.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),n}configure(){const t=this.ticks;let e=this.min,i=this.max;if(super.configure(),this.options.offset&&t.length){const s=(i-e)/Math.max(t.length-1,1)/2;e-=s,i+=s}this._startValue=e,this._endValue=i,this._valueRange=i-e}getLabelForValue(t){return ne(t,this.chart.options.locale,this.options.ticks.format)}}class xo extends bo{static id="linear";static defaults={ticks:{callback:ae.formatters.numeric}};determineDataLimits(){const{min:t,max:e}=this.getMinMax(!0);this.min=a(t)?t:0,this.max=a(e)?e:1,this.handleTickRangeOptions()}computeTickLimit(){const t=this.isHorizontal(),e=t?this.width:this.height,i=$(this.options.ticks.minRotation),s=(t?Math.sin(i):Math.cos(i))||.001,n=this._resolveTickFontOptions(0);return Math.ceil(e/Math.min(40,n.lineHeight/s))}getPixelForValue(t){return null===t?NaN:this.getPixelForDecimal((t-this._startValue)/this._valueRange)}getValueForPixel(t){return this._startValue+this.getDecimalForPixel(t)*this._valueRange}}const _o=t=>Math.floor(z(t)),yo=(t,e)=>Math.pow(10,_o(t)+e);function vo(t){return 1===t/Math.pow(10,_o(t))}function Mo(t,e,i){const s=Math.pow(10,i),n=Math.floor(t/s);return Math.ceil(e/s)-n}function wo(t,{min:e,max:i}){e=r(t.min,e);const s=[],n=_o(e);let o=function(t,e){let i=_o(e-t);for(;Mo(t,e,i)>10;)i++;for(;Mo(t,e,i)<10;)i--;return Math.min(i,_o(t))}(e,i),a=o<0?Math.pow(10,Math.abs(o)):1;const l=Math.pow(10,o),h=n>o?Math.pow(10,n):0,c=Math.round((e-h)*a)/a,d=Math.floor((e-h)/l/10)*l*10;let u=Math.floor((c-d)/Math.pow(10,o)),f=r(t.min,Math.round((h+d+u*Math.pow(10,o))*a)/a);for(;f=10?u=u<15?15:20:u++,u>=20&&(o++,u=2,a=o>=0?1:a),f=Math.round((h+d+u*Math.pow(10,o))*a)/a;const g=r(t.max,f);return s.push({value:g,major:vo(g),significand:u}),s}class ko extends Js{static id="logarithmic";static defaults={ticks:{callback:ae.formatters.logarithmic,major:{enabled:!0}}};constructor(t){super(t),this.start=void 0,this.end=void 0,this._startValue=void 0,this._valueRange=0}parse(t,e){const i=bo.prototype.parse.apply(this,[t,e]);if(0!==i)return a(i)&&i>0?i:null;this._zero=!0}determineDataLimits(){const{min:t,max:e}=this.getMinMax(!0);this.min=a(t)?Math.max(0,t):null,this.max=a(e)?Math.max(0,e):null,this.options.beginAtZero&&(this._zero=!0),this._zero&&this.min!==this._suggestedMin&&!a(this._userMin)&&(this.min=t===yo(this.min,0)?yo(this.min,-1):yo(this.min,0)),this.handleTickRangeOptions()}handleTickRangeOptions(){const{minDefined:t,maxDefined:e}=this.getUserBounds();let i=this.min,s=this.max;const n=e=>i=t?i:e,o=t=>s=e?s:t;i===s&&(i<=0?(n(1),o(10)):(n(yo(i,-1)),o(yo(s,1)))),i<=0&&n(yo(s,-1)),s<=0&&o(yo(i,1)),this.min=i,this.max=s}buildTicks(){const t=this.options,e=wo({min:this._userMin,max:this._userMax},this);return"ticks"===t.bounds&&j(e,this,"value"),t.reverse?(e.reverse(),this.start=this.max,this.end=this.min):(this.start=this.min,this.end=this.max),e}getLabelForValue(t){return void 0===t?"0":ne(t,this.chart.options.locale,this.options.ticks.format)}configure(){const t=this.min;super.configure(),this._startValue=z(t),this._valueRange=z(this.max)-z(t)}getPixelForValue(t){return void 0!==t&&0!==t||(t=this.min),null===t||isNaN(t)?NaN:this.getPixelForDecimal(t===this.min?0:(z(t)-this._startValue)/this._valueRange)}getValueForPixel(t){const e=this.getDecimalForPixel(t);return Math.pow(10,this._startValue+e*this._valueRange)}}function So(t){const e=t.ticks;if(e.display&&t.display){const t=ki(e.backdropPadding);return l(e.font&&e.font.size,ue.font.size)+t.height}return 0}function Po(t,e,i,s,n){return t===s||t===n?{start:e-i/2,end:e+i/2}:tn?{start:e-i,end:e}:{start:e,end:e+i}}function Do(t){const e={l:t.left+t._padding.left,r:t.right-t._padding.right,t:t.top+t._padding.top,b:t.bottom-t._padding.bottom},i=Object.assign({},e),s=[],o=[],a=t._pointLabels.length,r=t.options.pointLabels,l=r.centerPointLabels?C/a:0;for(let u=0;ue.r&&(r=(s.end-e.r)/o,t.r=Math.max(t.r,e.r+r)),n.starte.b&&(l=(n.end-e.b)/a,t.b=Math.max(t.b,e.b+l))}function Oo(t,e,i){const s=t.drawingArea,{extra:n,additionalAngle:o,padding:a,size:r}=i,l=t.getPointPosition(e,s+n+a,o),h=Math.round(Y(G(l.angle+E))),c=function(t,e,i){90===i||270===i?t-=e/2:(i>270||i<90)&&(t-=e);return t}(l.y,r.h,h),d=function(t){if(0===t||180===t)return"center";if(t<180)return"left";return"right"}(h),u=function(t,e,i){"right"===i?t-=e:"center"===i&&(t-=e/2);return t}(l.x,r.w,d);return{visible:!0,x:l.x,y:c,textAlign:d,left:u,top:c,right:u+r.w,bottom:c+r.h}}function Ao(t,e){if(!e)return!0;const{left:i,top:s,right:n,bottom:o}=t;return!(Re({x:i,y:s},e)||Re({x:i,y:o},e)||Re({x:n,y:s},e)||Re({x:n,y:o},e))}function To(t,e,i){const{left:n,top:o,right:a,bottom:r}=i,{backdropColor:l}=e;if(!s(l)){const i=wi(e.borderRadius),s=ki(e.backdropPadding);t.fillStyle=l;const h=n-s.left,c=o-s.top,d=a-n+s.width,u=r-o+s.height;Object.values(i).some((t=>0!==t))?(t.beginPath(),He(t,{x:h,y:c,w:d,h:u,radius:i}),t.fill()):t.fillRect(h,c,d,u)}}function Lo(t,e,i,s){const{ctx:n}=t;if(i)n.arc(t.xCenter,t.yCenter,e,0,O);else{let i=t.getPointPosition(0,e);n.moveTo(i.x,i.y);for(let o=1;ot,padding:5,centerPointLabels:!1}};static defaultRoutes={"angleLines.color":"borderColor","pointLabels.color":"color","ticks.color":"color"};static descriptors={angleLines:{_fallback:"grid"}};constructor(t){super(t),this.xCenter=void 0,this.yCenter=void 0,this.drawingArea=void 0,this._pointLabels=[],this._pointLabelItems=[]}setDimensions(){const t=this._padding=ki(So(this.options)/2),e=this.width=this.maxWidth-t.width,i=this.height=this.maxHeight-t.height;this.xCenter=Math.floor(this.left+e/2+t.left),this.yCenter=Math.floor(this.top+i/2+t.top),this.drawingArea=Math.floor(Math.min(e,i)/2)}determineDataLimits(){const{min:t,max:e}=this.getMinMax(!1);this.min=a(t)&&!isNaN(t)?t:0,this.max=a(e)&&!isNaN(e)?e:0,this.handleTickRangeOptions()}computeTickLimit(){return Math.ceil(this.drawingArea/So(this.options))}generateTickLabels(t){bo.prototype.generateTickLabels.call(this,t),this._pointLabels=this.getLabels().map(((t,e)=>{const i=d(this.options.pointLabels.callback,[t,e],this);return i||0===i?i:""})).filter(((t,e)=>this.chart.getDataVisibility(e)))}fit(){const t=this.options;t.display&&t.pointLabels.display?Do(this):this.setCenterPoint(0,0,0,0)}setCenterPoint(t,e,i,s){this.xCenter+=Math.floor((t-e)/2),this.yCenter+=Math.floor((i-s)/2),this.drawingArea-=Math.min(this.drawingArea/2,Math.max(t,e,i,s))}getIndexAngle(t){return G(t*(O/(this._pointLabels.length||1))+$(this.options.startAngle||0))}getDistanceFromCenterForValue(t){if(s(t))return NaN;const e=this.drawingArea/(this.max-this.min);return this.options.reverse?