Benutzer:Oz44oz: Unterschied zwischen den Versionen

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(Spielereien mit GeoGebra)
Zeile 11: Zeile 11:
 
== Spielereien mit GeoGebra ==
 
== Spielereien mit GeoGebra ==
  
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Version vom 18. Juni 2012, 16:31 Uhr

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