Sandbox2: Unterschied zwischen den Versionen

Version vom 22. April 2024, 14:35 Uhr

ASK

Eine Auswahl von standardmäßig integrierten Inhaltselementen - so holen Sie sich das Wiki Leben ein! Wechseln Sie in den Bearbeitungsmodus, um die Seite selbst zu bearbeiten.

PDF-Handler

Bildvorschau

Tabellen

Tabellen haben praktische Filter- und Sortiermöglichkeiten. Zum Filtern und Sortieren können Benutzer im Ansichtsmodus auf die jeweilige Kopfzeile einer Spalte klicken. Diese Funktion steht im Bearbeitungsmodus nicht zur Verfügung. Beispiel einer filterbaren Tabelle:

Funktion	Wert
Filtrierbare Tabelle	funktioniert
Kategoriencheck	nicht vorhanden
Sortierbare Tabelle	funktioniert

Diagramme / Infografiken

Ablaufdiagramme, Organigramme, Prozesslandkarten, BPMN-Diagramme und mehr. Hier als Beispiel eine Infografik, erstellt mit dem eingebundenen drawio-Tool:

Videos

Video geht natürlich auch. Egal, ob es direkt im Wiki gespeichert ist oder ob es auf einem gängigen Video-Service läuft. Hier ein Video, das ins Demowiki hochgeladen wurde:

Seitenlisten

Mit der integrierten Erweiterung Smartlist lassen sich ganz leicht Seitenlisten erstellen.

trim: Keine gültige Ganzzahl

Eingabefeld

Inputboxen sind praktische Werkzeuge, um neue Seiten in bestimmte Namensräume (Wikibereiche) zu lenken. Eine Seite, die Sie hier anlegen, wird im Namensraum IMS gespeichert:

Codebeispiele dokumentieren

Code läßt sich übersichtlich über die enthaltene Erweiterung SyntaxHighlight darstellen:

<?php
echo "Hallo Welt";
?>

RSS-Feed

Hier ein Feed von Bluespice.com. Mit oder ohne Beschreibung formatierbar.

Top 5 Cloud-Based Wiki Solutions 2025: Your company knowledge needs to be stored, collaboratively edited and hosted without the hassle of server maintenance? Here are the top 5 cloud-based wiki software solutions for your company.
Der Be…; BlueSpice 2025-05-03 09:41:44
Product DevOps Engineer (m/f/d) full time | remote or on-site: Building pipelines is your specialty? Do you have an eye for scalability and performance?
Der Beitrag <a href="https://bluespice.com/product-devops-full-time/">Product DevOps Engineer (m/f/d) <br…; BlueSpice 2025-04-28 12:58:08
Career fair “Karriere-Kontakte”at the University of Regensburg: Meet our BlueSpice and Hallo Welt! team on May 20 at the University of Regensburg’s career fair at booth S10 in the "Sammelgebäude".
Der Beitrag <a href="https://bluespice.com/career-fair-karrier…; BlueSpice 2025-04-28 10:35:24
Jobwalk Regensburg 2025: The big open-air job fair is coming to Neupfarrplatz in Regensburg on May 10, 2025 and we'll be there!
Der Beitrag <a href="https://bluespice.com/jobwalk-regensburg-2025/">Jobwalk Regensburg 2025</a…; BlueSpice 2025-04-28 10:11:40

Emoticons

Weil sie immer noch Spaß machen. Smileys sind mit an Bord.

Hallo :-)

CountThings

SmokeTest
Wörter	1

Kategorienbaum

Der Kategorienbaum zeigt die Kategorienhierarchie - mal mit, mal ohne die zugehörigen Seiten. Ganz wie Sie wollen...

Kategorie Produkt wurde nicht gefunden

Tag Wolke

Welche Kategorie wächst am schnellsten? Mit einer TagCloud sehe ich es auf den ersten Blick.

[/wiki/Category:WCAG WCAG] (9)

* [/wiki/Category:Organization Organisation] (11) * [/wiki/Category:Personalization Personalisierung] (8) * [/w/index.php?title=Category:MediaWiki&action=edit&redlink=1 MediaWiki] (6) * [/wiki/Category:Editing Bearbeitung von] (16) * [/w/index.php?title=Category:Imported_vocabulary&action=edit&redlink=1 Importiertes Vokabular] (7) * [/wiki/Category:Extension Erweiterung] (198) * [/wiki/Category:Customization Anpassungen] (9) * [/wiki/Category:Setup Einrichtung] (8) * [/wiki/Category:BlueSpice_free BlueSpice kostenlos] (9)

Widgets

Iframes, Google Kalendar, Wetteranzeige und mehr. Oder eigene Widgets entwickeln. test

Mathematik

$\sum _{n=1}^{\infty }=1+1{dy \over dx}$

Fehler beim Parsen (Konvertierungsfehler. 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role="equality" id="7">=</relation></content><children><limboth role="sum" id="6"><children><largeop role="sum" id="0">∑</largeop><relseq role="equality" id="4">=<content><relation role="equality" id="2">=</relation></content><children><identifier role="latinletter" font="italic" annotation="clearspeak:simple" id="1">n</identifier><number role="integer" font="normal" annotation="clearspeak:simple" id="3">1</number></children></relseq><identifier role="unknown" font="normal" id="5">∞</identifier></children></limboth><infixop role="addition" id="22">+<content><operator role="addition" id="9">+</operator></content><children><number role="integer" font="normal" annotation="clearspeak:simple" id="8">1</number><infixop role="implicit" annotation="clearspeak:unit" id="21">⁢<content><operator role="multiplication" id="20">⁢</operator></content><children><number role="integer" font="normal" annotation="clearspeak:simple" id="10">1</number><fraction role="division" id="19"><children><infixop role="implicit" annotation="clearspeak:simple;clearspeak:unit" id="14">⁢<content><operator role="multiplication" id="13">⁢</operator></content><children><identifier role="latinletter" font="italic" annotation="clearspeak:simple" id="11">d</identifier><identifier role="latinletter" font="italic" annotation="clearspeak:simple" id="12">y</identifier></children></infixop><infixop role="implicit" annotation="clearspeak:simple;clearspeak:unit" id="18">⁢<content><operator role="multiplication" id="17">⁢</operator></content><children><identifier role="latinletter" font="italic" annotation="clearspeak:simple" id="15">d</identifier><identifier role="latinletter" font="italic" annotation="clearspeak:simple" id="16">x</identifier></children></infixop></children></fraction></children></infixop></children></infixop></children></relseq></stree>', 'success' => true, 'log' => 'success', 'mathoidStyle' => 'vertical-align: -3.005ex; width:15ex; height:6.843ex;', 'sanetex' => '{\\displaystyle \\sum _{n=1}^{\\infty }=1+1{dy \\over dx}}', 'speech' => 'sigma summation Underscript n equals 1 Overscript normal infinity Endscripts equals 1 plus 1 StartFraction d y Over d x EndFraction', ), )“): {\displaystyle 3+4+\lg3+\log10}

Feedback zur Dokumentation ist im Community-Forum möglich.

@@ Zeile 142: / Zeile 142: @@
 <math>\sum_{n=1}^\infty=1+1 {dy \over dx}</math>
-<span><span /><span /><br /></span>
+<span><br /></span><math>3+4+\lg3+\log10</math>
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