(this.max-t)*e:(t-this.min)*e}getValueForDistanceFromCenter(t){if(s(t))return NaN;const e=t/(this.drawingArea/(this.max-this.min));return this.options.reverse?this.max-e:this.min+e}getPointLabelContext(t){const e=this._pointLabels||[];if(t>=0&&t=0;n--){const e=t._pointLabelItems[n];if(!e.visible)continue;const o=s.setContext(t.getPointLabelContext(n));To(i,o,e);const a=Si(o.font),{x:r,y:l,textAlign:h}=e;Ne(i,t._pointLabels[n],r,l+a.lineHeight/2,a,{color:o.color,textAlign:h,textBaseline:"middle"})}}(this,o),s.display&&this.ticks.forEach(((t,e)=>{if(0!==e){r=this.getDistanceFromCenterForValue(t.value);const i=this.getContext(e),a=s.setContext(i),l=n.setContext(i);!function(t,e,i,s,n){const o=t.ctx,a=e.circular,{color:r,lineWidth:l}=e;!a&&!s||!r||!l||i<0||(o.save(),o.strokeStyle=r,o.lineWidth=l,o.setLineDash(n.dash),o.lineDashOffset=n.dashOffset,o.beginPath(),Lo(t,i,a,s),o.closePath(),o.stroke(),o.restore())}(this,a,r,o,l)}})),i.display){for(t.save(),a=o-1;a>=0;a--){const s=i.setContext(this.getPointLabelContext(a)),{color:n,lineWidth:o}=s;o&&n&&(t.lineWidth=o,t.strokeStyle=n,t.setLineDash(s.borderDash),t.lineDashOffset=s.borderDashOffset,r=this.getDistanceFromCenterForValue(e.ticks.reverse?this.min:this.max),l=this.getPointPosition(a,r),t.beginPath(),t.moveTo(this.xCenter,this.yCenter),t.lineTo(l.x,l.y),t.stroke())}t.restore()}}drawBorder(){}drawLabels(){const t=this.ctx,e=this.options,i=e.ticks;if(!i.display)return;const s=this.getIndexAngle(0);let n,o;t.save(),t.translate(this.xCenter,this.yCenter),t.rotate(s),t.textAlign="center",t.textBaseline="middle",this.ticks.forEach(((s,a)=>{if(0===a&&!e.reverse)return;const r=i.setContext(this.getContext(a)),l=Si(r.font);if(n=this.getDistanceFromCenterForValue(this.ticks[a].value),r.showLabelBackdrop){t.font=l.string,o=t.measureText(s.label).width,t.fillStyle=r.backdropColor;const e=ki(r.backdropPadding);t.fillRect(-o/2-e.left,-n-l.size/2-e.top,o+e.width,l.size+e.height)}Ne(t,s.label,0,-n,l,{color:r.color,strokeColor:r.textStrokeColor,strokeWidth:r.textStrokeWidth})})),t.restore()}drawTitle(){}}const Ro={millisecond:{common:!0,size:1,steps:1e3},second:{common:!0,size:1e3,steps:60},minute:{common:!0,size:6e4,steps:60},hour:{common:!0,size:36e5,steps:24},day:{common:!0,size:864e5,steps:30},week:{common:!1,size:6048e5,steps:4},month:{common:!0,size:2628e6,steps:12},quarter:{common:!1,size:7884e6,steps:4},year:{common:!0,size:3154e7}},Io=Object.keys(Ro);function zo(t,e){return t-e}function Fo(t,e){if(s(e))return null;const i=t._adapter,{parser:n,round:o,isoWeekday:r}=t._parseOpts;let l=e;return"function"==typeof n&&(l=n(l)),a(l)||(l="string"==typeof n?i.parse(l,n):i.parse(l)),null===l?null:(o&&(l="week"!==o||!N(r)&&!0!==r?i.startOf(l,o):i.startOf(l,"isoWeek",r)),+l)}function Vo(t,e,i,s){const n=Io.length;for(let o=Io.indexOf(t);o=e?i[s]:i[n]]=!0}}else t[e]=!0}function Wo(t,e,i){const s=[],n={},o=e.length;let a,r;for(a=0;a=0&&(e[l].major=!0);return e}(t,s,n,i):s}class No extends Js{static id="time";static defaults={bounds:"data",adapters:{},time:{parser:!1,unit:!1,round:!1,isoWeekday:!1,minUnit:"millisecond",displayFormats:{}},ticks:{source:"auto",callback:!1,major:{enabled:!1}}};constructor(t){super(t),this._cache={data:[],labels:[],all:[]},this._unit="day",this._majorUnit=void 0,this._offsets={},this._normalized=!1,this._parseOpts=void 0}init(t,e={}){const i=t.time||(t.time={}),s=this._adapter=new Rn._date(t.adapters.date);s.init(e),x(i.displayFormats,s.formats()),this._parseOpts={parser:i.parser,round:i.round,isoWeekday:i.isoWeekday},super.init(t),this._normalized=e.normalized}parse(t,e){return void 0===t?null:Fo(this,t)}beforeLayout(){super.beforeLayout(),this._cache={data:[],labels:[],all:[]}}determineDataLimits(){const t=this.options,e=this._adapter,i=t.time.unit||"day";let{min:s,max:n,minDefined:o,maxDefined:r}=this.getUserBounds();function l(t){o||isNaN(t.min)||(s=Math.min(s,t.min)),r||isNaN(t.max)||(n=Math.max(n,t.max))}o&&r||(l(this._getLabelBounds()),"ticks"===t.bounds&&"labels"===t.ticks.source||l(this.getMinMax(!1))),s=a(s)&&!isNaN(s)?s:+e.startOf(Date.now(),i),n=a(n)&&!isNaN(n)?n:+e.endOf(Date.now(),i)+1,this.min=Math.min(s,n-1),this.max=Math.max(s+1,n)}_getLabelBounds(){const t=this.getLabelTimestamps();let e=Number.POSITIVE_INFINITY,i=Number.NEGATIVE_INFINITY;return t.length&&(e=t[0],i=t[t.length-1]),{min:e,max:i}}buildTicks(){const t=this.options,e=t.time,i=t.ticks,s="labels"===i.source?this.getLabelTimestamps():this._generate();"ticks"===t.bounds&&s.length&&(this.min=this._userMin||s[0],this.max=this._userMax||s[s.length-1]);const n=this.min,o=nt(s,n,this.max);return this._unit=e.unit||(i.autoSkip?Vo(e.minUnit,this.min,this.max,this._getLabelCapacity(n)):function(t,e,i,s,n){for(let o=Io.length-1;o>=Io.indexOf(i);o--){const i=Io[o];if(Ro[i].common&&t._adapter.diff(n,s,i)>=e-1)return i}return Io[i?Io.indexOf(i):0]}(this,o.length,e.minUnit,this.min,this.max)),this._majorUnit=i.major.enabled&&"year"!==this._unit?function(t){for(let e=Io.indexOf(t)+1,i=Io.length;e+t.value)))}initOffsets(t=[]){let e,i,s=0,n=0;this.options.offset&&t.length&&(e=this.getDecimalForValue(t[0]),s=1===t.length?1-e:(this.getDecimalForValue(t[1])-e)/2,i=this.getDecimalForValue(t[t.length-1]),n=1===t.length?i:(i-this.getDecimalForValue(t[t.length-2]))/2);const o=t.length<3?.5:.25;s=J(s,0,o),n=J(n,0,o),this._offsets={start:s,end:n,factor:1/(s+1+n)}}_generate(){const t=this._adapter,e=this.min,i=this.max,s=this.options,n=s.time,o=n.unit||Vo(n.minUnit,e,i,this._getLabelCapacity(e)),a=l(s.ticks.stepSize,1),r="week"===o&&n.isoWeekday,h=N(r)||!0===r,c={};let d,u,f=e;if(h&&(f=+t.startOf(f,"isoWeek",r)),f=+t.startOf(f,h?"day":o),t.diff(i,e,o)>1e5*a)throw new Error(e+" and "+i+" are too far apart with stepSize of "+a+" "+o);const g="data"===s.ticks.source&&this.getDataTimestamps();for(d=f,u=0;d+t))}getLabelForValue(t){const e=this._adapter,i=this.options.time;return i.tooltipFormat?e.format(t,i.tooltipFormat):e.format(t,i.displayFormats.datetime)}format(t,e){const i=this.options.time.displayFormats,s=this._unit,n=e||i[s];return this._adapter.format(t,n)}_tickFormatFunction(t,e,i,s){const n=this.options,o=n.ticks.callback;if(o)return d(o,[t,e,i],this);const a=n.time.displayFormats,r=this._unit,l=this._majorUnit,h=r&&a[r],c=l&&a[l],u=i[e],f=l&&c&&u&&u.major;return