<snapdata remixID="9587908"><project name="Lab 2.1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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s="setSize"><l>3</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="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>