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| − | ==Aufgabe 2==
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| − | ===NAF Spiegelungen mit a geschnitten b = S===
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| − | <ggb_applet width="960" height="562" version="4.0" 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framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
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| − | ===NAF Spiegelungen mit a parallel b bzw. a=b===
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| − | Bewege Punkt C und sieh was passiert :)
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| − | <ggb_applet width="960" height="562" version="4.0" ggbBase64="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" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
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