this._adapter.format(t,s||(f?c:h))}generateTickLabels(t){let e,i,s;for(e=0,i=t.length;e0?a:1}getDataTimestamps(){let t,e,i=this._cache.data||[];if(i.length)return i;const s=this.getMatchingVisibleMetas();if(this._normalized&&s.length)return this._cache.data=s[0].controller.getAllParsedValues(this);for(t=0,e=s.length;t=t[r].pos&&e<=t[l].pos&&({lo:r,hi:l}=it(t,"pos",e)),({pos:s,time:o}=t[r]),({pos:n,time:a}=t[l])):(e>=t[r].time&&e<=t[l].time&&({lo:r,hi:l}=it(t,"time",e)),({time:s,pos:o}=t[r]),({time:n,pos:a}=t[l]));const h=n-s;return h?o+(a-o)*(e-s)/h:o}var jo=Object.freeze({__proto__:null,CategoryScale:class extends Js{static id="category";static defaults={ticks:{callback:po}};constructor(t){super(t),this._startValue=void 0,this._valueRange=0,this._addedLabels=[]}init(t){const e=this._addedLabels;if(e.length){const t=this.getLabels();for(const{index:i,label:s}of e)t[i]===s&&t.splice(i,1);this._addedLabels=[]}super.init(t)}parse(t,e){if(s(t))return null;const i=this.getLabels();return((t,e)=>null===t?null:J(Math.round(t),0,e))(e=isFinite(e)&&i[e]===t?e:go(i,t,l(e,t),this._addedLabels),i.length-1)}determineDataLimits(){const{minDefined:t,maxDefined:e}=this.getUserBounds();let{min:i,max:s}=this.getMinMax(!0);"ticks"===this.options.bounds&&(t||(i=0),e||(s=this.getLabels().length-1)),this.min=i,this.max=s}buildTicks(){const t=this.min,e=this.max,i=this.options.offset,s=[];let n=this.getLabels();n=0===t&&e===n.length-1?n:n.slice(t,e+1),this._valueRange=Math.max(n.length-(i?0:1),1),this._startValue=this.min-(i?.5:0);for(let i=t;i<=e;i++)s.push({value:i});return s}getLabelForValue(t){return po.call(this,t)}configure(){super.configure(),this.isHorizontal()||(this._reversePixels=!this._reversePixels)}getPixelForValue(t){return"number"!=typeof t&&(t=this.parse(t)),null===t?NaN:this.getPixelForDecimal((t-this._startValue)/this._valueRange)}getPixelForTick(t){const e=this.ticks;return t<0||t>e.length-1?null:this.getPixelForValue(e[t].value)}getValueForPixel(t){return Math.round(this._startValue+this.getDecimalForPixel(t)*this._valueRange)}getBasePixel(){return this.bottom}},LinearScale:xo,LogarithmicScale:ko,RadialLinearScale:Eo,TimeScale:No,TimeSeriesScale:class extends No{static id="timeseries";static defaults=No.defaults;constructor(t){super(t),this._table=[],this._minPos=void 0,this._tableRange=void 0}initOffsets(){const t=this._getTimestampsForTable(),e=this._table=this.buildLookupTable(t);this._minPos=Ho(e,this.min),this._tableRange=Ho(e,this.max)-this._minPos,super.initOffsets(t)}buildLookupTable(t){const{min:e,max:i}=this,s=[],n=[];let o,a,r,l,h;for(o=0,a=t.length;o=e&&l<=i&&s.push(l);if(s.length<2)return[{time:e,pos:0},{time:i,pos:1}];for(o=0,a=s.length;ot-e))}_getTimestampsForTable(){let t=this._cache.all||[];if(t.length)return t;const e=this.getDataTimestamps(),i=this.getLabelTimestamps();return 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t)if(t[e].borderColor||t[e].backgroundColor)return!0;return!1}var Go={id:"colors",defaults:{enabled:!0,forceOverride:!1},beforeLayout(t,e,i){if(!i.enabled)return;const{data:{datasets:s},options:n}=t.config,{elements:o}=n;if(!i.forceOverride&&(Ko(s)||(a=n)&&(a.borderColor||a.backgroundColor)||o&&Ko(o)))return;var a;const r=qo(t);s.forEach(r)}};function Zo(t){if(t._decimated){const e=t._data;delete t._decimated,delete t._data,Object.defineProperty(t,"data",{configurable:!0,enumerable:!0,writable:!0,value:e})}}function Jo(t){t.data.datasets.forEach((t=>{Zo(t)}))}var Qo={id:"decimation",defaults:{algorithm:"min-max",enabled:!1},beforeElementsUpdate:(t,e,i)=>{if(!i.enabled)return void Jo(t);const n=t.width;t.data.datasets.forEach(((e,o)=>{const{_data:a,indexAxis:r}=e,l=t.getDatasetMeta(o),h=a||e.data;if("y"===Pi([r,t.options.indexAxis]))return;if(!l.controller.supportsDecimation)return;const c=t.scales[l.xAxisID];if("linear"!==c.type&&"time"!==c.type)return;if(t.options.parsing)return;let{start:d,count:u}=function(t,e){const i=e.length;let s,n=0;const{iScale:o}=t,{min:a,max:r,minDefined:l,maxDefined:h}=o.getUserBounds();return l&&(n=J(it(e,o.axis,a).lo,0,i-1)),s=h?J(it(e,o.axis,r).hi+1,n,i)-n:i-n,{start:n,count:s}}(l,h);if(u<=(i.threshold||4*n))return void Zo(e);let f;switch(s(a)&&(e._data=h,delete e.data,Object.defineProperty(e,"data",{configurable:!0,enumerable:!0,get:function(){return this._decimated},set:function(t){this._data=t}})),i.algorithm){case"lttb":f=function(t,e,i,s,n){const o=n.samples||s;if(o>=i)return t.slice(e,e+i);const a=[],r=(i-2)/(o-2);let l=0;const h=e+i-1;let c,d,u,f,g,p=e;for(a[l++]=t[p],c=0;cu&&(u=f,d=t[s],g=s);a[l++]=d,p=g}return a[l++]=t[h],a}(h,d,u,n,i);break;case"min-max":f=function(t,e,i,n){let o,a,r,l,h,c,d,u,f,g,p=0,m=0;const b=[],x=e+i-1,_=t[e].x,y=t[x].x-_;for(o=e;og&&(g=l,d=o),p=(m*p+a.x)/++m;else{const i=o-1;if(!s(c)&&!s(d)){const e=Math.min(c,d),s=Math.max(c,d);e!==u&&e!==i&&b.push({...t[e],x:p}),s!==u&&s!==i&&b.push({...t[s],x:p})}o>0&&i!==u&&b.push(t[i]),b.push(a),h=e,m=0,f=g=l,c=d=u=o}}return b}(h,d,u,n);break;default:throw new Error(`Unsupported decimation algorithm '${i.algorithm}'`)}e._decimated=f}))},destroy(t){Jo(t)}};function ta(t,e,i,s){if(s)return;let n=e[t],o=i[t];return"angle"===t&&(n=G(n),o=G(o)),{property:t,start:n,end:o}}function ea(t,e,i){for(;e>t;e--){const t=i[e];if(!isNaN(t.x)&&!isNaN(t.y))break}return e}function ia(t,e,i,s){return t&&e?s(t[i],e[i]):t?t[i]:e?e[i]:0}function sa(t,e){let i=[],s=!1;return n(t)?(s=!0,i=t):i=function(t,e){const{x:i=null,y:s=null}=t||{},n=e.points,o=[];return e.segments.forEach((({start:t,end:e})=>{e=ea(t,e,n);const a=n[t],r=n[e];null!==s?(o.push({x:a.x,y:s}),o.push({x:r.x,y:s})):null!==i&&(o.push({x:i,y:a.y}),o.push({x:i,y:r.y}))})),o}(t,e),i.length?new no({points:i,options:{tension:0},_loop:s,_fullLoop:s}):null}function na(t){return t&&!1!==t.fill}function oa(t,e,i){let s=t[e].fill;const n=[e];let o;if(!i)return s;for(;!1!==s&&-1===n.indexOf(s);){if(!a(s))return s;if(o=t[s],!o)return!1;if(o.visible)return s;n.push(s),s=o.fill}return!1}function aa(t,e,i){const s=function(t){const e=t.options,i=e.fill;let s=l(i&&i.target,i);void 0===s&&(s=!!e.backgroundColor);if(!1===s||null===s)return!1;if(!0===s)return"origin";return s}(t);if(o(s))return!isNaN(s.value)&&s;let n=parseFloat(s);return a(n)&&Math.floor(n)===n?function(t,e,i,s){"-"!==t&&"+"!==t||(i=e+i);if(i===e||i<0||i>=s)return!1;return i}(s[0],e,n,i):["origin","start","end","stack","shape"].indexOf(s)>=0&&s}function ra(t,e,i){const s=[];for(let n=0;n=0;--e){const i=n[e].