<snapdata remixID="8441318"><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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</pentrails><costumes><list 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s="setColor"><color>255,86,0,1</color></block><block s="changeSize"><l>0</l></block><block s="doRepeat"><l>360</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>1</l></block><block s="turn"><l>1</l></block><block s="forward"><l>2</l></block></script></block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable><variable name="sides"><l>0</l></variable></variables></project><media name="shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>