<snapdata remixID="10737480"><project name="_Lab 1.3 Starter" app="Snap! 6, https://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" 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="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l></l></block><block s="bubble"><l> parallelogram</l></block><block s="down"></block><block s="setColor"><color>189,173,0,1</color></block><block s="setSize"><l>2.2</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="up"></block><block s="doWait"><l>0.25</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 1.3 Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>