$filler;i&&(i.line.updateControlPoints(o,i.axis),s&&i.fill&&da(t.ctx,i,o))}},beforeDatasetsDraw(t,e,i){if("beforeDatasetsDraw"!==i.drawTime)return;const s=t.getSortedVisibleDatasetMetas();for(let e=s.length-1;e>=0;--e){const i=s[e].$filler;na(i)&&da(t.ctx,i,t.chartArea)}},beforeDatasetDraw(t,e,i){const s=e.meta.$filler;na(s)&&"beforeDatasetDraw"===i.drawTime&&da(t.ctx,s,t.chartArea)},defaults:{propagate:!0,drawTime:"beforeDatasetDraw"}};const ba=(t,e)=>{let{boxHeight:i=e,boxWidth:s=e}=t;return t.usePointStyle&&(i=Math.min(i,e),s=t.pointStyleWidth||Math.min(s,e)),{boxWidth:s,boxHeight:i,itemHeight:Math.max(e,i)}};class xa extends Hs{constructor(t){super(),this._added=!1,this.legendHitBoxes=[],this._hoveredItem=null,this.doughnutMode=!1,this.chart=t.chart,this.options=t.options,this.ctx=t.ctx,this.legendItems=void 0,this.columnSizes=void 0,this.lineWidths=void 0,this.maxHeight=void 0,this.maxWidth=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.height=void 0,this.width=void 0,this._margins=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(t,e,i){this.maxWidth=t,this.maxHeight=e,this._margins=i,this.setDimensions(),this.buildLabels(),this.fit()}setDimensions(){this.isHorizontal()?(this.width=this.maxWidth,this.left=this._margins.left,this.right=this.width):(this.height=this.maxHeight,this.top=this._margins.top,this.bottom=this.height)}buildLabels(){const t=this.options.labels||{};let e=d(t.generateLabels,[this.chart],this)||[];t.filter&&(e=e.filter((e=>t.filter(e,this.chart.data)))),t.sort&&(e=e.sort(((e,i)=>t.sort(e,i,this.chart.data)))),this.options.reverse&&e.reverse(),this.legendItems=e}fit(){const{options:t,ctx:e}=this;if(!t.display)return void(this.width=this.height=0);const i=t.labels,s=Si(i.font),n=s.size,o=this._computeTitleHeight(),{boxWidth:a,itemHeight:r}=ba(i,n);let l,h;e.font=s.string,this.isHorizontal()?(l=this.maxWidth,h=this._fitRows(o,n,a,r)+10):(h=this.maxHeight,l=this._fitCols(o,s,a,r)+10),this.width=Math.min(l,t.maxWidth||this.maxWidth),this.height=Math.min(h,t.maxHeight||this.maxHeight)}_fitRows(t,e,i,s){const{ctx:n,maxWidth:o,options:{labels:{padding:a}}}=this,r=this.legendHitBoxes=[],l=this.lineWidths=[0],h=s+a;let c=t;n.textAlign="left",n.textBaseline="middle";let d=-1,u=-h;return this.legendItems.forEach(((t,f)=>{const g=i+e/2+n.measureText(t.text).width;(0===f||l[l.length-1]+g+2*a>o)&&(c+=h,l[l.length-(f>0?0:1)]=0,u+=h,d++),r[f]={left:0,top:u,row:d,width:g,height:s},l[l.length-1]+=g+a})),c}_fitCols(t,e,i,s){const{ctx:n,maxHeight:o,options:{labels:{padding:a}}}=this,r=this.legendHitBoxes=[],l=this.columnSizes=[],h=o-t;let c=a,d=0,u=0,f=0,g=0;return this.legendItems.forEach(((t,o)=>{const{itemWidth:p,itemHeight:m}=function(t,e,i,s,n){const o=function(t,e,i,s){let n=t.text;n&&"string"!=typeof n&&(n=n.reduce(((t,e)=>t.length>e.length?t:e)));return e+i.size/2+s.measureText(n).width}(s,t,e,i),a=function(t,e,i){let s=t;"string"!=typeof e.text&&(s=_a(e,i));return s}(n,s,e.lineHeight);return{itemWidth:o,itemHeight:a}}(i,e,n,t,s);o>0&&u+m+2*a>h&&(c+=d+a,l.push({width:d,height:u}),f+=d+a,g++,d=u=0),r[o]={left:f,top:u,col:g,width:p,height:m},d=Math.max(d,p),u+=m+a})),c+=d,l.push({width:d,height:u}),c}adjustHitBoxes(){if(!this.options.display)return;const t=this._computeTitleHeight(),{legendHitBoxes:e,options:{align:i,labels:{padding:s},rtl:n}}=this,o=Oi(n,this.left,this.width);if(this.isHorizontal()){let n=0,a=ft(i,this.left+s,this.right-this.lineWidths[n]);for(const r of e)n!==r.row&&(n=r.row,a=ft(i,this.left+s,this.right-this.lineWidths[n])),r.top+=this.top+t+s,r.left=o.leftForLtr(o.x(a),r.width),a+=r.width+s}else{let n=0,a=ft(i,this.top+t+s,this.bottom-this.columnSizes[n].height);for(const r of e)r.col!==n&&(n=r.col,a=ft(i,this.top+t+s,this.bottom-this.columnSizes[n].height)),r.top=a,r.left+=this.left+s,r.left=o.leftForLtr(o.x(r.left),r.width),a+=r.height+s}}isHorizontal(){return"top"===this.options.position||"bottom"===this.options.position}draw(){if(this.options.display){const t=this.ctx;Ie(t,this),this._draw(),ze(t)}}_draw(){const{options:t,columnSizes:e,lineWidths:i,ctx:s}=this,{align:n,labels:o}=t,a=ue.color,r=Oi(t.rtl,this.left,this.width),h=Si(o.font),{padding:c}=o,d=h.size,u=d/2;let f;this.drawTitle(),s.textAlign=r.textAlign("left"),s.textBaseline="middle",s.lineWidth=.5,s.font=h.string;const{boxWidth:g,boxHeight:p,itemHeight:m}=ba(o,d),b=this.isHorizontal(),x=this._computeTitleHeight();f=b?{x:ft(n,this.left+c,this.right-i[0]),y:this.top+c+x,line:0}:{x:this.left+c,y:ft(n,this.top+x+c,this.bottom-e[0].height),line:0},Ai(this.ctx,t.textDirection);const _=m+c;this.legendItems.forEach(((y,v)=>{s.strokeStyle=y.fontColor,s.fillStyle=y.fontColor;const M=s.measureText(y.text).width,w=r.textAlign(y.textAlign||(y.textAlign=o.textAlign)),k=g+u+M;let S=f.x,P=f.y;r.setWidth(this.width),b?v>0&&S+k+c>this.right&&(P=f.y+=_,f.line++,S=f.x=ft(n,this.left+c,this.right-i[f.line])):v>0&&P+_>this.bottom&&(S=f.x=S+e[f.line].width+c,f.line++,P=f.y=ft(n,this.top+x+c,this.bottom-e[f.line].height));if(function(t,e,i){if(isNaN(g)||g<=0||isNaN(p)||p<0)return;s.save();const n=l(i.lineWidth,1);if(s.fillStyle=l(i.fillStyle,a),s.lineCap=l(i.lineCap,"butt"),s.lineDashOffset=l(i.lineDashOffset,0),s.lineJoin=l(i.lineJoin,"miter"),s.lineWidth=n,s.strokeStyle=l(i.strokeStyle,a),s.setLineDash(l(i.lineDash,[])),o.usePointStyle){const a={radius:p*Math.SQRT2/2,pointStyle:i.pointStyle,rotation:i.rotation,borderWidth:n},l=r.xPlus(t,g/2);Ee(s,a,l,e+u,o.pointStyleWidth&&g)}else{const o=e+Math.max((d-p)/2,0),a=r.leftForLtr(t,g),l=wi(i.borderRadius);s.beginPath(),Object.values(l).some((t=>0!==t))?He(s,{x:a,y:o,w:g,h:p,radius:l}):s.rect(a,o,g,p),s.fill(),0!==n&&s.stroke()}s.restore()}(r.x(S),P,y),S=gt(w,S+g+u,b?S+k:this.right,t.rtl),function(t,e,i){Ne(s,i.text,t,e+m/2,h,{strikethrough:i.hidden,textAlign:r.textAlign(i.textAlign)})}(r.x(S),P,y),b)f.x+=k+c;else if("string"!