Info/11/MUG_SWG_SG/1/Methoden/Methoden.xml


1

<project name="Methoden" app="Snap! 9.0, https://snap.berkeley.edu" 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</pentrails><costumes><list 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scope="local"><l>00.1</l></custom-block></script></list></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="163.5" y="165.5"><custom-block s="Zeichne Dreieck" scope="local"></custom-block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block></script><script x="303.5" y="261.5"><custom-block s="ZeichneWuerfel %s" scope="local"><l>6</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project>