<snapdata remixID="11623505"><project name="Lab 2.1" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Lab 2.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="setColor"><color>87,0,193,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block><block s="doWait"><l>0.25</l></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="2" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="2" y="34.000001999999995" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>