=typeof y.text){const t=h.lineHeight;f.y+=_a(y,t)+c}else f.y+=_})),Ti(this.ctx,t.textDirection)}drawTitle(){const t=this.options,e=t.title,i=Si(e.font),s=ki(e.padding);if(!e.display)return;const n=Oi(t.rtl,this.left,this.width),o=this.ctx,a=e.position,r=i.size/2,l=s.top+r;let h,c=this.left,d=this.width;if(this.isHorizontal())d=Math.max(...this.lineWidths),h=this.top+l,c=ft(t.align,c,this.right-d);else{const e=this.columnSizes.reduce(((t,e)=>Math.max(t,e.height)),0);h=l+ft(t.align,this.top,this.bottom-e-t.labels.padding-this._computeTitleHeight())}const u=ft(a,c,c+d);o.textAlign=n.textAlign(ut(a)),o.textBaseline="middle",o.strokeStyle=e.color,o.fillStyle=e.color,o.font=i.string,Ne(o,e.text,u,h,i)}_computeTitleHeight(){const t=this.options.title,e=Si(t.font),i=ki(t.padding);return t.display?e.lineHeight+i.height:0}_getLegendItemAt(t,e){let i,s,n;if(tt(t,this.left,this.right)&&tt(e,this.top,this.bottom))for(n=this.legendHitBoxes,i=0;it.chart.options.color,boxWidth:40,padding:10,generateLabels(t){const e=t.data.datasets,{labels:{usePointStyle:i,pointStyle:s,textAlign:n,color:o,useBorderRadius:a,borderRadius:r}}=t.legend.options;return t._getSortedDatasetMetas().map((t=>{const l=t.controller.getStyle(i?0:void 0),h=ki(l.borderWidth);return{text:e[t.index].label,fillStyle:l.backgroundColor,fontColor:o,hidden:!t.visible,lineCap:l.borderCapStyle,lineDash:l.borderDash,lineDashOffset:l.borderDashOffset,lineJoin:l.borderJoinStyle,lineWidth:(h.width+h.height)/4,strokeStyle:l.borderColor,pointStyle:s||l.pointStyle,rotation:l.rotation,textAlign:n||l.textAlign,borderRadius:a&&(r||l.borderRadius),datasetIndex:t.index}}),this)}},title:{color:t=>t.chart.options.color,display:!1,position:"center",text:""}},descriptors:{_scriptable:t=>!t.startsWith("on"),labels:{_scriptable:t=>!["generateLabels","filter","sort"].includes(t)}}};class va extends Hs{constructor(t){super(),this.chart=t.chart,this.options=t.options,this.ctx=t.ctx,this._padding=void 0,this.top=void 0,this.bottom=void 0,this.left=void 0,this.right=void 0,this.width=void 0,this.height=void 0,this.position=void 0,this.weight=void 0,this.fullSize=void 0}update(t,e){const i=this.options;if(this.left=0,this.top=0,!i.display)return void(this.width=this.height=this.right=this.bottom=0);this.width=this.right=t,this.height=this.bottom=e;const s=n(i.text)?i.text.length:1;this._padding=ki(i.padding);const o=s*Si(i.font).lineHeight+this._padding.height;this.isHorizontal()?this.height=o:this.width=o}isHorizontal(){const t=this.options.position;return"top"===t||"bottom"===t}_drawArgs(t){const{top:e,left:i,bottom:s,right:n,options:o}=this,a=o.align;let r,l,h,c=0;return this.isHorizontal()?(l=ft(a,i,n),h=e+t,r=n-i):("left"===o.position?(l=i+t,h=ft(a,s,e),c=-.5*C):(l=n-t,h=ft(a,e,s),c=.5*C),r=s-e),{titleX:l,titleY:h,maxWidth:r,rotation:c}}draw(){const t=this.ctx,e=this.options;if(!e.display)return;const i=Si(e.font),s=i.lineHeight/2+this._padding.top,{titleX:n,titleY:o,maxWidth:a,rotation:r}=this._drawArgs(s);Ne(t,e.text,0,0,i,{color:e.color,maxWidth:a,rotation:r,textAlign:ut(e.align),textBaseline:"middle",translation:[n,o]})}}var Ma={id:"title",_element:va,start(t,e,i){!function(t,e){const i=new va({ctx:t.ctx,options:e,chart:t});as.configure(t,i,e),as.addBox(t,i),t.titleBlock=i}(t,i)},stop(t){const e=t.titleBlock;as.removeBox(t,e),delete t.titleBlock},beforeUpdate(t,e,i){const s=t.titleBlock;as.configure(t,s,i),s.options=i},defaults:{align:"center",display:!1,font:{weight:"bold"},fullSize:!0,padding:10,position:"top",text:"",weight:2e3},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const wa=new WeakMap;var ka={id:"subtitle",start(t,e,i){const s=new va({ctx:t.ctx,options:i,chart:t});as.configure(t,s,i),as.addBox(t,s),wa.set(t,s)},stop(t){as.removeBox(t,wa.get(t)),wa.delete(t)},beforeUpdate(t,e,i){const s=wa.get(t);as.configure(t,s,i),s.options=i},defaults:{align:"center",display:!1,font:{weight:"normal"},fullSize:!0,padding:0,position:"top",text:"",weight:1500},defaultRoutes:{color:"color"},descriptors:{_scriptable:!0,_indexable:!1}};const Sa={average(t){if(!t.length)return!1;let e,i,s=0,n=0,o=0;for(e=0,i=t.length;e-1?t.split("\n"):t}function Ca(t,e){const{element:i,datasetIndex:s,index:n}=e,o=t.getDatasetMeta(s).controller,{label:a,value:r}=o.getLabelAndValue(n);return{chart:t,label:a,parsed:o.getParsed(n),raw:t.data.datasets[s].data[n],formattedValue:r,dataset:o.getDataset(),dataIndex:n,datasetIndex:s,element:i}}function Oa(t,e){const i=t.chart.ctx,{body:s,footer:n,title:o}=t,{boxWidth:a,boxHeight:r}=e,l=Si(e.bodyFont),h=Si(e.titleFont),c=Si(e.footerFont),d=o.length,f=n.length,g=s.length,p=ki(e.padding);let m=p.height,b=0,x=s.reduce(((t,e)=>t+e.before.length+e.lines.length+e.after.length),0);if(x+=t.beforeBody.length+t.afterBody.length,d&&(m+=d*h.lineHeight+(d-1)*e.titleSpacing+e.titleMarginBottom),x){m+=g*(e.displayColors?Math.max(r,l.lineHeight):l.lineHeight)+(x-g)*l.lineHeight+(x-1)*e.bodySpacing}f&&(m+=e.footerMarginTop+f*c.lineHeight+(f-1)*e.footerSpacing);let _=0;const y=function(t){b=Math.max(b,i.measureText(t).width+_)};return 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b,x,_,y,v,M,w;for(e.textAlign=o,e.textBaseline="middle",e.font=c.string,t.x=Ea(this,m,i),e.fillStyle=i.bodyColor,u(this.beforeBody,p),f=a&&"right"!==m?"center"===o?l/2+h:l+2+h:0,y=0,M=s.length;y0&&e.stroke()}_updateAnimationTarget(t){const e=this.chart,i=this.$animations,s=i&&i.x,n=i&&i.y;if(s||n){const i=Sa[t.position].call(this,this._active,this._eventPosition);if(!i)return;const o=this._size=Oa(this,t),a=Object.assign({},i,this._size),r=Ta(e,t,a),l=La(t,a,r,e);s._to===l.x&&n._to===l.y||(this.xAlign=r.xAlign,this.yAlign=r.yAlign,this.width=o.width,this.height=o.height,this.caretX=i.x,this.caretY=i.y,this._resolveAnimations().update(this,l))}}_willRender(){return!!this.opacity}draw(t){const e=this.options.setContext(this.getContext());let i=this.opacity;if(!i)return;this._updateAnimationTarget(e);const s={width:this.width,height:this.height},n={x:this.x,y:this.y};i=Math.abs(i)<.001?0:i;const o=ki(e.padding),a=this.title.length||this.beforeBody.length||this.body.length||this.afterBody.length||this.footer.length;e.enabled&&a&&(t.save(),t.globalAlpha=i,this.drawBackground(n,t,s,e),Ai(t,e.textDirection),n.y+=o.top,this.drawTitle(n,t,e),this.drawBody(n,t,e),this.drawFooter(n,t,e),Ti(t,e.textDirection),t.restore())}getActiveElements(){return this._active||[]}setActiveElements(t,e){const i=this._active,s=t.map((({datasetIndex:t,index:e})=>{const i=this.chart.getDatasetMeta(t);if(!i)throw new Error("Cannot find a dataset at index "+t);return{datasetIndex:t,element:i.data[e],index:e}})),n=!f(i,s),o=this._positionChanged(s,e);(n||o)&&(this._active=s,this._eventPosition=e,this._ignoreReplayEvents=!0,this.update(!0))}handleEvent(t,e,i=!0){if(e&&this._ignoreReplayEvents)return!1;this._ignoreReplayEvents=!1;const s=this.options,n=this._active||[],o=this._getActiveElements(t,n,e,i),a=this._positionChanged(o,t),r=e||!f(o,n)||a;return r&&(this._active=o,(s.enabled||s.external)&&(this._eventPosition={x:t.x,y:t.y},this.update(!0,e))),r}_getActiveElements(t,e,i,s){const n=this.options;if("mouseout"===t.type)return[];if(!s)return e.filter((t=>this.chart.data.datasets[t.datasetIndex]&&void 0!