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552 bytes added ,  09:32, 4 September 2013
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*Multimedia resources
 
*Multimedia resources
 
*Website interactives/ links/ / Geogebra Applets
 
*Website interactives/ links/ / Geogebra Applets
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enableRightClick="false" showAlgebraInput="false" enableShiftDragZoom="false" showMenuBar="false" showToolBar="false" showToolBarHelp="true" enableLabelDrags="false" showResetIcon="false" />
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89

edits

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