<snapdata remixID="8429983"><project name="Shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="doChangeVar"><l>StepDistance</l><l>-2</l></block></script></block></script></block-definition></blocks><variables><variable name="StepDistance"><l>0</l></variable></variables></project><media name="Shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>