==this.chart.getDatasetMeta(t.datasetIndex).controller.getParsed(t.index)));const o=this.chart.getElementsAtEventForMode(t,n.mode,n,i);return n.reverse&&o.reverse(),o}_positionChanged(t,e){const{caretX:i,caretY:s,options:n}=this,o=Sa[n.position].call(this,t,e);return!1!==o&&(i!==o.x||s!==o.y)}}var Ba={id:"tooltip",_element:Va,positioners:Sa,afterInit(t,e,i){i&&(t.tooltip=new Va({chart:t,options:i}))},beforeUpdate(t,e,i){t.tooltip&&t.tooltip.initialize(i)},reset(t,e,i){t.tooltip&&t.tooltip.initialize(i)},afterDraw(t){const e=t.tooltip;if(e&&e._willRender()){const i={tooltip:e};if(!1===t.notifyPlugins("beforeTooltipDraw",{...i,cancelable:!0}))return;e.draw(t.ctx),t.notifyPlugins("afterTooltipDraw",i)}},afterEvent(t,e){if(t.tooltip){const i=e.replay;t.tooltip.handleEvent(e.event,i,e.inChartArea)&&(e.changed=!0)}},defaults:{enabled:!0,external:null,position:"average",backgroundColor:"rgba(0,0,0,0.8)",titleColor:"#fff",titleFont:{weight:"bold"},titleSpacing:2,titleMarginBottom:6,titleAlign:"left",bodyColor:"#fff",bodySpacing:2,bodyFont:{},bodyAlign:"left",footerColor:"#fff",footerSpacing:2,footerMarginTop:6,footerFont:{weight:"bold"},footerAlign:"left",padding:6,caretPadding:2,caretSize:5,cornerRadius:6,boxHeight:(t,e)=>e.bodyFont.size,boxWidth:(t,e)=>e.bodyFont.size,multiKeyBackground:"#fff",displayColors:!0,boxPadding:0,borderColor:"rgba(0,0,0,0)",borderWidth:0,animation:{duration:400,easing:"easeOutQuart"},animations:{numbers:{type:"number",properties:["x","y","width","height","caretX","caretY"]},opacity:{easing:"linear",duration:200}},callbacks:za},defaultRoutes:{bodyFont:"font",footerFont:"font",titleFont:"font"},descriptors:{_scriptable:t=>"filter"!==t&&"itemSort"!==t&&"external"!==t,_indexable:!1,callbacks:{_scriptable:!1,_indexable:!1},animation:{_fallback:!1},animations:{_fallback:"animation"}},additionalOptionScopes:["interaction"]};return An.register(Yn,jo,fo,t),An.helpers={...Wi},An._adapters=Rn,An.Animation=Cs,An.Animations=Os,An.animator=xt,An.controllers=en.controllers.items,An.DatasetController=Ns,An.Element=Hs,An.elements=fo,An.Interaction=Xi,An.layouts=as,An.platforms=Ss,An.Scale=Js,An.Ticks=ae,Object.assign(An,Yn,jo,fo,t,Ss),An.Chart=An,"undefined"!=typeof window&&(window.Chart=An),An})); +//# sourceMappingURL=chart.umd.js.map + +/** + * @title WET-BOEW Charts plugin + * @overview Charts plugin based on Charts.js version 4.4.1 + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * @author garneauma + */ +( function( $, window, wb ) { +"use strict"; +/* + * Variable and function definitions. + * These are global to the plugin - meaning that they will be initialized once per page, + * not once per instance of plugin on the page. So, this is a good place to define + * variables that are common to all instances of the plugin on a page. + */ +var componentName = "chart", + selector = "[data-chart]", + initEvent = "wb-init" + selector, + $document = wb.doc, + + /** + * @method init + * @param {jQuery Event} event Event that triggered the function call + */ + init = function( event ) { + // Start initialization + // returns DOM object = proceed with init + // returns undefined = do not proceed with init (e.g., already initialized) + var elm = wb.init( event, componentName, selector ); + + if ( elm ) { + var chart, + tableObserver, + elmChartType, supportedChartTypes, defaults, + chartType, chartOpts, chartData, + chartCntnr, canvasElm, tableContainer, + i18n, i18nText, + detailsOpen = ""; + + // Define default options + defaults = { + events: [ "mousemove", "mouseout", "touchmove" ] + } + + // Store options defined in element + elmChartType = elm.dataset.chart + + // Define supported chart types + supportedChartTypes = [ "bar", "line", "doughnut", "pie", "polarArea", "radar" ] + + // Check if the chart type defined is supported + if ( !supportedChartTypes.includes( elmChartType ) ) { + console.error( componentName + ": The chart type \"" + elmChartType + "\" is not supported." ); + return false; + } + + // Only initialize the i18nText once + if ( !i18nText ) { + i18n = wb.i18n; + i18nText = { + tableMention: i18n( "hyphen" ) + i18n( "tbl-txt" ), + tableFollowing: wb.lang == "en" ? " - Chart. Details of the data displayed in this chart can be found in the following table." : " - Graphique. Les détails des données affichées dans ce graphique peuvent être trouvés dans le tableau suivant." + }; + } + + // Check if
        element should be open or closed + if ( elm.dataset.chartDetailsOpen ) { + detailsOpen = "open"; + } + + // Creating UI template + chartCntnr = document.createElement( "figure" ); + chartCntnr.innerHTML = `
        ` + elm.caption.innerHTML + `
        +
        +
        + ` + elm.caption.innerHTML + i18nText.tableMention + ` +
        +
        `; + elm.parentNode.insertBefore( chartCntnr, elm ); + canvasElm = chartCntnr.querySelector( "canvas" ); + tableContainer = chartCntnr.querySelector( ".table-responsive" ); + tableContainer.appendChild( elm ); + + // Set Chart options + chartType = elm.dataset.chart; + chartOpts = elm.dataset.chartOptions ? { ...defaults, ...JSON.parse( elm.dataset.chartOptions ) } : defaults; + chartData = elm.dataset.chartData ? JSON.parse( elm.dataset.chartData ) : generateData( elm ); + + // Create the Chart + chart = new Chart( canvasElm, { + type: chartType, + data: chartData, + options: chartOpts + } ); + + // Create MutationObserver to update graph whenever the table is updated + tableObserver = new MutationObserver( function() { + chart.data = elm.dataset.chartData ? JSON.parse( elm.dataset.chartData ) : generateData( elm ); + chart.options = elm.dataset.chartOptions ? { ...defaults, ...JSON.parse( elm.dataset.chartOptions ) } : defaults; + chart.update(); + } ); + + tableObserver.observe( elm, { attributes: true, subtree: true, childList: true } ); + + // Identify that initialization has completed + wb.ready( $( elm ), componentName ); + } + }, + + generateData = function( element ) { + let labels = [], + datasets = [], + dataObj = {}, + columnIdx, + hasRowHeading = false, + tableHead = element.tHead.rows[ 0 ].cells, + tableRows = element.tBodies[ 0 ].rows; + + // If the

