Hexaeder: Unterschied zwischen den Versionen

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<center>[[Datei:Hexaeder+ E-Schema mit Hintergrundfarbe W-Seminar Wiki.png|500px]]</center>
 
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" framePossible = "true" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" /></center>
 
  
 
[[Datei:Hexahedron-white.gif|rechts|120px|Hexaeder]][[Datei:Hexahedron-white.gif|links|Hexaeder]]
 
[[Datei:Hexahedron-white.gif|rechts|120px|Hexaeder]][[Datei:Hexahedron-white.gif|links|Hexaeder]]

Aktuelle Version vom 15. November 2013, 20:59 Uhr

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