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November 2015 um 20:11 Uhr 2015-11-24T20:11:30Z <p></p> <table class='diff diff-contentalign-left'> <col class='diff-marker' /> <col class='diff-content' /> <col class='diff-marker' /> <col class='diff-content' /> <tr style='vertical-align: top;'> <td colspan='2' style="background-color: white; color:black; text-align: center;">← Nächstältere Version</td> <td colspan='2' style="background-color: white; color:black; text-align: center;">Version vom 24. November 2015, 20:11 Uhr</td> </tr><tr><td colspan="2" class="diff-lineno">Zeile 5:</td> <td colspan="2" class="diff-lineno">Zeile 5:</td></tr> <tr><td class='diff-marker'>&#160;</td><td style="background-color: #f9f9f9; color: #333333; font-size: 88%; border-style: solid; border-width: 1px 1px 1px 4px; border-radius: 0.33em; border-color: #e6e6e6; vertical-align: top; white-space: pre-wrap;"><div>* Wie lang und wie breit kann der Platz maximal werden? 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November 2015 um 20:07 Uhr 2015-11-24T20:07:53Z <p></p> <table class='diff diff-contentalign-left'> <col class='diff-marker' /> <col class='diff-content' /> <col class='diff-marker' /> <col class='diff-content' /> <tr style='vertical-align: top;'> <td colspan='2' style="background-color: white; color:black; text-align: center;">← Nächstältere Version</td> <td colspan='2' style="background-color: white; color:black; text-align: center;">Version vom 24. 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Wie soll man den Platz gestalten, wenn die Spielfläche möglichst groß sein soll? *Der bla…“ 2012-11-06T12:14:40Z <p>Die Seite wurde neu angelegt: „Um einen rechteckigen Sportplatz verläuft eine 400m lange Laufbahn. Wie soll man den Platz gestalten, wenn die Spielfläche möglichst groß sein soll? *Der bla…“</p> <p><b>Neue Seite</b></p><div>Um einen rechteckigen Sportplatz verläuft eine 400m lange Laufbahn.<br /> <br /> Wie soll man den Platz gestalten, wenn die Spielfläche möglichst groß sein soll?<br /> *Der blaue Punkt ist verschiebbar.<br /> <br /> <br /> &lt;ggb_applet width=&quot;665&quot; height=&quot;435&quot; version=&quot;4.0&quot; ggbBase64=&quot;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&quot; showResetIcon = &quot;false&quot; enableRightClick = &quot;false&quot; errorDialogsActive = &quot;true&quot; enableLabelDrags = &quot;false&quot; showMenuBar = &quot;false&quot; showToolBar = &quot;false&quot; showToolBarHelp = &quot;false&quot; showAlgebraInput = &quot;false&quot; useBrowserForJS = &quot;true&quot; allowRescaling = &quot;true&quot; /&gt;</div> Patrick.Nordmann