    has a TH element as the first element, populate labels + if ( tableRows[ 0 ].cells[ 0 ].nodeName == "TH" ) { + for ( let i = 0; i < tableRows.length; i++ ) { + let tableRowHeading = tableRows[ i ].cells[ 0 ]; + + if ( tableRowHeading.dataset.chartValue ) { + labels.push( tableRowHeading.dataset.chartValue ); + } else { + labels.push( tableRowHeading.textContent ); + } + } + + dataObj.labels = labels; + hasRowHeading = true; + } + + // Populate datasets + hasRowHeading ? columnIdx = 1 : columnIdx = 0; + for ( columnIdx; columnIdx < tableHead.length; columnIdx++ ) { + if ( !tableHead[ columnIdx ].dataset.chartSetIgnore == true ) { + let datasetObj = { label: "", data: [] }, + datasetOpts = tableHead[ columnIdx ].dataset.chartSetOptions; + + datasetObj.label = tableHead[ columnIdx ].textContent; + + for ( let i = 0; i < tableRows.length; i++ ) { + let datasetDataElm = tableRows[ i ].cells[ columnIdx ]; + + if ( datasetDataElm.dataset.chartValue ) { + datasetObj.data.push( datasetDataElm.dataset.chartValue ); + } else { + let cellValue = datasetDataElm.textContent + + cellValue = parseFloat( cellValue.replace( /[^0-9]*([\d]+(?:[ ,.]?\d+)*)?(?:[.,](\d{1,2}))?[^0-9]*/, function( a, b, c ) { + return b.replace( / |,/g, "" ) + "." + c || "0"; + } ), 10 ); + + datasetObj.data.push( cellValue ); + } + } + + // Add dataset options to dataset object + if ( datasetOpts ) { + datasetOpts = JSON.parse( datasetOpts ); + datasetObj = { ...datasetObj, ...datasetOpts }; + } + + datasets.push( datasetObj ); + } + } + dataObj.datasets = datasets; + + return dataObj; + }; + +// Bind the init event of the plugin +$document.on( "timerpoke.wb " + initEvent, selector, init ); +// Add the timer poke to initialize the plugin +wb.add( selector ); +} )( jQuery, window, wb ); + +/** + * @title WET-BOEW Steps Quiz plugin + * @overview Quiz pattern for use with the Steps Form plugin. + * @license wet-boew.github.io/wet-boew/License-en.html / wet-boew.github.io/wet-boew/Licence-fr.html + * @author ricokola + */ +( function( $, document ) { +"use strict"; + +// Fetch page language and set variables accordingly +let relpreposition = " of ", +progressLabel = "Questionnaire progress:"; + +// Define French progress label +if ( wb.lang === "fr" ) { + relpreposition = " de "; + progressLabel = "Progression du questionnaire : "; + +} + + +//Detect the enhancement of the quiz +var quizSelector = ".provisional.wb-steps.quiz", + instances = document.querySelectorAll( quizSelector ); + +//How many quiz instances in the page +instances.forEach ( ( instance ) => { + let $instance = $( instance ); + + // Calculate number of questions + let numQuestion = $( "fieldset", $instance ).length; + + // Addition to UI (Ex: progress bar) + ( "form", $instance ).prepend( "" ); + +}); + +var hideOtherSteps = function( e ) { + // Get wb-steps component + let steps, + currentElement = e.currentTarget; + + if ( currentElement.classList.contains( "quiz" ) && currentElement.classList.contains( "wb-steps" ) ) { + steps = currentElement; + + } else { + steps = $( currentElement ).parentsUntil( quizSelector ).parent().get( 0 ); + } + + + // Check if the instance is not found + if ( !steps || steps instanceof HTMLDocument ) { + return; + } + + // Find the steps form context and validate it is a quiz + let currentTabId = $( "legend.wb-steps-active:first-child", steps ).parents().prevAll( ".steps-wrapper" ).length + 1; + + // Get progress bar + let $progressBar = $( ".progressBar", steps ); + + // Get number of questions + let numQuestion = $progressBar.attr( "max" ); + + // Set the progress label + $( "p.progressText", steps ).text( currentTabId + relpreposition + numQuestion ); + + // Update progress bar + $progressBar.val( currentTabId ); + + // Hide other steps that are not active + $( ".steps-wrapper", steps ).removeClass( "hidden" ); + $( ".steps-wrapper:has( div.hidden )", steps ).addClass( "hidden" ); + +}; + +$( document ).on( "click", quizSelector + " .steps-wrapper div.buttons > :button", hideOtherSteps ); + +//Init +$( quizSelector ).on( "wb-ready.wb-steps", hideOtherSteps ); + +} )( jQuery, document ); diff --git "a/m\303\251li-m\303\251lo/compilation-gel\303\251/index-en.md" "b/m\303\251li-m\303\251lo/compilation-gel\303\251/index-en.md" index 3af0d464fb..1a30286e5b 100644 --- "a/m\303\251li-m\303\251lo/compilation-gel\303\251/index-en.md" +++ "b/m\303\251li-m\303\251lo/compilation-gel\303\251/index-en.md" @@ -1,8 +1,8 @@ --- title: "Frozen compilations" lang: en -altLangPage: "méli-mélo-fr.html" -dateModified: "2024-05-29" +altLangPage: "index-fr.html" +dateModified: "2024-11-07" --- This directory contains the list of méli-mélo compilations which are said to be frozen. This means that no modification or addition of functionality will be authorized unless it provides a major fix related to accessibility or security. Any such fix must be documented and strictly limited to accessibility or security. @@ -31,6 +31,17 @@ The next step would be to relaunch the experimental feature in a new méli-mélo - 2023-09-distance-calculator [as of GCWeb v14.5.0](https://github.com/wet-boew/GCWeb/tree/v14.5.0/m%C3%A9li-m%C3%A9lo/2023-09-distance-calculator) - 2023-09-collection-sort [as of GCWeb v14.5.0](https://github.com/wet-boew/GCWeb/tree/v14.5.0/m%C3%A9li-m%C3%A9lo/2023-09-collection-sort) +* 2024-09-kejimkujik + - 2021-05-conjunction [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2021-05-conjunction) + - 2023-09-menu [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-menu) + - 2023-10-clipboard [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-10-clipboard) + - 2023-09-distance-calculator[as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-distance-calculator) + - 2023-09-collection-sort [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-collection-sort) + - 2021-05-steps [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/steps) + - 2024-04-stepsquiz [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2024-04-stepsquiz) + - 2024-02-charts [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2024-02-charts) + - deprecated [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/deprecated) + ## Template for the frozen compilations list * DATE (YYYY-MM-DD) - [méli-mélo compilation name] diff --git "a/m\303\251li-m\303\251lo/compilation-gel\303\251/index-fr.md" "b/m\303\251li-m\303\251lo/compilation-gel\303\251/index-fr.md" index 5abc56176c..4f25a937e2 100644 --- "a/m\303\251li-m\303\251lo/compilation-gel\303\251/index-fr.md" +++ "b/m\303\251li-m\303\251lo/compilation-gel\303\251/index-fr.md" @@ -1,8 +1,8 @@ --- title: "Compilations gelées" lang: fr -altLangPage: "méli-mélo-en.html" -dateModified: "2024-05-29" +altLangPage: "index-en.html" +dateModified: "2024-11-07" --- Ce répertoire contient la liste des compilations méli-mélo qui sont dites gelées. Ceci veux dire qu'aucune modification ou ajout de fonctionnalité ne sera autorisé à moins qu'il apporte un correctif majeur relié à l'accessibilité ou à la sécurité. Un tel correctif doit être documenté et strictement limité à l'accessibilité ou à la sécurité. @@ -30,6 +30,16 @@ L'étape suivante serait de relancer la fonctionnalité expérimentale dans une - 2023-09-menu [à partir de GCWeb v14.5.0](https://github.com/wet-boew/GCWeb/tree/v14.5.0/m%C3%A9li-m%C3%A9lo/2023-09-menu) - 2023-09-distance-calculator [à partir de GCWeb v14.5.0](https://github.com/wet-boew/GCWeb/tree/v14.5.0/m%C3%A9li-m%C3%A9lo/2023-09-distance-calculator) - 2023-09-collection-sort [à partir de GCWeb v14.5.0](https://github.com/wet-boew/GCWeb/tree/v14.5.0/m%C3%A9li-m%C3%A9lo/2023-09-collection-sort) +* 2024-09-kejimkujik + - 2021-05-conjunction [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2021-05-conjunction) + - 2023-09-menu [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-menu) + - 2023-10-clipboard [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-10-clipboard) + - 2023-09-distance-calculator[as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-distance-calculator) + - 2023-09-collection-sort [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2023-09-collection-sort) + - 2021-05-steps [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/steps) + - 2024-04-stepsquiz [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2024-04-stepsquiz) + - 2024-02-charts [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/2024-02-charts) + - deprecated [as of GCWeb v15.7.0](https://github.com/wet-boew/GCWeb/tree/v15.7.0/m%C3%A9li-m%C3%A9lo/deprecated) ## Gabarit pour la liste de compilations gelées diff --git a/package-lock.json b/package-lock.json index 19e644cd38..f9f698827b 100644 --- a/package-lock.json +++ b/package-lock.json @@ -1,16 +1,16 @@ { "name": "GCWeb", - "version": "15.7.0", + "version": "15.8.0", "lockfileVersion": 3, "requires": true, "packages": { "": { "name": "GCWeb", - "version": "15.6.3", + "version": "15.8.0", "license": "MIT", "dependencies": { "bootstrap-sass": "3.4.1", - "wet-boew": "github:wet-boew/wet-boew#v4.0.81.6" + "wet-boew": "github:wet-boew/wet-boew#v4.0.82" }, "devDependencies": { "@lodder/grunt-postcss": "^3.0.1", @@ -16221,8 +16221,8 @@ } }, "node_modules/wet-boew": { - "version": "4.0.81.6", - "resolved": "git+ssh://git@github.com/wet-boew/wet-boew.git#6145945db8caeb846f229153262fc52b06316477", + "version": "4.0.82", + "resolved": "git+ssh://git@github.com/wet-boew/wet-boew.git#344add5c51a70a1519ca44ad53bb41cae1b832bb", "license": "MIT", "dependencies": { "bootstrap-sass": "3.4.1", diff --git a/package.json b/package.json index 623d888a82..2c026e0ff0 100644 --- a/package.json +++ b/package.json @@ -1,6 +1,6 @@ { "name": "GCWeb", - "version": "15.7.0", + "version": "15.8.0", "description": "Web Experience Toolkit (WET): Canada.ca Theme Reorg", "main": "index.html", "scripts": { @@ -13,7 +13,7 @@ "license": "MIT", "dependencies": { "bootstrap-sass": "3.4.1", - "wet-boew": "github:wet-boew/wet-boew#v4.0.81.6" + "wet-boew": "github:wet-boew/wet-boew#v4.0.82" }, "browserslist": [ "last 2 versions", From 634ef26af935b29fc1a76b51febc85e97485816e Mon Sep 17 00:00:00 2001 From: Christopher-O Date: Wed, 27 Nov 2024 09:19:37 -0700 Subject: [PATCH 6/6] Patch - Update _base.scss (#2444) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * Update _base.scss Clear and simple explanation of the change/update: Updated input elements to be invisible simply by using opacity: 0 and z-index:2 in order for inputs to be selected by Dragon Naturally Speaking adaptive technology voice reader Added fallback to show focus of checkboxes and radio buttons and selection of radio buttons in Windows high contrast mode. The impact on the sponsored department (CRA) for that change/update: Improved accessibility for users of the adaptive technology or visual mode The impact on the public for that change/update: No change for current use cases, but allows easier selection of radio button and checkboxes using Dragon Naturally Speaking, and provides proper focus in high contrast mode when using keyboard and selecting radio buttons * removed test provisional class extension * adding margin so input is nested inside design * Adding documentation and fixing hidden checkbox hover --------- Co-authored-by: Marc-André Garneau --- components/gc-chckbxrdio/_base.scss | 49 ++++++++++++++++--- .../gc-chckbxrdio/gc-chckbxrdio-doc-en.html | 13 +++-- .../gc-chckbxrdio/gc-chckbxrdio-doc-fr.html | 13 +++-- 3 files changed, 61 insertions(+), 14 deletions(-) diff --git a/components/gc-chckbxrdio/_base.scss b/components/gc-chckbxrdio/_base.scss index cdabbe5573..8a809790d7 100644 --- a/components/gc-chckbxrdio/_base.scss +++ b/components/gc-chckbxrdio/_base.scss @@ -38,14 +38,9 @@ fieldset.gc-chckbxrdio { input[type="radio"], input[type="checkbox"] { - border: 0; - clip: rect(0 0 0 0); - height: 1px; - margin: -1px; - overflow: hidden; - padding: 0; - position: absolute; - width: 1px; + margin-left: 10px; + opacity: 0; + z-index: 2; &[disabled] + label { cursor: not-allowed; @@ -77,6 +72,14 @@ fieldset.gc-chckbxrdio { } } + &:hover { + cursor: pointer; + + + label::before { + @include chckbxrdio-hover; + } + } + &:focus + label::before { @include chckbxrdio-focus; } @@ -150,3 +153,33 @@ fieldset.gc-chckbxrdio { } } } +@media (prefers-contrast: more) { + .gc-chckbxrdio { + input[type=checkbox] { + &:focus+label { + &::before { + border: 5px double #000; + } + } + } + input[type=radio] { + &:focus+label { + &::before { + border: 5px double #000; + } + } + } + input[type="radio"] { + &:checked { + + { + label { + &::before { + outline: 10px solid #444; + outline-offset: -20px; + } + } + } + } + } + } +} diff --git a/components/gc-chckbxrdio/gc-chckbxrdio-doc-en.html b/components/gc-chckbxrdio/gc-chckbxrdio-doc-en.html index 2ab87eb2fb..cf661af8d2 100644 --- a/components/gc-chckbxrdio/gc-chckbxrdio-doc-en.html +++ b/components/gc-chckbxrdio/gc-chckbxrdio-doc-en.html @@ -64,7 +64,7 @@

