<snapdata remixID="11977388"><project name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Lab 2.1 - Squares and Triangles Redux"><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="show"></block><block s="up"></block><block s="changeSize"><l>4</l></block><block s="gotoXY"><l>90</l><l>-130</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>30,30,30,1</color></block><block s="down"></block><block s="bubble"><l>Hello!</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>324</l></block><block s="forward"><l>50</l></block><block s="turn"><l>252</l></block><block s="doWait"><l>5</l></block></script></block><block s="hide"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 2.1 - Squares and Triangles Redux" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>