<?xml version="1.0"?>
<feed xmlns="http://www.w3.org/2005/Atom" xml:lang="de">
	<id>https://dms.nuw.rptu.de/geogebrainstitut/index.php?action=history&amp;feed=atom&amp;title=BuJu</id>
	<title>BuJu - Versionsgeschichte</title>
	<link rel="self" type="application/atom+xml" href="https://dms.nuw.rptu.de/geogebrainstitut/index.php?action=history&amp;feed=atom&amp;title=BuJu"/>
	<link rel="alternate" type="text/html" href="https://dms.nuw.rptu.de/geogebrainstitut/index.php?title=BuJu&amp;action=history"/>
	<updated>2026-04-25T05:20:41Z</updated>
	<subtitle>Versionsgeschichte dieser Seite in GeoGebra-Institut Landau (RLP)</subtitle>
	<generator>MediaWiki 1.36.1</generator>
	<entry>
		<id>https://dms.nuw.rptu.de/geogebrainstitut/index.php?title=BuJu&amp;diff=91&amp;oldid=prev</id>
		<title>T.Lutz: 1 Version importiert</title>
		<link rel="alternate" type="text/html" href="https://dms.nuw.rptu.de/geogebrainstitut/index.php?title=BuJu&amp;diff=91&amp;oldid=prev"/>
		<updated>2021-08-12T16:27:33Z</updated>

		<summary type="html">&lt;p&gt;1 Version importiert&lt;/p&gt;
&lt;table style=&quot;background-color: #fff; color: #202122;&quot; data-mw=&quot;interface&quot;&gt;
				&lt;tr class=&quot;diff-title&quot; lang=&quot;de&quot;&gt;
				&lt;td colspan=&quot;1&quot; style=&quot;background-color: #fff; color: #202122; text-align: center;&quot;&gt;← Nächstältere Version&lt;/td&gt;
				&lt;td colspan=&quot;1&quot; style=&quot;background-color: #fff; color: #202122; text-align: center;&quot;&gt;Version vom 12. August 2021, 16:27 Uhr&lt;/td&gt;
				&lt;/tr&gt;&lt;tr&gt;&lt;td colspan=&quot;2&quot; class=&quot;diff-notice&quot; lang=&quot;de&quot;&gt;&lt;div class=&quot;mw-diff-empty&quot;&gt;(kein Unterschied)&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;</summary>
		<author><name>T.Lutz</name></author>
	</entry>
	<entry>
		<id>https://dms.nuw.rptu.de/geogebrainstitut/index.php?title=BuJu&amp;diff=90&amp;oldid=prev</id>
		<title>wiki&gt;K.Retterath: Die Seite wurde neu angelegt: „Es ist für Schüler immer interessant ihre eigene Daten auszuwerten. Fragen Sie ihre Sportkollegen nach den Daten der Bundesjugendspiele und werten Sie diese mit…“</title>
		<link rel="alternate" type="text/html" href="https://dms.nuw.rptu.de/geogebrainstitut/index.php?title=BuJu&amp;diff=90&amp;oldid=prev"/>
		<updated>2013-05-13T21:44:00Z</updated>

		<summary type="html">&lt;p&gt;Die Seite wurde neu angelegt: „Es ist für Schüler immer interessant ihre eigene Daten auszuwerten. Fragen Sie ihre Sportkollegen nach den Daten der Bundesjugendspiele und werten Sie diese mit…“&lt;/p&gt;
&lt;p&gt;&lt;b&gt;Neue Seite&lt;/b&gt;&lt;/p&gt;&lt;div&gt;Es ist für Schüler immer interessant ihre eigene Daten auszuwerten. Fragen Sie ihre Sportkollegen nach den Daten der Bundesjugendspiele und werten Sie diese mit GeoGebra aus. Achten Sie darauf, dass sie vorher alle personenbezogene Daten löschen, die es den Schülern erlauben würde die einzelnen Ergebnisse den Personen zuzuordnen.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;lt;ggb_applet width=&amp;quot;800&amp;quot; height=&amp;quot;649&amp;quot;  version=&amp;quot;4.2&amp;quot; ggbBase64=&amp;quot;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&amp;quot; showResetIcon = &amp;quot;false&amp;quot; enableRightClick = &amp;quot;false&amp;quot; errorDialogsActive = &amp;quot;true&amp;quot; enableLabelDrags = &amp;quot;false&amp;quot; showMenuBar = &amp;quot;false&amp;quot; showToolBar = &amp;quot;false&amp;quot; showToolBarHelp = &amp;quot;false&amp;quot; showAlgebraInput = &amp;quot;false&amp;quot; useBrowserForJS = &amp;quot;true&amp;quot; allowRescaling = &amp;quot;true&amp;quot; /&amp;gt;&lt;/div&gt;</summary>
		<author><name>wiki&gt;K.Retterath</name></author>
	</entry>
</feed>