    How to implement

    Evaluation and report

    There is no evaluation and report available for this component.

    -

    API (Version 1.0)

    +

    API (Version 1.0.1)

    @@ -75,7 +75,7 @@

    API (Version 1.0)

     - +
    CSS Class
    Version 1.0 Version 1.0Version 1.0Version 1.0.1 n.a.
    @@ -120,7 +120,7 @@

    Variant: Tickbox (.checkbox.gc-chckbxrdio)

    <label for="template">Template</label> </div> -

    Visual rendering (v1.0)

    +

    Visual rendering (v1.0.1)

    Default

    Check box and radio
    @@ -161,6 +161,13 @@

    Tickbox

    Version notes
    +
    Version 1.0.1
    +
    +
      +
    • Fixed radio buttons UI for users leveraging the high-contrast feature. Note: High-contrast functionality is not considered as essential component behavior (not included in the API).
      • +
    • Fixed display of hidden inputs so that they are accessible through Dragon Naturally Speak.
      • +
    +
    Version 1.0
      diff --git a/components/gc-chckbxrdio/gc-chckbxrdio-doc-fr.html b/components/gc-chckbxrdio/gc-chckbxrdio-doc-fr.html index f82d9e3a59..ed5c46bdf4 100644 --- a/components/gc-chckbxrdio/gc-chckbxrdio-doc-fr.html +++ b/components/gc-chckbxrdio/gc-chckbxrdio-doc-fr.html @@ -64,7 +64,7 @@

      Exemples pratiques

      Évaluation et rapport

      Il n'y a pas d'évaluation et de rapport disponible pour ce composant.

      -

      API (Version 1.0)

      +

      API (Version 1.0.1)

      @@ -75,7 +75,7 @@

      API (Version 1.0)

      - +
      Classe CSS
      Version 1.0 Version 1.0Version 1.0Version 1.0.1 s.o.
      @@ -117,7 +117,7 @@

      Variation : Tickbox (.checkbox.gc-chckbxrdio)

      <label for="gabarit">Gabarit</label> </div> -

      Rendu visuel (v1.0)

      +

      Rendu visuel (v1.0.1)

      Base

      Cases à cocher et boutons radio
      @@ -158,6 +158,13 @@

      Tickbox

      Notes sur les versions
      +
      Version 1.0.1
      +
      +
        +
      • Support de la fonctionnalité de contraste élevé pour les boutons radios. Note: la fonctionnalité de contraste élevé n'est pas considérée comme comportement essentiel de la composante (n'est pas inclut dans l'API).
        • +
      • Les boutons radios et cases à cocher invisibles sont maintenant accessibles via Dragon Naturally Speak.
        • +
      +
      Version 1.0